<?xml version="1.0" encoding="UTF-8" ?>
<?xml-stylesheet type="text/xsl" href="https://e2e.ti.com/cfs-file/__key/system/syndication/rss.xsl" media="screen"?><rss version="2.0" xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:slash="http://purl.org/rss/1.0/modules/slash/" xmlns:wfw="http://wellformedweb.org/CommentAPI/" xmlns:atom="http://www.w3.org/2005/Atom"><channel><title>RF &amp;amp; microwave forum - Recent Threads</title><link>https://e2e.ti.com/support/rf-microwave-group/rf-microwave/f/rf-microwave-forum</link><description /><dc:language>en-US</dc:language><generator>Telligent Community 13</generator><lastBuildDate>Mon, 18 May 2026 19:12:01 GMT</lastBuildDate><atom:link rel="self" type="application/rss+xml" href="https://e2e.ti.com/support/rf-microwave-group/rf-microwave/f/rf-microwave-forum" /><item><title>AFE7950-SP: AFE7950-SP S-parameter/IBIS/DAC/ADC Simulation Files</title><link>https://e2e.ti.com/thread/1646972?ContentTypeID=0</link><pubDate>Mon, 18 May 2026 19:12:01 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:8890c498-0145-4dbe-8619-3775140e4382</guid><dc:creator>Nathan Schram</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1646972?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/rf-microwave-group/rf-microwave/f/rf-microwave-forum/1646972/afe7950-sp-afe7950-sp-s-parameter-ibis-dac-adc-simulation-files/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/AFE7950-SP" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;AFE7950-SP&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hello,&lt;/p&gt;
&lt;p&gt;I&amp;#39;m looking for reference files to simulate the ADC/DAC side of the AFE7950-SP in AWR/ADS front-end simulations.&amp;nbsp; Can you please provide the measured responses of the chipset and/or die along with IBIS files for the digital interfaces.&lt;/p&gt;
&lt;p&gt;Thanks,&lt;/p&gt;
&lt;p&gt;Nathan&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>AFE7950: AFE7950 Incomplete configuration options in Latte</title><link>https://e2e.ti.com/thread/1646909?ContentTypeID=0</link><pubDate>Mon, 18 May 2026 15:37:25 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:19015708-ab98-4672-ac52-84fe3887d624</guid><dc:creator>Andrew Martin</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1646909?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/rf-microwave-group/rf-microwave/f/rf-microwave-forum/1646909/afe7950-afe7950-incomplete-configuration-options-in-latte/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/AFE7950" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;AFE7950&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hi,&amp;nbsp;&lt;br&gt;&lt;br&gt;I have been looking to bring up the AFE7950 with either the Latte tool or the provided register map for a new design we are working on - however I am having some difficulty with both methods.&amp;nbsp;&lt;br&gt;&lt;br&gt;The version of Latte (tool 2.9, framework 5.7.3) provided seems to be missing quite a few features compared to the documentation provided with it; notably I am missing the GPIO-MuxSel and PAP tabs. I cannot seem to genereate a SPI log either.&lt;br&gt;&lt;br&gt;&lt;strong&gt;Does the Latte tool only work with the EVM boards? Is it possible to generate a configuration without?&amp;nbsp;&lt;/strong&gt;&lt;br&gt;&lt;br&gt;I looked at using the register map in the TRM (SBAU337); however it seems to be a draft version from May 2020 (it has DRAFT in large bold letters watermarking every page) - and is missing infomation on some features mentioned in the datasheet.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Would it be possible for you to provide us with the non draft version of SBAU337 or access to older versions of the Latte tool?&amp;nbsp;&lt;/strong&gt;&lt;br&gt;&lt;br&gt;Kind regards,&lt;br&gt;Andrew&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>AFE7950EVM: Issue of unknown signal on specific NCOs without input and modulated signal on some other NCOs with RF input</title><link>https://e2e.ti.com/thread/1646833?ContentTypeID=0</link><pubDate>Mon, 18 May 2026 12:56:32 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:6cbfd86d-d2cc-48ac-9958-f44298587a34</guid><dc:creator>Noumeer Piracha</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1646833?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/rf-microwave-group/rf-microwave/f/rf-microwave-forum/1646833/afe7950evm-issue-of-unknown-signal-on-specific-ncos-without-input-and-modulated-signal-on-some-other-ncos-with-rf-input/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/tool/AFE7950EVM" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;AFE7950EVM&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;We&amp;#39;re using the AFE7950EVM together with a 19EG Dev Board. Our goal is to use the AFE as a receiver and capture three channels of data for my application. For this, I made two different iterations of the project &amp;mdash; one with 245.76 MHz BW and another with 983.04 MHz BW.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Project settings:&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;983.04 MHz BW:&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;The 983.04 MHz BW project has the following settings:&lt;/p&gt;
&lt;p&gt;system mode = 3&lt;/p&gt;
&lt;p&gt;JESD protocol = C&lt;/p&gt;
&lt;p&gt;fpgaRefClk = 245.76 MHz&lt;/p&gt;
&lt;p&gt;FRef = 491.52 MHz&lt;/p&gt;
&lt;p&gt;LMFSHdRx = 44210&lt;/p&gt;
&lt;p&gt;FadcRx = 2.94912 GHz&lt;/p&gt;
&lt;p&gt;ddcFactorRx = 3&lt;/p&gt;
&lt;p&gt;sysrefFreq = 7.68 MHz&lt;/p&gt;
&lt;p&gt;Lane rate = 16.22016 G&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&amp;nbsp;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;245.76 MHz BW:&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;The 245.76 MHz BW project has the following settings:&lt;/p&gt;
&lt;p&gt;system mode = 0&lt;/p&gt;
&lt;p&gt;JESD protocol = B&lt;/p&gt;
&lt;p&gt;fpgaRefClk = 245.76 MHz&lt;/p&gt;
&lt;p&gt;FRef = 491.52 MHz&lt;/p&gt;
&lt;p&gt;LMFSHdRx = 12410&lt;/p&gt;
&lt;p&gt;FadcRx = 2.94912 GHz&lt;/p&gt;
&lt;p&gt;ddcFactorRx = 12&lt;/p&gt;
&lt;p&gt;sysrefFreq = 7.68 MHz&lt;/p&gt;
&lt;p&gt;Lane rate = 9.8304 G&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&amp;nbsp;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Issues:&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Testing of the 983.04 MHz BW version went smoothly at 5 GHz and 9.425 GHz NCO. But during testing at different NCOs, two issues were identified.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Issue 1:&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;I observed that while the input is terminated a signal is being appeared at specific NCO, but after analysis this same behavior was being observed across a whole range of NCOs, in both projects.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;983.04 MHz BW:&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;The sweep results for different NCO summarized below:&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;5 GHz to 5.36 GHz &amp;mdash; correct.&lt;/li&gt;
&lt;li&gt;5.37 GHz to 6.44 GHz &amp;mdash; incorrect.&lt;/li&gt;
&lt;li&gt;6.45 GHz to 8.31 GHz &amp;mdash; correct.&lt;/li&gt;
&lt;li&gt;8.32 GHz to 9.39 GHz &amp;mdash; incorrect.&lt;/li&gt;
&lt;li&gt;9.4 GHz to 11.26 GHz &amp;mdash; correct.&lt;/li&gt;
&lt;li&gt;Greater than 11.27 GHz &amp;mdash; incorrect.&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;So there is roughly a 1.07 GHz range in which any selected NCO produces a system-induced signal.&lt;/p&gt;
&lt;p&gt;For the 983.04 MHz configuration, I am reconstructing 4&amp;times;32-bit IQ samples from two 64-bit JESD lanes that carry I and Q separately. The data shown below is a single 32-bit sample (one out of four per clock), included for debugging purposes.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;5 GHz NCO with input terminated&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/220/8103.image.png" alt="image.png" data-temp-id="image.png-111194"&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;5 GHz NCO FFT&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/220/63057.image.png" alt="image.png" data-temp-id="image.png-173866"&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;6 GHz NCO with input terminated&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src="data:image/png;base64,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" width="624" height="106" alt=" "&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;6 GHz NCO FFT&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src="data:image/png;base64,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" width="623" height="337" alt=" "&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;8.8 GHz NCO with input terminated&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src="data:image/png;base64,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" width="623" height="118" alt=" "&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;8.8 GHz NCO FFT&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src="data:image/png;base64,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" width="623" height="337" alt=" "&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;245.76 MHz BW:&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;To check whether this behavior was specific to 983.04, I then tested the previously built 245.76 MHz BW version, which had been running at 5 GHz NCO the whole time. I observed a similar situation, but at a different NCO and over a shorter range.&lt;/p&gt;
&lt;p&gt;Again, during the sweep, with the input terminated the AFE was showing a signal. The sweep observations are as follows:&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;5 GHz to 5.76 GHz &amp;mdash; correct.&lt;/li&gt;
&lt;li&gt;5.77 GHz to 6.03 GHz &amp;mdash; incorrect.&lt;/li&gt;
&lt;li&gt;6.04 GHz to 8.710 GHz &amp;mdash; correct.&lt;/li&gt;
&lt;li&gt;8.710 GHz to 8.980 GHz &amp;mdash; incorrect.&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;So here it is roughly a 260 to 270 MHz range in which any selected NCO produces a system-induced signal.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;5 GHz NCO with input terminated&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src="data:image/png;base64,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" width="625" height="108" alt=" "&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;5 GHz NCO signal FFT&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src="data:image/png;base64,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" width="624" height="336" alt=" "&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;6 GHz NCO with input terminated&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src="data:image/png;base64,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" width="623" height="115" alt=" "&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;6 GHz NCO signal FFT&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src="data:image/png;base64,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" width="624" height="340" alt=" "&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;8.8 GHz NCO with input terminated&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src="data:image/png;base64,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" width="624" height="116" alt=" "&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;8.8 GHz NCO signal FFT&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src="data:image/png;base64,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" width="624" height="338" alt=" "&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Why this issue is occurring, is there any issue with configuration or any other possible solution to it?&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Issue 2:&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;From above the 7.1 GHz to 7.86 GHz range, falls under correct behavior, but when I try to give an input signal at this frequency in 983.04 MHz BW project, the input seems like a modulated sinewave. Even from the FFT analysis it can seen another frequency component in present in the signal. The below input signal is at 7.505 GHz RF with NCO at 7.5 GHz. This issue was not observed in 245.76MHz.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Issue in the 7.1 to 7.86 GHz range&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src="data:image/png;base64,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" width="625" height="123" alt=" "&gt;&lt;br&gt;&lt;br&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;FFT&lt;/strong&gt;&lt;br&gt;&lt;img src="data:image/png;base64,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" width="623" height="337" alt=" "&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Latte 983.04 MHz BW:&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;setupParams.skipFpga = 1&lt;/p&gt;
&lt;p&gt;sysParams = AFE.systemParams&lt;/p&gt;
&lt;p&gt;setupParams.fpgaRefClk = 245.76&lt;/p&gt;
&lt;p&gt;AFE.systemStatus.loadTrims = 1&lt;/p&gt;
&lt;p&gt;sysParams.FRef = 491.52&lt;/p&gt;
&lt;p&gt;sysParams.FadcRx = 2949.12&lt;/p&gt;
&lt;p&gt;sysParams.FadcFb = 2949.12&lt;/p&gt;
&lt;p&gt;sysParams.Fdac = 2949.12 * 4&lt;/p&gt;
&lt;p&gt;sysParams.rxEnable = [True,True,True,True]&lt;/p&gt;
&lt;p&gt;sysParams.txEnable = [False,False,False,False]&lt;/p&gt;
&lt;p&gt;sysParams.fbEnable = [False,False]&lt;/p&gt;
&lt;p&gt;sysParams.enableDacInterleavedMode = False&lt;/p&gt;
&lt;p&gt;sysParams.modeTdd = 0&lt;/p&gt;
&lt;p&gt;sysParams.topLevelSystemMode = &amp;#39;StaticTDDMode&amp;#39;&lt;/p&gt;
&lt;p&gt;sysParams.RRFMode = 5&lt;/p&gt;
&lt;p&gt;sysParams.jesdSystemMode = [3,3]&lt;/p&gt;
&lt;p&gt;sysParams.jesdLoopbackEn = 0&lt;/p&gt;
&lt;p&gt;sysParams.LMFSHdRx =['44210', '44210', '44210', '44210']&lt;/p&gt;
&lt;p&gt;sysParams.LMFSHdFb = ["22210","22210"]&lt;/p&gt;
&lt;p&gt;sysParams.LMFSHdTx = ["44210","44210","44210","44210"]&lt;/p&gt;
&lt;p&gt;sysParams.jesdTxProtocol = [2,2]&lt;/p&gt;
&lt;p&gt;sysParams.jesdRxProtocol = [2,2]&lt;/p&gt;
&lt;p&gt;sysParams.serdesFirmware = True&lt;/p&gt;
&lt;p&gt;sysParams.jesdTxLaneMux = [0,1,2,3,4,5,6,7]&lt;/p&gt;
&lt;p&gt;sysParams.jesdRxLaneMux = [0,1,2,3,4,5,6,7]&lt;/p&gt;
&lt;p&gt;sysParams.jesdRxRbd = [4, 4]&lt;/p&gt;
&lt;p&gt;sysParams.jesdTxRbd = [1, 1]&lt;/p&gt;
&lt;p&gt;sysParams.rxJesdTxScr = [False,False,False,False]&lt;/p&gt;
&lt;p&gt;sysParams.fbJesdTxScr = [False,False]&lt;/p&gt;
&lt;p&gt;sysParams.jesdRxScr = [False,False,False,False]&lt;/p&gt;
&lt;p&gt;sysParams.rxJesdTxK = [1,1,1,1]&lt;/p&gt;
&lt;p&gt;sysParams.fbJesdTxK = [1,1]&lt;/p&gt;
&lt;p&gt;sysParams.jesdRxK = [1,1,1,1]&lt;/p&gt;
&lt;p&gt;sysParams.ncoFreqMode = &amp;quot;FCW&amp;quot;&lt;/p&gt;
&lt;p&gt;sysParams.txNco0 = [[7500,7500],[7500,7500],[7500,7500], [7500,7500]]&lt;/p&gt;
&lt;p&gt;sysParams.rxNco0 = [[7500,7500], [7500,7500], [7500,7500], [7500,7500]]&lt;/p&gt;
&lt;p&gt;sysParams.fbNco0 = [2600,2600] #FBA, FBC for NCO0&lt;/p&gt;
&lt;p&gt;sysParams.numBandsRx = [0]*4 # 0 for single, 1 for dual&lt;/p&gt;
&lt;p&gt;sysParams.numBandsFb = [0,0]&lt;/p&gt;
&lt;p&gt;sysParams.numBandsTx = [0,0,0,0]&lt;/p&gt;
&lt;p&gt;sysParams.ducFactorTx = [12,12,12,12]&lt;/p&gt;
&lt;p&gt;sysParams.ddcFactorFb = [3,3]&lt;/p&gt;
&lt;p&gt;sysParams.ddcFactorRx = [3,3,3,3]&lt;/p&gt;
&lt;p&gt;lmkParams.pllEn = True #False&lt;/p&gt;
&lt;p&gt;lmkParams.inputClk = 1474.56 #737.28&lt;/p&gt;
&lt;p&gt;lmkParams.sysrefFreq = 7.68&lt;/p&gt;
&lt;p&gt;lmkParams.lmkFrefClk = True&lt;/p&gt;
&lt;p&gt;logDumpInst.setFileName(ASTERIX_DIR+DEVICES_DIR+r&amp;quot;\Afe79xxPg1.txt&amp;quot;)&lt;/p&gt;
&lt;p&gt;logDumpInst.logFormat = 0x00&lt;/p&gt;
&lt;p&gt;logDumpInst.rewriteFile = 1&lt;/p&gt;
&lt;p&gt;logDumpInst.rewriteFileFormat4 = 1&lt;/p&gt;
&lt;p&gt;device.optimizeWrites = 0&lt;/p&gt;
&lt;p&gt;device.rawWriteLogEn = 1&lt;/p&gt;
&lt;p&gt;sysParams.jesdABLvdsSync = 0&lt;/p&gt;
&lt;p&gt;sysParams.jesdCDLvdsSync = 0&lt;/p&gt;
&lt;p&gt;sysParams.rxJesdTxSyncMux = [0,0,0,0]&lt;/p&gt;
&lt;p&gt;sysParams.fbJesdTxSyncMux = [0,0]&lt;/p&gt;
&lt;p&gt;sysParams.jesdRxSyncMux = [0,0,0,0]&lt;/p&gt;
&lt;p&gt;sysParams.syncLoopBack = True&lt;/p&gt;
&lt;p&gt;sysParams.gpioMapping={&lt;/p&gt;
&lt;p&gt;&amp;#39;H8&amp;#39;: &amp;#39;ADC_SYNC0&amp;#39;,&lt;/p&gt;
&lt;p&gt;&amp;#39;H7&amp;#39;: &amp;#39;DAC_SYNC0&amp;#39;,&lt;/p&gt;
&lt;p&gt;&amp;#39;N8&amp;#39;: &amp;#39;ADC_SYNC2&amp;#39;,&lt;/p&gt;
&lt;p&gt;&amp;#39;N7&amp;#39;: &amp;#39;ADC_SYNC3&amp;#39;,&lt;/p&gt;
&lt;p&gt;&amp;#39;H9&amp;#39;: &amp;#39;ADC_SYNC1&amp;#39;,&lt;/p&gt;
&lt;p&gt;&amp;#39;G9&amp;#39;: &amp;#39;DAC_SYNC1&amp;#39;,&lt;/p&gt;
&lt;p&gt;&amp;#39;N9&amp;#39;: &amp;#39;DAC_SYNC2&amp;#39;,&lt;/p&gt;
&lt;p&gt;&amp;#39;P9&amp;#39;: &amp;#39;DAC_SYNC3&amp;#39;,&lt;/p&gt;
&lt;p&gt;&amp;#39;P14&amp;#39;: &amp;#39;GLOBAL_PDN&amp;#39;,&lt;/p&gt;
&lt;p&gt;&amp;#39;K14&amp;#39;: &amp;#39;FBABTDD&amp;#39;,&lt;/p&gt;
&lt;p&gt;&amp;#39;R6&amp;#39;: &amp;#39;FBCDTDD&amp;#39;,&lt;/p&gt;
&lt;p&gt;&amp;#39;N13&amp;#39;: ['TXATDD','TXBTDD'],&lt;/p&gt;
&lt;p&gt;&amp;#39;V5&amp;#39;: ['TXCTDD','TXDTDD'],&lt;/p&gt;
&lt;p&gt;&amp;#39;H12&amp;#39;: ['RXATDD','RXBTDD'],&lt;/p&gt;
&lt;p&gt;&amp;#39;R15&amp;#39;: ['RXCTDD','RXDTDD']}&lt;/p&gt;
&lt;p&gt;setupParams.skipLmk = False&lt;/p&gt;
&lt;p&gt;AFE.initializeConfig()&lt;/p&gt;
&lt;p&gt;lmkParams.sysrefFreq = AFE.systemStatus.sysrefFreq&lt;/p&gt;
&lt;p&gt;lmkParams.lmkPulseSysrefMode = False&lt;/p&gt;
&lt;p&gt;AFE.LMK.lmkConfig()&lt;/p&gt;
&lt;p&gt;setupParams.skipLmk = True&lt;/p&gt;
&lt;p&gt;AFE.deviceBringup()&lt;/p&gt;
&lt;p&gt;AFE.TOP.overrideTdd(15,0,15)&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Latte 245.76 MHz BW:&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;setupParams.skipFpga = 1&lt;/p&gt;
&lt;p&gt;sysParams = AFE.systemParams&lt;/p&gt;
&lt;p&gt;setupParams.fpgaRefClk = 245.76&lt;/p&gt;
&lt;p&gt;AFE.systemStatus.loadTrims = 1&lt;/p&gt;
&lt;p&gt;sysParams.FRef = 491.52&lt;/p&gt;
&lt;p&gt;sysParams.FadcRx = 2949.12&lt;/p&gt;
&lt;p&gt;sysParams.FadcFb = 2949.12&lt;/p&gt;
&lt;p&gt;sysParams.Fdac = 2949.12 * 3&lt;/p&gt;
&lt;p&gt;sysParams.rxEnable = [True,True,True,True]&lt;/p&gt;
&lt;p&gt;sysParams.txEnable = [False,False,False,False]&lt;/p&gt;
&lt;p&gt;sysParams.fbEnable = [False,False]&lt;/p&gt;
&lt;p&gt;sysParams.enableDacInterleavedMode = False&lt;/p&gt;
&lt;p&gt;sysParams.modeTdd = 0&lt;/p&gt;
&lt;p&gt;sysParams.topLevelSystemMode = &amp;#39;StaticTDDMode&amp;#39;&lt;/p&gt;
&lt;p&gt;sysParams.RRFMode = 0 #4T4R2F TDD Non-Shared&lt;/p&gt;
&lt;p&gt;sysParams.jesdSystemMode = [0,0]&lt;/p&gt;
&lt;p&gt;sysParams.jesdLoopbackEn = 0&lt;/p&gt;
&lt;p&gt;sysParams.LMFSHdRx =['12410', '12410', '12410', '12410']&lt;/p&gt;
&lt;p&gt;sysParams.LMFSHdFb = ['12410', '12410']&lt;/p&gt;
&lt;p&gt;sysParams.LMFSHdTx = ['12410', '12410', '12410', '12410']&lt;/p&gt;
&lt;p&gt;sysParams.jesdTxProtocol = [0,0]&lt;/p&gt;
&lt;p&gt;sysParams.jesdRxProtocol = [0,0]&lt;/p&gt;
&lt;p&gt;sysParams.serdesFirmware = True&lt;/p&gt;
&lt;p&gt;sysParams.jesdTxLaneMux = [0,1,4,5,2,3,6,7]&lt;/p&gt;
&lt;p&gt;sysParams.jesdRxLaneMux = [0,1,2,3,4,5,6,7]&lt;/p&gt;
&lt;p&gt;sysParams.jesdRxRbd = [4, 4]&lt;/p&gt;
&lt;p&gt;sysParams.jesdTxRbd = [1, 1]&lt;/p&gt;
&lt;p&gt;sysParams.rxJesdTxScr = [False,False,False,False]&lt;/p&gt;
&lt;p&gt;sysParams.fbJesdTxScr = [False,False]&lt;/p&gt;
&lt;p&gt;sysParams.jesdRxScr = [False,False,False,False]&lt;/p&gt;
&lt;p&gt;sysParams.rxJesdTxK = [32,32,32,32]&lt;/p&gt;
&lt;p&gt;sysParams.fbJesdTxK = [32,32]&lt;/p&gt;
&lt;p&gt;sysParams.jesdRxK = [32,32,32,32]&lt;/p&gt;
&lt;p&gt;sysParams.ncoFreqMode = &amp;quot;FCW&amp;quot;&lt;/p&gt;
&lt;p&gt;sysParams.txNco0 = [[7500,7500], [7500,7500], [7500,7500], [7500,7500]]&lt;/p&gt;
&lt;p&gt;sysParams.rxNco0 = [[7500,7500],[7500,7500],[7500,7500],[7500,7500]]&lt;/p&gt;
&lt;p&gt;sysParams.fbNco0 = [2600,2600] #FBA, FBC for NCO0&lt;/p&gt;
&lt;p&gt;sysParams.numBandsRx = [0]*4 # 0 for single, 1 for dual&lt;/p&gt;
&lt;p&gt;sysParams.numBandsFb = [0,0]&lt;/p&gt;
&lt;p&gt;sysParams.numBandsTx = [0,0,0,0]&lt;/p&gt;
&lt;p&gt;sysParams.ducFactorTx = [36,36,36,36]&lt;/p&gt;
&lt;p&gt;sysParams.ddcFactorFb = [12,12]&lt;/p&gt;
&lt;p&gt;lmkParams.pllEn = True #False&lt;/p&gt;
&lt;p&gt;lmkParams.inputClk = 1474.56 #737.28&lt;/p&gt;
&lt;p&gt;lmkParams.sysrefFreq = 7.68&lt;/p&gt;
&lt;p&gt;lmkParams.lmkFrefClk = True&lt;/p&gt;
&lt;p&gt;logDumpInst.setFileName(ASTERIX_DIR+DEVICES_DIR+r&amp;quot;\Afe79xxPg1.txt&amp;quot;)&lt;/p&gt;
&lt;p&gt;logDumpInst.logFormat = 0x00&lt;/p&gt;
&lt;p&gt;logDumpInst.rewriteFile = 1&lt;/p&gt;
&lt;p&gt;logDumpInst.rewriteFileFormat4 = 1&lt;/p&gt;
&lt;p&gt;device.optimizeWrites = 0&lt;/p&gt;
&lt;p&gt;device.rawWriteLogEn = 1&lt;/p&gt;
&lt;p&gt;sysParams.jesdABLvdsSync = 0&lt;/p&gt;
&lt;p&gt;sysParams.jesdCDLvdsSync = 0&lt;/p&gt;
&lt;p&gt;sysParams.rxJesdTxSyncMux = [0,0,0,0]&lt;/p&gt;
&lt;p&gt;sysParams.fbJesdTxSyncMux = [0,0]&lt;/p&gt;
&lt;p&gt;sysParams.jesdRxSyncMux = [0,0,0,0] #[0,0,1,1]&lt;/p&gt;
&lt;p&gt;sysParams.syncLoopBack = True&lt;/p&gt;
&lt;p&gt;sysParams.gpioMapping={&lt;/p&gt;
&lt;p&gt;&amp;#39;H8&amp;#39;: &amp;#39;ADC_SYNC0&amp;#39;,&lt;/p&gt;
&lt;p&gt;&amp;#39;H7&amp;#39;: &amp;#39;DAC_SYNC0&amp;#39;,&lt;/p&gt;
&lt;p&gt;&amp;#39;N8&amp;#39;: &amp;#39;ADC_SYNC2&amp;#39;,&lt;/p&gt;
&lt;p&gt;&amp;#39;N7&amp;#39;: &amp;#39;ADC_SYNC3&amp;#39;,&lt;/p&gt;
&lt;p&gt;&amp;#39;H9&amp;#39;: &amp;#39;ADC_SYNC1&amp;#39;,&lt;/p&gt;
&lt;p&gt;&amp;#39;G9&amp;#39;: &amp;#39;DAC_SYNC1&amp;#39;,&lt;/p&gt;
&lt;p&gt;&amp;#39;N9&amp;#39;: &amp;#39;DAC_SYNC2&amp;#39;,&lt;/p&gt;
&lt;p&gt;&amp;#39;P9&amp;#39;: &amp;#39;DAC_SYNC3&amp;#39;,&lt;/p&gt;
&lt;p&gt;&amp;#39;P14&amp;#39;:&amp;#39;GLOBAL_PDN&amp;#39;,&lt;/p&gt;
&lt;p&gt;&amp;#39;H12&amp;#39;:&amp;#39;RXA_DSA_GAIN_1&amp;#39;,&lt;/p&gt;
&lt;p&gt;&amp;#39;N13&amp;#39;:&amp;#39;RXA_DSA_GAIN_2&amp;#39;,&lt;/p&gt;
&lt;p&gt;&amp;#39;V5&amp;#39;: ['TXCTDD','TXDTDD'],&lt;/p&gt;
&lt;p&gt;&amp;#39;H12&amp;#39;: ['RXATDD','RXBTDD'],&lt;/p&gt;
&lt;p&gt;&amp;#39;R15&amp;#39;: ['RXCTDD','RXDTDD']}&lt;/p&gt;
&lt;p&gt;setupParams.skipLmk = False&lt;/p&gt;
&lt;p&gt;AFE.initializeConfig()&lt;/p&gt;
&lt;p&gt;lmkParams.sysrefFreq = AFE.systemStatus.sysrefFreq&lt;/p&gt;
&lt;p&gt;lmkParams.lmkPulseSysrefMode = False&lt;/p&gt;
&lt;p&gt;AFE.LMK.lmkConfig()&lt;/p&gt;
&lt;p&gt;setupParams.skipLmk = True&lt;/p&gt;
&lt;p&gt;AFE.deviceBringup()&lt;/p&gt;
&lt;p&gt;AFE.TOP.overrideTdd(15,0,15)&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>AFE7950: Inquiry for Purchase and Technical Support – AFE7950 RF-Sampling Transceiver</title><link>https://e2e.ti.com/thread/1646639?ContentTypeID=0</link><pubDate>Mon, 18 May 2026 06:48:34 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:e218306b-1165-411b-8ec2-b5e27ae7d463</guid><dc:creator>M Arshad</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1646639?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/rf-microwave-group/rf-microwave/f/rf-microwave-forum/1646639/afe7950-inquiry-for-purchase-and-technical-support-afe7950-rf-sampling-transceiver/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/AFE7950" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;AFE7950&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Dear Texas Instruments Team,&lt;/p&gt;
&lt;p&gt;I hope you are doing well.&lt;/p&gt;
&lt;p&gt;We are interested in purchasing the AFE7950 4-transmit, 6-receive RF-sampling transceiver for our upcoming project.&lt;/p&gt;
&lt;p&gt;In this regard, we would appreciate it if you could provide the following information:&lt;/p&gt;
&lt;ol start="1" data-spread="false"&gt;
&lt;li&gt;Availability and procurement process for the AFE7950 device.&lt;/li&gt;
&lt;li&gt;Technical support availability for future communication regarding this device, preferably through online meetings, email support, or call assistance.&lt;/li&gt;
&lt;li&gt;Confirmation whether there are any export restrictions, sales limitations, or regulatory requirements for supplying this device to Pakistan.&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;Your support and guidance in this matter will be highly appreciated. We look forward to your response.&lt;/p&gt;
&lt;div style="line-height:1;"&gt;&lt;span style="color:#000000;"&gt;Muhammad Arshad (Mr)&lt;/span&gt;&lt;/div&gt;
&lt;div style="line-height:1;"&gt;&lt;span style="color:#000000;"&gt;(Purchase Manager)&lt;/span&gt;&lt;/div&gt;
&lt;div style="line-height:1;"&gt;&lt;span style="color:#000000;"&gt;Shaheq Aljazeera Pvt ltd&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;p style="line-height:1;"&gt;&lt;span style="color:#000000;"&gt;Cell:&amp;nbsp;&lt;span style="text-decoration:underline;"&gt;+92-331-9994157&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>AFE7950EVM: Issue with programming NCO from PC</title><link>https://e2e.ti.com/thread/1646605?ContentTypeID=0</link><pubDate>Mon, 18 May 2026 05:50:33 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:55627d19-3822-4cef-8b32-efb2864a4821</guid><dc:creator>ABDCEF</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1646605?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/rf-microwave-group/rf-microwave/f/rf-microwave-forum/1646605/afe7950evm-issue-with-programming-nco-from-pc/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/tool/AFE7950EVM" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;AFE7950EVM&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;we tried to program the AFE from latte.And we update NCO from latte,and it got updated. SO we want to replicate it from pc, So inorder to that, we wanted know what and all the SPI_WRITES are responsible for programming NCO of a particular channel .Here are the log files that are created for programming NCO of multiple channels from LATTE, from this what and all the SPI_Writes are responsible for program NCO of corresponding channel&amp;nbsp; from PC . Please let us know if you need any further information .Thank you.&lt;br&gt;&lt;a href="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/220/txA_5F00_8500.txt" target="_blank" rel="noopener" data-temp-id="txA_8500.txt-3837"&gt;txA_8500.txt&lt;/a&gt; &amp;nbsp; &lt;a href="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/220/rxA_5F00_8500.txt" target="_blank" rel="noopener" data-temp-id="rxA_8500.txt-1579"&gt;rxA_8500.txt&lt;/a&gt;&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>AFE7950EVM: AFE Bringing up from PC</title><link>https://e2e.ti.com/thread/1646182?ContentTypeID=0</link><pubDate>Fri, 15 May 2026 06:23:56 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:7ddbd3a4-c8bf-42c4-9bc3-e37bc5ce72cc</guid><dc:creator>ABDCEF</dc:creator><slash:comments>2</slash:comments><comments>https://e2e.ti.com/thread/1646182?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/rf-microwave-group/rf-microwave/f/rf-microwave-forum/1646182/afe7950evm-afe-bringing-up-from-pc/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/tool/AFE7950EVM" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;AFE7950EVM&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;We are facing issue while bringingup Afe with Hardware from PC. We got latte scripts from TI people, we are using an external 1500MHZ clock at LMK_CLK in , and while programming AFE7950EVM with latte we are able to get the locks, and proper rf siganl . And there is other signals in the VIO named as&amp;nbsp; &amp;nbsp;sysref_realign_count. It&amp;#39;s value is changing accroding to the image attcahed below.&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/220/sysref_5F00_realign_5F00_count_5F00_from_5F00_latte.png" alt="sysref_realign_count_from_latte.png" data-temp-id="sysref_realign_count_from_latte.png-19066"&gt;&lt;/p&gt;
&lt;p&gt;And i am attching the log file created from LATTE aslo . &lt;a href="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/220/Afe79xxPg1-_2800_2_2900_.txt" target="_blank" rel="noopener" data-temp-id="Afe79xxPg1 (2).txt-344750"&gt;Afe79xxPg1 (2).txt&lt;/a&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;So by using the same log file we are programming AFE from PC by passing LATTE, but at that time we are getting a different values for the sysref_realign_count.&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/220/sysref_5F00_realign_5F00_count_5F00_from_5F00_PC.png" alt="sysref_realign_count_from_PC.png" data-temp-id="sysref_realign_count_from_PC.png-19185"&gt;&lt;br&gt;&lt;br&gt;And along with that if we are trying to give a RF signal with some offset from our NCO then DAC is producing multiple unwanted peaks. Please let us know why this is happening. Thank you.&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>SN7400: Can 54HCT138 3 bit to 8 bit decoder survive storage at -65C degrees</title><link>https://e2e.ti.com/thread/1645641?ContentTypeID=0</link><pubDate>Wed, 13 May 2026 20:10:54 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:8d313e6e-da96-4874-95f4-6e1a73d54ec0</guid><dc:creator>Jerold Lee</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1645641?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/rf-microwave-group/rf-microwave/f/rf-microwave-forum/1645641/sn7400-can-54hct138-3-bit-to-8-bit-decoder-survive-storage-at--65c-degrees/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/SN7400" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;SN7400&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt; &lt;a href="https://www.ti.com/product/SN54HCT138" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;SN54HCT138&lt;/a&gt;&lt;/p&gt;&lt;p&gt;We plan to use the SN54HCT138 3-bit-to-8-bit decoder to convert 3 bits into 8 bits to drive PIN switches (12 mA).&amp;nbsp; Is there an evaluation board available, and can this part withstand -65 &amp;deg;C storage?&amp;nbsp; If not, can you recommend a part?&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>AFE7920: New version of SBAU337_13th_May_2020 for AFE79XX chips</title><link>https://e2e.ti.com/thread/1645040?ContentTypeID=0</link><pubDate>Tue, 12 May 2026 13:43:49 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:10b6e3d4-2ef9-41c3-ade7-9001c9a14caf</guid><dc:creator>Danilo A.</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1645040?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/rf-microwave-group/rf-microwave/f/rf-microwave-forum/1645040/afe7920-new-version-of-sbau337_13th_may_2020-for-afe79xx-chips/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/AFE7920" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;AFE7920&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hi Team,&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Posting on behalf of our customer.&lt;/p&gt;
&lt;p&gt;I need support with chip documentation. I was wondering if there is a new version SBAU337_13th_May_2020 for AFE79XX chips. The one provided in the secure resources seems to be outdate and does not match the provided library macro opcodes.&lt;/p&gt;
&lt;p&gt;I&amp;#39;am using CAFE79XX_V2p5 library source code and it contains macro interface operation codes which are not documented in the SBAU337_13th_May_2020. Additionally, the documentation says that it is a draft. So i was wondering if there may be a new version of the documentation.&lt;/p&gt;
&lt;p&gt;Regards,&lt;/p&gt;
&lt;p&gt;Danilo&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>AFE7950: AFE7950 RF Output</title><link>https://e2e.ti.com/thread/1645010?ContentTypeID=0</link><pubDate>Tue, 12 May 2026 12:38:25 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:7c3903a6-3c00-4ca0-ac3e-7d00c3ea66d4</guid><dc:creator>Garima Dubey</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1645010?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/rf-microwave-group/rf-microwave/f/rf-microwave-forum/1645010/afe7950-afe7950-rf-output/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/AFE7950" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;AFE7950&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hi TI Team,&amp;nbsp;&lt;/p&gt;
&lt;p&gt;What are the recommended settings for AFE configuration in lattice script to ensure maximum receive power and maximum transmit power at 9.5GHz channel.&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>AFE7950EVM: AFE7950EVM+ZCU102 SPI Configuration</title><link>https://e2e.ti.com/thread/1644619?ContentTypeID=0</link><pubDate>Mon, 11 May 2026 15:42:08 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:f0548926-ac5d-42a4-95ba-454fdc2706a1</guid><dc:creator>Paolo Artieri</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1644619?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/rf-microwave-group/rf-microwave/f/rf-microwave-forum/1644619/afe7950evm-afe7950evm-zcu102-spi-configuration/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/tool/AFE7950EVM" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;AFE7950EVM&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hi All&lt;/p&gt;
&lt;p&gt;I have the AFE7950EVM board connected to a ZCU102.&lt;br&gt;Until now I used the LatteGUI tool to configure LMK and AFE via SPI peripheral.&lt;br&gt;I see the SBAU412A bringup guide to configure LMK and AFE via SPI from FMC ZCU102 connector.&lt;br&gt;I did the following modification inside the picture:&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/220/Modification_5F00_Board.jpg" alt="Modification_Board.jpg" data-temp-id="Modification_Board.jpg-362112"&gt;&lt;/p&gt;
&lt;p&gt;I use the Vivado bd for SPI controller and adds the 5 SPI pins only:&lt;br&gt;&amp;nbsp;- clock, datai, datao, sen0, sen1&lt;/p&gt;
&lt;p&gt;I generate the Vitis project and see that SPI works fine, LMK was configured and D3 led is on, AFE was configured and see sync TX/RX high on ILA inside HardwareManager of Vivado.&lt;br&gt;There is a problem:&lt;br&gt;&amp;nbsp;- no RF signal can see at the output with spectrum analyzer for TX, no RX signal also&lt;br&gt;&amp;nbsp;- power current of the AFE is less then one half&lt;br&gt;Usually its about 2.5A with 6Volt when configure with LatteGUI.&lt;br&gt;In this case where a configure with FMC SPI power corrent is about 1A, but I dont understand why.&lt;/p&gt;
&lt;p&gt;Every spi register file were geerate with LatteGUI for Vitis application:&lt;br&gt;&amp;nbsp; &amp;nbsp;logDumpInst.setFileName(ASTERIX_DIR+DEVICES_DIR+r&amp;quot;\Afe79xxPg1.txt&amp;quot;)&lt;br&gt;&amp;nbsp; &amp;nbsp;logDumpInst.logFormat = 0x21 #0x00&lt;br&gt;&amp;nbsp; &amp;nbsp;logDumpInst.rewriteFile = 1&lt;br&gt;&amp;nbsp; &amp;nbsp;logDumpInst.rewriteFileFormat4 = 1&lt;br&gt;&amp;nbsp; &amp;nbsp;device.optimizeWrites = 0&lt;br&gt;&amp;nbsp; &amp;nbsp;device.rawWriteLogEn = 1&lt;br&gt;&amp;nbsp; &amp;nbsp;lmklogDumpInst = mLogDump.logDump(ASTERIX_DIR+DEVICES_DIR+r&amp;quot;\Afe79xxPg1_LMK.txt&amp;quot;)&lt;br&gt;&amp;nbsp; &amp;nbsp;lmklogDumpInst.logFormat = 0x1&lt;br&gt;&amp;nbsp; &amp;nbsp;lmk.logClassInst &amp;nbsp; &amp;nbsp;= lmklogDumpInst&lt;br&gt;&amp;nbsp; &amp;nbsp;lmk.rawWriteLogEn = 1&lt;/p&gt;
&lt;p&gt;What is the reason about this problem?&lt;/p&gt;
&lt;p&gt;Thanks&lt;/p&gt;
&lt;p&gt;&lt;br&gt;&lt;br&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>AFE7903: Access to full datasheet - resolved</title><link>https://e2e.ti.com/thread/1644455?ContentTypeID=0</link><pubDate>Mon, 11 May 2026 10:34:57 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:53e46139-6bbf-43d5-a7ce-ad20edb33cba</guid><dc:creator>M Parsons</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1644455?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/rf-microwave-group/rf-microwave/f/rf-microwave-forum/1644455/afe7903-access-to-full-datasheet---resolved/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/AFE7903" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;AFE7903&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;
&lt;p&gt;Hi, on the 06/05/26 I requested full access to the AFE79XX-WI-DESIGN&amp;nbsp; and AFE79XX-HSC-DESIGN datasheets. The WI version was approved the next day, but I am still waiting for approval for the AFE79XX-HSC-DESIGN.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;I was hoping to check that the AFE79XX-HSC-DESIGN request hadn&amp;#39;t accidentally been missed?&amp;nbsp;&lt;/p&gt;
&lt;p&gt;The datasheet has now been released and my issue has been resolved. Thank you.&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>AFE8030: Transmitter, receiver RF impedance</title><link>https://e2e.ti.com/thread/1644427?ContentTypeID=0</link><pubDate>Mon, 11 May 2026 09:40:25 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:4d54ddc6-9f60-481f-8b03-ba720d6f82c9</guid><dc:creator>Gabor Negyesi</dc:creator><slash:comments>2</slash:comments><comments>https://e2e.ti.com/thread/1644427?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/rf-microwave-group/rf-microwave/f/rf-microwave-forum/1644427/afe8030-transmitter-receiver-rf-impedance/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/AFE8030" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;AFE8030&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;I intend to use the AFE8030 octal transceiver. The RF ports impedance is not given in the datasheet. Only that it has -12dB return loss with matching. There are some examples for 700MHz and 1800MHz, but I want to use it at different IF frequency, the reciever at 4GHz IF and the transmitter at 4.8GHz IF. Do you have suggested matching network for these IF frequencies? Or do you have S-parameter file for the full frequency range so that we could design a custom matching?&lt;/p&gt;
&lt;p&gt;Thank you for your help.&lt;/p&gt;
&lt;p&gt;Gabor Negyesi&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>AFE7950EVM: Downloading TI-JESD204-IP</title><link>https://e2e.ti.com/thread/1644238?ContentTypeID=0</link><pubDate>Mon, 11 May 2026 04:17:35 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:6c23eb6b-a572-4851-9843-10909b5008bb</guid><dc:creator>Jack Christman</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1644238?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/rf-microwave-group/rf-microwave/f/rf-microwave-forum/1644238/afe7950evm-downloading-ti-jesd204-ip/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/tool/AFE7950EVM" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;AFE7950EVM&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt; &lt;a href="https://www.ti.com/tool/TI-JESD204-IP" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;TI-JESD204-IP&lt;/a&gt;,&lt;/p&gt;&lt;p&gt;Hello,&lt;/p&gt;
&lt;p&gt;I am working on a development project with the AFE7950EVM and a ZCU102. We are a US based company working on an SDR application that will utilize the main chips from the above eval kits. We had attempted to download the TI-JESD204-IP Firmware, but access was denied and we were pointed to contacting support. May we get clarification on why the denial occurred? We are hoping to clear up any concerns that resulted in the denial.&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>AFE7728D: Bypass RFLO after DAC of AFE7728D</title><link>https://e2e.ti.com/thread/1644219?ContentTypeID=0</link><pubDate>Mon, 11 May 2026 03:01:49 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:d2bfebd1-6844-4df5-a7f3-b477c9925f53</guid><dc:creator>Tiến Đức</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1644219?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/rf-microwave-group/rf-microwave/f/rf-microwave-forum/1644219/afe7728d-bypass-rflo-after-dac-of-afe7728d/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/AFE7728D" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;AFE7728D&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hi everyone, &lt;br&gt;&lt;br&gt;Now i&amp;#39;m working with AFE7728D but i want only use the data directly after DAC, is possible to turn off or bypass the RRLO after DAC ?&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/220/4863.image.png" alt="image.png" width="661" height="161" data-temp-id="image.png-138452"&gt;&lt;/p&gt;
&lt;p&gt;Thank you very much./.&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>AFE7920EVM: How to modify the configuration file of Latte to change the original 491Mhz sampling configuration to 983Mhz sampling and the bandwidth to 450Mhz?</title><link>https://e2e.ti.com/thread/1644208?ContentTypeID=0</link><pubDate>Mon, 11 May 2026 02:33:29 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:a14e26c6-ea57-417a-bd6e-1fafff23c1fc</guid><dc:creator>Yamada Taro</dc:creator><slash:comments>4</slash:comments><comments>https://e2e.ti.com/thread/1644208?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/rf-microwave-group/rf-microwave/f/rf-microwave-forum/1644208/afe7920evm-how-to-modify-the-configuration-file-of-latte-to-change-the-original-491mhz-sampling-configuration-to-983mhz-sampling-and-the-bandwidth-to-450mhz/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/tool/AFE7920EVM" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;AFE7920EVM&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt; &lt;a href="https://www.ti.com/product/AFE7920" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;AFE7920&lt;/a&gt;&lt;/p&gt;&lt;p&gt;Thanks to TI&amp;#39;s last provision of configuration files of Latte last time. I have successfully run the environment with a sampling rate of 491.52Mhz before. But what modifications do I need to make to the configuration file and the JESD IP TI provided last time if I want to run in an environment with 983.04Mhz and 450M bandwidth?&lt;br&gt;I am using AFE7920 and ZCU102.&lt;br&gt;Taro&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>AFE8192: AFE8192 design document</title><link>https://e2e.ti.com/thread/1643692?ContentTypeID=0</link><pubDate>Fri, 08 May 2026 01:05:13 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:2bd858f3-7fd0-49b3-88cf-9106400c99c4</guid><dc:creator>Eddie Liao</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1643692?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/rf-microwave-group/rf-microwave/f/rf-microwave-forum/1643692/afe8192-afe8192-design-document/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/AFE8192" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;AFE8192&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hi Sir&lt;/p&gt;
&lt;p&gt;Do you have full design document of AFE8192? Could you provide it to me, please?&lt;/p&gt;
&lt;p&gt;Best regards,&lt;/p&gt;
&lt;p&gt;Eddie&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>AFE7900: TI IP supported in newer versions of Vivado</title><link>https://e2e.ti.com/thread/1643354?ContentTypeID=0</link><pubDate>Thu, 07 May 2026 08:24:55 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:402a3635-d5a0-4235-b91e-91d9e2c0f476</guid><dc:creator>SM</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1643354?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/rf-microwave-group/rf-microwave/f/rf-microwave-forum/1643354/afe7900-ti-ip-supported-in-newer-versions-of-vivado/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/AFE7900" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;AFE7900&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hello,&lt;/p&gt;
&lt;p&gt;&amp;nbsp; &amp;nbsp; We are seeing the following error:&lt;/p&gt;
&lt;p&gt;TI_204c_IP_xilinx.svp cannot decrypt IEEE-1735 envelope:&lt;br&gt;When upgrading a 2020.1 project to 2024.1 we are getting the following error:&lt;br&gt;[#UNDEF] Cannot decrypt IEEE-1735 envelope: key value doesn&amp;#39;t match key name &amp;quot;xilinxt_2017_05&amp;quot; (perhaps the public key was incorrect at encryption time).&lt;/p&gt;
&lt;p&gt;Thank you for your time,&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>AFE7950: AFE7950 ZCU102 Contractor</title><link>https://e2e.ti.com/thread/1643144?ContentTypeID=0</link><pubDate>Wed, 06 May 2026 15:34:29 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:ee1d8312-1001-4975-b0d6-b035fc37de28</guid><dc:creator>JT Miller</dc:creator><slash:comments>3</slash:comments><comments>https://e2e.ti.com/thread/1643144?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/rf-microwave-group/rf-microwave/f/rf-microwave-forum/1643144/afe7950-afe7950-zcu102-contractor/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/AFE7950" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;AFE7950&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;We are interested in migrating a TI-supplied AFE7950EVM reference design to a custom ZCU102 design. This would involve replacing the Microblaze with the A53 and refining the 80k SPI register writes with only the necessary writes.&lt;/p&gt;
&lt;p&gt;Does TI have any list of contractors which could support this work?&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>LMX2695SEPEVM: Is there a datasheet available for the LMX2624 &amp; LMX2695-SEP</title><link>https://e2e.ti.com/thread/1643093?ContentTypeID=0</link><pubDate>Wed, 06 May 2026 13:54:08 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:9ea2e02b-f9d0-4f02-979b-e83441ceec4d</guid><dc:creator>ken mason</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1643093?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/rf-microwave-group/rf-microwave/f/rf-microwave-forum/1643093/lmx2695sepevm-is-there-a-datasheet-available-for-the-lmx2624-lmx2695-sep/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/tool/LMX2695SEPEVM" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;LMX2695SEPEVM&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt; &lt;a href="https://www.ti.com/product/LMX2624-SP" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;LMX2624-SP&lt;/a&gt;, &lt;a href="https://www.ti.com/product/LMX2695-SEP" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;LMX2695-SEP&lt;/a&gt;, &lt;a href="https://www.ti.com/product/LMX2595" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;LMX2595&lt;/a&gt;&lt;/p&gt;&lt;p&gt;In the 2026 TI Space Products Guide there is mention of the LMX2624-SP &amp;amp; LMX2695-SEP (page 16).&lt;/p&gt;
&lt;p&gt;I can find the LMX2624-SP datasheet but not the LMX2695-SEP, what is the difference?&lt;/p&gt;
&lt;p&gt;How does the LMX2695-SEP differ from the LMX2595, is there any radiation data on the LMX2595?&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>AFE7950EVM: Unable to program AFE</title><link>https://e2e.ti.com/thread/1642852?ContentTypeID=0</link><pubDate>Wed, 06 May 2026 05:40:44 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:806b3fe5-5e90-441b-92fa-34ca8ab86613</guid><dc:creator>Varshini Narayana</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1642852?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/rf-microwave-group/rf-microwave/f/rf-microwave-forum/1642852/afe7950evm-unable-to-program-afe/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/tool/AFE7950EVM" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;AFE7950EVM&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt; &lt;a href="https://www.ti.com/product/AFE7900" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;AFE7900&lt;/a&gt;, &lt;a href="https://www.ti.com/product/LMK04828" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;LMK04828&lt;/a&gt;&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;I have pasted LMKProgram.py program. My issue will be written in next point.(Note:&amp;nbsp; LMK is getting programmed and I am getting qpll acknowledgement)&amp;nbsp;&lt;/li&gt;
&lt;li&gt;I am trying to program Afe but i am getting follwoing errors (AFE is not getting programmed)&lt;br&gt;
&lt;p&gt;#======&lt;/p&gt;
&lt;p&gt;#Executing .. AFE7900/NDET_7900/program_AFE.py&lt;/p&gt;
&lt;p&gt;#Start Time 2026-05-06 10:43:04.027000&lt;/p&gt;
&lt;p&gt;The External Sysref Frequency should be an integer factor of: 3.84MHz&lt;/p&gt;
&lt;p&gt;2T2R1F Number: 0&lt;/p&gt;
&lt;p&gt;Valid Configuration: True&lt;/p&gt;
&lt;p&gt;laneRateRx: 9830.4&lt;/p&gt;
&lt;p&gt;laneRateFb: 9830.4&lt;/p&gt;
&lt;p&gt;laneRateTx: 9830.4&lt;/p&gt;
&lt;p&gt;2T2R1F Number: 1&lt;/p&gt;
&lt;p&gt;Valid Configuration: True&lt;/p&gt;
&lt;p&gt;laneRateRx: 9830.4&lt;/p&gt;
&lt;p&gt;laneRateFb: 9830.4&lt;/p&gt;
&lt;p&gt;laneRateTx: 9830.4&lt;/p&gt;
&lt;p&gt;LMK and FPGA Configured.&lt;/p&gt;
&lt;p&gt;DONOT_OPEN_Atharv_FULL - Device registers reset.&lt;/p&gt;
&lt;p&gt;chipType: 0xa&lt;/p&gt;
&lt;p&gt;chipId: 0x78&lt;/p&gt;
&lt;p&gt;chipVersion: 0x11&lt;/p&gt;
&lt;p&gt;AFE Reset Done&lt;/p&gt;
&lt;p&gt;Fuse farm load autoload done successful&lt;/p&gt;
&lt;p&gt;No autload error&lt;/p&gt;
&lt;p&gt;Fuse farm load autoload done successful&lt;/p&gt;
&lt;p&gt;No autload error&lt;/p&gt;
&lt;p&gt;AFE MCU Wake up done and patch loaded.&lt;/p&gt;
&lt;p&gt;PLL Locked&lt;/p&gt;
&lt;p&gt;AFE PLL Configured.&lt;/p&gt;
&lt;p&gt;AFE SerDes Configured.&lt;/p&gt;
&lt;p&gt;AFE Digital Chains configured.&lt;/p&gt;
&lt;p&gt;AFE TX Analog configured.&lt;/p&gt;
&lt;p&gt;AFE RX Analog configured.&lt;/p&gt;
&lt;p&gt;AFE FB Analog configured.&lt;/p&gt;
&lt;p&gt;AFE JESD configured.&lt;/p&gt;
&lt;p&gt;AFE AGC configured.&lt;/p&gt;
&lt;p&gt;AFE GPIO configured.&lt;/p&gt;
&lt;p&gt;Sysref Read as expected&lt;/p&gt;
&lt;p&gt;###########Device DAC JESD-RX 0 Link Status###########&lt;/p&gt;
&lt;p&gt;Comma Align Lock Lane0: False; Please check if the transmitter is sending data and eye is good.&lt;/p&gt;
&lt;p&gt;Comma Align Lock Lane1: False; Please check if the transmitter is sending data and eye is good.&lt;/p&gt;
&lt;p&gt;Comma Align Lock Lane2: False; Please check if the transmitter is sending data and eye is good.&lt;/p&gt;
&lt;p&gt;Comma Align Lock Lane3: False; Please check if the transmitter is sending data and eye is good.&lt;/p&gt;
&lt;p&gt;CS State TX0: 0b00000000 . It is expected to be 0b10101010&lt;/p&gt;
&lt;p&gt;FS State TX0: 0b00000000 . It is expected to be 0b01010101&lt;/p&gt;
&lt;p&gt;Couldn&amp;#39;t get the link up for device RX: 0; Alarms: 0x0&lt;/p&gt;
&lt;p&gt;###################################&lt;/p&gt;
&lt;p&gt;###########Device DAC JESD-RX 1 Link Status###########&lt;/p&gt;
&lt;p&gt;Comma Align Lock Lane0: False; Please check if the transmitter is sending data and eye is good.&lt;/p&gt;
&lt;p&gt;Comma Align Lock Lane1: False; Please check if the transmitter is sending data and eye is good.&lt;/p&gt;
&lt;p&gt;Comma Align Lock Lane2: False; Please check if the transmitter is sending data and eye is good.&lt;/p&gt;
&lt;p&gt;Comma Align Lock Lane3: False; Please check if the transmitter is sending data and eye is good.&lt;/p&gt;
&lt;p&gt;CS State TX0: 0b00000000 . It is expected to be 0b10101010&lt;/p&gt;
&lt;p&gt;FS State TX0: 0b00000000 . It is expected to be 0b01010101&lt;/p&gt;
&lt;p&gt;Couldn&amp;#39;t get the link up for device RX: 1; Alarms: 0x0&lt;/p&gt;
&lt;p&gt;###################################&lt;/p&gt;
&lt;p&gt;AFE Configuration Complete&lt;/p&gt;
&lt;p&gt;#Done executing .. AFE7900/NDET_7900/program_AFE.py&lt;/p&gt;
&lt;p&gt;#End Time 2026-05-06 10:44:53.156000&lt;/p&gt;
&lt;p&gt;#Execution Time = 109.128999949 s&lt;/p&gt;
&lt;p&gt;#================ ERRORS:10, WARNINGS:0 ================#&lt;br&gt;&lt;br&gt;#================ LMK Program &amp;nbsp;================#&lt;/p&gt;
&lt;p&gt;&amp;#39;&amp;#39;&amp;#39;&lt;br&gt;Validation : &amp;nbsp;AFE79xx Library Version&amp;nbsp;&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; v1.67, v1.74&lt;br&gt;Case &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;RX &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;TX &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; FB &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;CLK &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;Notes&lt;br&gt;---- &amp;nbsp; &amp;nbsp;----------------- &amp;nbsp; &amp;nbsp; &amp;nbsp;----------------- &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;----------------- &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;----------- &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;------------&lt;br&gt;1 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;245.76Msps, 24410 &amp;nbsp; &amp;nbsp; 491.52Msps, 44210 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;491.52Msps, 22210 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;FADC=2949.12M &amp;nbsp; &amp;nbsp; &amp;nbsp; DAC in interleaved mode&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; SerDes=9830.4Mbps &amp;nbsp; &amp;nbsp; SerDes=9830.4Mbps &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;SerDes=9830.4Mbps &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;FDAC=8847.36M&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; PLL0, NCO=3500M &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;PLL0, NCO=3500M &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;NCO=3500M &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; REF=491.52M&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;br&gt;2 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;245.76Msps, 24410 &amp;nbsp; &amp;nbsp; 491.52Msps, 44210 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;491.52Msps, 22210 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;FADC=2949.12M &amp;nbsp; &amp;nbsp; &amp;nbsp; DAC in straight mode&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; SerDes=9830.4Mbps &amp;nbsp; &amp;nbsp; SerDes=9830.4Mbps &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;SerDes=9830.4Mbps &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;FDAC=8847.36M&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; PLL0, NCO=3500M &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;PLL0, NCO=3500M &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;NCO=3500M &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; REF=491.52M&lt;br&gt;&amp;#39;&amp;#39;&amp;#39;&lt;br&gt;setupParams.skipFpga &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; = 1&lt;br&gt;sysParams &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= &amp;nbsp; &amp;nbsp;AFE.systemParams&lt;br&gt;setupParams.fpgaRefClk &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; = 245.76#184.32#&lt;br&gt;AFE.systemStatus.loadTrims &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= 1&lt;/p&gt;
&lt;p&gt;sysParams.fbEnable &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; = [False]*2&lt;br&gt;sysParams.externalClockTx &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= False&lt;br&gt;sysParams.externalClockRx &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= False&lt;br&gt;sysParams.FRef &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= 491.52&lt;br&gt;sysParams.FadcRx &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= 2949.12&lt;br&gt;sysParams.FadcFb &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= 2949.12&lt;br&gt;sysParams.Fdac &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= 2949.12*4&lt;/p&gt;
&lt;p&gt;sysParams.enableDacInterleavedMode &amp;nbsp; &amp;nbsp;= False &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; #DAC interleave mode to save power consumption. Fs/2 - Fin spur occurs&lt;/p&gt;
&lt;p&gt;sysParams.modeTdd &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; = 0 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; # 0- Single TDD Pin for all Channels&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; # 1- Separate Control for 2T/2R/1F&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; # 2- Separate Control for 1T/1R/1F &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/p&gt;
&lt;p&gt;sysParams.RRFMode &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; = 0 &amp;nbsp; #4T4R2F FDD mode&lt;br&gt;sysParams.jesdSystemMode &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= [3,3]&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; #SystemMode 0: &amp;nbsp; &amp;nbsp;2R1F-FDD &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;; rx1-rx2-fb-fb&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; #SystemMode 1: &amp;nbsp; &amp;nbsp;1R1F-FDD &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;; rx1-rx1-fb-fb&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; #SystemMode 2: &amp;nbsp; &amp;nbsp;2R-FDD &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;; rx1-rx1-rx2-rx2&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; #SystemMode 3: &amp;nbsp; &amp;nbsp;1R &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;; rx1-rx1-rx1-rx1&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; #SystemMode 4: &amp;nbsp; &amp;nbsp;1F &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;; fb-fb-fb-fb&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; #SystemMode 5: &amp;nbsp; &amp;nbsp;1R1F-TDD &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;; rx1/fb-rx1/fb-rx1/fb-rx1/fb&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; #SystemMode 8: &amp;nbsp; &amp;nbsp;1R1F-TDD 1R-FDD &amp;nbsp; &amp;nbsp;(FB-2Lanes)(RX1 RX2 interchanged) &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;; rx2/fb-rx2/fb-rx1-rx1&lt;/p&gt;
&lt;p&gt;&lt;br&gt;sysParams.jesdLoopbackEn &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= 0 #Make it 1 to Enable the JESDTX to JESDRX internal loopback&lt;br&gt;sysParams.LMFSHdRx &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= ["44210","44210","44210","44210"] &amp;nbsp; &amp;nbsp;&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; # The 2nd and 4th are valid only for jesdSystemMode values in (2,6,7,8). For other modes, select 4 converter modes for 1st and 3rd.&lt;br&gt;sysParams.LMFSHdFb &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= ["22210","22210"]&lt;br&gt;sysParams.LMFSHdTx &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= ["44210","44210","44210","44210"]&lt;br&gt;sysParams.jesdTxProtocol &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= [0,0]&lt;br&gt;sysParams.jesdRxProtocol &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= [0,0]&lt;br&gt;sysParams.serdesFirmware &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= True &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; # If you want to lead any firmware, please speify the path here. Otherwise it will not write any firmware&lt;br&gt;sysParams.jesdTxLaneMux &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= [0,1,2,3,4,5,6,7] &amp;nbsp; &amp;nbsp;&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; # Enter which lanes you want in each location.&amp;nbsp;&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; # Note that across 2T Mux is not possible in 0.5.&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; # For example, if you want to exchange the first two lines of each 2T, this should be [[1,0,2,3],[5,4,6,7]]&lt;br&gt;sysParams.serdesTxLanePolarity &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= [True, True, False, False, True, True, False, False]&lt;br&gt;sysParams.jesdRxLaneMux &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= &amp;nbsp;[0,1,2,3,4,5,7,6] &amp;nbsp; &amp;nbsp;#[0,1,2,3,4,5,7,6]&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; # Enter which lanes you want in each location.&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; # Note that across 2R Mux is not possible in 0.5.&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; # For example, if you want to exchange the first two lines of each 2R, this should be [[1,0,2,3],[5,4,6,7]]&lt;br&gt;sysParams.serdesRxLanePolarity &amp;nbsp; &amp;nbsp;= [True, True, True, True, False, False, False, False]&lt;br&gt;sysParams.jesdRxRbd &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= [4, 4]&lt;/p&gt;
&lt;p&gt;sysParams.rxJesdTxScr &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= [False]*4&lt;br&gt;sysParams.fbJesdTxScr &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= [False]*2&lt;br&gt;sysParams.jesdRxScr &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= [False]*4&lt;/p&gt;
&lt;p&gt;sysParams.rxJesdTxK &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= [32]*4&lt;br&gt;sysParams.fbJesdTxK &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= [32]*2&lt;br&gt;sysParams.jesdRxK &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= [16]*4&lt;/p&gt;
&lt;p&gt;sysParams.ncoFreqMode &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; = &amp;quot;FCW&amp;quot;&lt;/p&gt;
&lt;p&gt;sysParams.txNco0 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= &amp;nbsp; &amp;nbsp; [[3800,1800], &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;#Band0, Band1 for TxA for NCO0&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; [1000,1800], &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;#Band0, Band1 for TxB for NCO0&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; [3800,1800], &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;#Band0, Band1 for TxC for NCO0&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; [1800,1800]] &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;#Band0, Band1 for TxD for NCO0&lt;/p&gt;
&lt;p&gt;sysParams.rxNco0 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= &amp;nbsp; &amp;nbsp; [[3800,1800], &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;#Band0, Band1 for RxA for NCO0&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; [1000,1800], &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;#Band0, Band1 for RxB for NCO0&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; [3800,1800], &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;#Band0, Band1 for RxC foQr NCO0&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; [1800,1800]] &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;#Band0, Band1 for RxD for NCO0&lt;/p&gt;
&lt;p&gt;sysParams.fbNco0 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= &amp;nbsp; &amp;nbsp; [1800,1800] &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;#FBA, FBC for NCO0&lt;br&gt;sysParams.fbNco1 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= &amp;nbsp; &amp;nbsp; [1800,1800] &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;#FBA, FBC for NCO1&lt;br&gt;sysParams.fbNco2 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= &amp;nbsp; &amp;nbsp; [1800,1800] &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;#FBA, FBC for NCO2&lt;br&gt;sysParams.fbNco3 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= &amp;nbsp; &amp;nbsp; [1800,1800] &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;#FBA, FBC for NCO3&lt;/p&gt;
&lt;p&gt;sysParams.numBandsRx &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= [0]*4 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;# 0 for single, 1 for dual&lt;br&gt;sysParams.numBandsFb &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= [0,0] &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;br&gt;sysParams.numBandsTx &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= [0,0,0,0]&lt;/p&gt;
&lt;p&gt;sysParams.ddcFactorRx &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; = [6]*4 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;# DDC decimation factor for RX A, B, C and D&lt;br&gt;sysParams.ddcFactorFb &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; = [6]*4&lt;br&gt;sysParams.ducFactorTx &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; = [24]*4&lt;/p&gt;
&lt;p&gt;&lt;br&gt;## The following parameters sets up the LMK04828 clocking schemes&lt;br&gt;lmkParams.pllEn &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= &amp;nbsp; True#False#False&lt;br&gt;lmkParams.inputClk &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= &amp;nbsp; &amp;nbsp;1474.56#737.28&lt;br&gt;lmkParams.sysrefFreq &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= &amp;nbsp; &amp;nbsp;2949.12/1024&lt;br&gt;lmkParams.lmkFrefClk &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= &amp;nbsp; &amp;nbsp;True&lt;/p&gt;
&lt;p&gt;## The following parameters sets up the register and macro dumps&lt;br&gt;logDumpInst.setFileName(ASTERIX_DIR+DEVICES_DIR+r&amp;quot;\Afe79xxPg1.txt&amp;quot;)&lt;br&gt;#lmklogDumpInst = mLogDump.logDump(ASTERIX_DIR+DEVICES_DIR+r&amp;quot;\Afe79xxpg1.txt&amp;quot;)&lt;br&gt;logDumpInst.logFormat &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= 0x21&lt;br&gt;#logDumpInst.logFormat &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= 0x0f&lt;br&gt;logDumpInst.rewriteFile &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= 1&lt;br&gt;lmk.logClassInst &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;=logDumpInst&lt;br&gt;logDumpInst.rewriteFileFormat4 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= 1&lt;br&gt;device.optimizeWrites &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= 0&lt;br&gt;device.rawWriteLogEn &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= 1&amp;nbsp;&lt;br&gt;lmk.rawWriteLogEn &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= 1&lt;/p&gt;
&lt;p&gt;## The following parameters sets up the SYNCIN and SYNCOUT to interface with the TSW14J57&lt;br&gt;sysParams.jesdABLvdsSync &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= 0&lt;br&gt;sysParams.jesdCDLvdsSync &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= 0&lt;br&gt;sysParams.rxJesdTxSyncMux &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= [0,0,0,0]&lt;br&gt;sysParams.fbJesdTxSyncMux &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= [0,0]&lt;br&gt;sysParams.jesdRxSyncMux &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= [0,0,0,0] &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;#[0,0,1,1]&lt;br&gt;sysParams.syncLoopBack &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;= True&lt;/p&gt;
&lt;p&gt;&lt;br&gt;sysParams.defaultRxDsa =[0,0,0,0]&lt;br&gt;sysParams.defaultFbDsa = [0,0]&lt;br&gt;sysParams.defaultTxDsa =[0,0,0,0]&lt;/p&gt;
&lt;p&gt;&lt;br&gt;# ## The following parameters sets up the AGC&lt;br&gt;# sysParams.agcParams[0].agcMode = 1 ##internal AGC&lt;br&gt;# sysParams.agcParams[0].gpioRstEnable = 0 ##disable GPIO based reset to AGC detector&amp;nbsp;&lt;br&gt;# sysParams.agcParams[0].atken = [0, 1, 0] ##enable big and small step attack&lt;br&gt;# sysParams.agcParams[0].decayen = [0,1,0] ##enable big and small step decay&lt;br&gt;# sysParams.agcParams[0].atksize = [2,1,0] ## bigs step = 2dB, small step = 1dB&lt;br&gt;# sysParams.agcParams[0].decaysize = [2,1,0] ##big step = 2dB, small step = 1dB&lt;br&gt;# sysParams.agcParams[0].atkthreshold = [-1, -2, -14] ##attack threshold&lt;br&gt;# sysParams.agcParams[0].decaythreshold = [-14, -6, -20] ##decay threshold&lt;br&gt;# sysParams.agcParams[0].atkwinlength = [170, 170] ## detector time constant expressed inn absolute time in ns.&amp;nbsp;&lt;br&gt;# sysParams.agcParams[0].decaywinlength = 87380 ##detector time constant expressed in absolute time in ns. All detectors use the same value for decay time constant&lt;br&gt;# sysParams.agcParams[0].atkNumHitsAbs = [8,8] ##absolute number of times signal crosses threshold. These crossing are with respect to the FADC/8 clock&lt;br&gt;# sysParams.agcParams[0].decayNumHitsAbs = [100,100] ##absolute number of times signal crosses threshold. These crossing are with respect to the FADC/8 clock&lt;br&gt;# sysParams.agcParams[0].minDsaAttn = 0 ##minimum DSA attenuation used by AGC&lt;br&gt;# sysParams.agcParams[0].maxDsaAttn = 22 ##maximum DSA attenuation used by AGC&lt;br&gt;# sysParams.agcParams[0].totalGainRange = 22 ##total gain range used by ALC for gain compensation&lt;br&gt;# sysParams.agcParams[0].minAttnAlc = 0 ##minimum attenuation used by ALC for compensation when useMinAttnAgc = 0&lt;br&gt;# sysParams.agcParams[0].useMinAttnAgc = 1 ##enable ALC to use minimum attenuation from AGC for which compensation is required.&lt;br&gt;# sysParams.agcParams[0].alcEn = 1&lt;br&gt;# sysParams.agcParams[0].alcMode = 0 ##floating point DGC&lt;br&gt;# sysParams.agcParams[0].fltPtMode = 0 ##if exponent &amp;gt; 0, dont send MSB&lt;br&gt;# sysParams.agcParams[0].fltPtFmt = 1 ##3 bit exponent&lt;/p&gt;
&lt;p&gt;&lt;br&gt;## The following parameters sets up the GPIOs&lt;br&gt;sysParams.gpioMapping={&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;#39;H8&amp;#39;: &amp;#39;ADC_SYNC0&amp;#39;,&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;#39;H7&amp;#39;: &amp;#39;DAC_SYNC0&amp;#39;,&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;#39;N8&amp;#39;: &amp;#39;ADC_SYNC2&amp;#39;,&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;#39;N7&amp;#39;: &amp;#39;ADC_SYNC3&amp;#39;,&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;#39;H9&amp;#39;: &amp;#39;ADC_SYNC1&amp;#39;,&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;#39;G9&amp;#39;: &amp;#39;DAC_SYNC1&amp;#39;,&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;#39;N9&amp;#39;: &amp;#39;DAC_SYNC2&amp;#39;,&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;#39;P9&amp;#39;: &amp;#39;DAC_SYNC3&amp;#39;,&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;#39;P14&amp;#39;: &amp;#39;GLOBAL_PDN&amp;#39;,&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;#39;K14&amp;#39;: &amp;#39;FBABTDD&amp;#39;,&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;#39;R6&amp;#39;: &amp;#39;FBCDTDD&amp;#39;,&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;#39;H15&amp;#39;: ['TXATDD','TXBTDD'],&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;#39;V5&amp;#39;: ['TXCTDD','TXDTDD'],&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;#39;E7&amp;#39;: ['RXATDD','RXBTDD'],&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;#39;R15&amp;#39;: ['RXCTDD','RXDTDD']}&lt;br&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;br&gt;#AFE.systemParams.papParams[0]['enable'] = True&lt;br&gt;#AFE.systemParams.papParams[1]['enable'] = True&lt;br&gt;#AFE.systemParams.papParams[2]['enable'] = True&lt;br&gt;#AFE.systemParams.papParams[3]['enable'] = True&lt;br&gt;setupParams.skipLmk &amp;nbsp; &amp;nbsp;= &amp;nbsp; &amp;nbsp;False&lt;/p&gt;
&lt;p&gt;AFE.initializeConfig()&lt;br&gt;lmkParams.sysrefFreq = AFE.systemStatus.sysrefFreq&lt;br&gt;lmkParams.lmkPulseSysrefMode = False&lt;br&gt;AFE.LMK.lmkConfig()&lt;br&gt;&lt;br&gt;&lt;img style="max-height:240px;max-width:320px;" src="https://e2e.ti.com/resized-image/__size/640x480/__key/communityserver-discussions-components-files/220/pastedimage1778047557597v1.png" alt=" "&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;/ol&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>AFE7950: restricted data sheet</title><link>https://e2e.ti.com/thread/1642762?ContentTypeID=0</link><pubDate>Tue, 05 May 2026 20:58:05 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:d15b8299-76c3-4266-9778-2cb7d1e832fb</guid><dc:creator>Lauren Watkins</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1642762?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/rf-microwave-group/rf-microwave/f/rf-microwave-forum/1642762/afe7950-restricted-data-sheet/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/AFE7950" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;AFE7950&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Please send information on the serial interface to the AFE7950 converter and the serial chip - to include layout&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>AFE7950: data sheet (restricted)</title><link>https://e2e.ti.com/thread/1642761?ContentTypeID=0</link><pubDate>Tue, 05 May 2026 20:53:41 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:0ab3b637-4919-4235-b1f6-1b88d5c6efd5</guid><dc:creator>Lauren Watkins</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1642761?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/rf-microwave-group/rf-microwave/f/rf-microwave-forum/1642761/afe7950-data-sheet-restricted/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/AFE7950" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;AFE7950&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;I am looking for information on the serial interface and overflow flag for the AFE7950 A/D. The deveice is designed into a product and we need to make modification to the product&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>AFE7950: TI-JESD204-IP, 3 RX and 2 TX Mapped to One AMD Quad Transceiver</title><link>https://e2e.ti.com/thread/1642720?ContentTypeID=0</link><pubDate>Tue, 05 May 2026 17:27:12 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:351e6f86-d742-4989-a074-5f85a422b902</guid><dc:creator>Scott Geaghan</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1642720?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/rf-microwave-group/rf-microwave/f/rf-microwave-forum/1642720/afe7950-ti-jesd204-ip-3-rx-and-2-tx-mapped-to-one-amd-quad-transceiver/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/AFE7950" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;AFE7950&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hello,&lt;/p&gt;
&lt;p&gt;I&amp;rsquo;m using your TI-JESD204c IP on a Versal VCK190 Evaluation Platform. &amp;nbsp;I have a configuration with 3 RX lanes and 2 TX lanes. &amp;nbsp;All lanes run at a line rate of 24.75 Gb/sec with 64b66b encoding. &amp;nbsp;All lanes use a reference clock of 375 MHz. &amp;nbsp;I need to map the design to a single quad transceiver on the FPGA. &amp;nbsp;This configuration maps to what we believe to be a valid operating mode on the TI AFE7950.&lt;/p&gt;
&lt;p&gt;Everything works in QuestaSim if I use the following configuration:&lt;/p&gt;
&lt;p&gt;1. &amp;nbsp; &amp;nbsp;One instantiation of the TI IP configured for simplex TX with 2 lanes&lt;br&gt;2. &amp;nbsp; &amp;nbsp;One instantiation of the TI IP configured for simplex RX with 3 lanes&lt;br&gt;3. &amp;nbsp; &amp;nbsp;One instantiation of the TI IP configured for simplex RX with 2 lanes (simulation only, connects to #1)&lt;br&gt;4. &amp;nbsp; &amp;nbsp;One instantiation of the TI IP configured for simplex TX with 3 lanes (simulation only, connects to #2)&lt;/p&gt;
&lt;p&gt;#1 and #2 need to synthesize, and #3 and #4 are for simulation only. &amp;nbsp;#1, #2, #3, and #4 are all separate TI IP simplex instantiations that use separate simplex instantiations of the Versal transceiver IP.&lt;/p&gt;
&lt;p&gt;I can build an FPGA with #1 and #2, but Vivado won&amp;rsquo;t let me map #1 and #2 to the same quad transceiver, which is a requirement for my company.&lt;/p&gt;
&lt;p&gt;I created a new Versal transceiver that contains two interfaces. &amp;nbsp;Interface zero is simplex RX with 3 lanes. &amp;nbsp;Interface one is simplex TX with 2 lanes. &amp;nbsp;In other words, I combined #1 and #2 into one Versal transceiver instantiation. &amp;nbsp;Let&amp;rsquo;s call this the duplex instantiation with asymmetrical TX (2 lanes) and RX (3 lanes). &amp;nbsp;It is my understanding that creating one Versal transceiver with one simplex RX interface (3 lanes) and one simplex TX interface (2 lanes), all using the same line rate and reference clock rate, will allow me to map the transceiver to a single quad transceiver on the FPGA. &amp;nbsp;I&amp;rsquo;m still instantiating #3 and #4 for simulation.&lt;/p&gt;
&lt;p&gt;When I simulate the duplex transceiver, the duplex receiver locks on the 3 RX lanes and receives data. &amp;nbsp;However, #3 never locks on the 2 RX lanes.&lt;/p&gt;
&lt;p&gt;Can you please help me get this working? &amp;nbsp;&lt;/p&gt;
&lt;p&gt;One thing that confuses me is that your Verilog header file (jesd_link_params.vh) allows one to define NUMBER_OF_RX_LANES and NUMBER_OF_TX_LANES. &amp;nbsp;I would like NUMBER_OF_RX_LANES to be 3 and NUMBER_OF_TX_LANES to be 2. &amp;nbsp;However, your wrapper module (mgt_64b66b_wrap) only defines NUM_LANES.&lt;/p&gt;
&lt;p&gt;I want to instantiate a Versal transceiver inside mgt_64b66b_wrap() that has (NUMBER_OF_RX_LANES == 3) and (NUMBER_OF_TX_LANES == 2). &amp;nbsp;Can this be done? &amp;nbsp;If not, is there some other way to accomplish what I need to do?&lt;/p&gt;
&lt;p&gt;Regards,&lt;br&gt;Scott Geaghan&lt;br&gt;Assurance Technology Corporation&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>AFE7900: Custom hardware: Minimal FTDI/Latte interface requirements</title><link>https://e2e.ti.com/thread/1642700?ContentTypeID=0</link><pubDate>Tue, 05 May 2026 16:15:58 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:5beb61af-0fe3-4457-8926-3765c2c7d61e</guid><dc:creator>Renan Santos Adriano</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1642700?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/rf-microwave-group/rf-microwave/f/rf-microwave-forum/1642700/afe7900-custom-hardware-minimal-ftdi-latte-interface-requirements/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/AFE7900" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;AFE7900&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hello Experts,&lt;/p&gt;
&lt;p&gt;I am designing custom hardware (Software Defined Radio) using the AFE7900. For the first development phase, I would like to configure the AFE7900 and the LMK clocking device directly from Latte, similar to the AFE7900EVM flow.&lt;/p&gt;
&lt;p&gt;I reviewed the AFE7900EVM schematic and noticed that the onboard FT4232H connects to several interfaces, including AFE SPIA, additional SPI interfaces, UART, CPLD SPI, I2C, and an AFE JTAG connection. I would like to simplify this on my custom board and only keep the interfaces required for Latte-based configuration.&lt;/p&gt;
&lt;p&gt;My current understanding is that Latte mainly needs:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;AFE SPIA&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;LMK SPI&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;AFE reset&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;optionally UART for FPGA/debug purposes&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;I have the following questions:&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;
&lt;p&gt;&lt;strong&gt;CPLD usage on the EVM&lt;/strong&gt;&lt;br&gt;Is the CPLD actually required by Latte during normal AFE7900 and LMK configuration?&lt;br&gt;From my current analysis, it looks like the CPLD on the EVM is not required for the basic Latte configuration flow, but I would like to confirm this.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;&lt;strong&gt;FTDI JTAG connection to the AFE7900&lt;/strong&gt;&lt;br&gt;The EVM routes one FT4232H channel to the AFE JTAG pins.&lt;br&gt;Is this JTAG interface used by Latte when configuring the AFE7900, loading patches, or initializing the device?&lt;br&gt;Or is it only intended for TI internal debug, boundary scan, or factory/test purposes?&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;&lt;strong&gt;FTDI EEPROM contents / identification&lt;/strong&gt;&lt;br&gt;What exactly is programmed into the FTDI EEPROM on the AFE7900EVM (U12)?&lt;br&gt;Does Latte depend on a specific EEPROM configuration, such as product description, serial number, channel mode, or FTDI interface assignment?&lt;br&gt;Can I use a standard FTDI module, for example the FT4232H-56Q MINI MDL, for Latte access if it has the same EEPROM device, or does it need to be programmed with EVM-specific contents?&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;&lt;strong&gt;Minimal interface for custom hardware&lt;/strong&gt;&lt;br&gt;For a custom AFE7900 board that should initially be configurable from Latte, would the following interface be sufficient?&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;FTDI channel for AFE SPIA&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;FTDI channel for LMK SPI&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Reset control for the AFE7900&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;optional UART/debug connection&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;no AFE JTAG&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;no CPLD SPI, assuming no CPLD is used on the custom board&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;Could you please confirm the minimum required FTDI/Latte interface for custom hardware?&lt;/p&gt;
&lt;p&gt;The goal is to keep the custom PCB as simple as possible while still being able to use Latte during early bring-up and development.&lt;/p&gt;
&lt;p&gt;Best regards,&lt;br&gt;Tobias&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>AFE7900EVM: AFE7900EVM: All 4 TX Channels Not Working Simultaneously with JESD204B</title><link>https://e2e.ti.com/thread/1642103?ContentTypeID=0</link><pubDate>Fri, 01 May 2026 11:51:01 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:e5a2cd01-67de-48be-9d9d-91861ae42f79</guid><dc:creator>Ahmad Naveed</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1642103?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/rf-microwave-group/rf-microwave/f/rf-microwave-forum/1642103/afe7900evm-afe7900evm-all-4-tx-channels-not-working-simultaneously-with-jesd204b/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/tool/AFE7900EVM" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;AFE7900EVM&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt;  &lt;a href="https://www.ti.com/product/AFE7950" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;AFE7950&lt;/a&gt;&lt;/p&gt;&lt;p data-end="76" data-start="71"&gt;Hi,&lt;/p&gt;
&lt;p data-end="203" data-start="78"&gt;I want to obtain DAC output from all four TX channels simultaneously, but the board only outputs on max two channels.&lt;/p&gt;
&lt;p data-end="217" data-start="205"&gt;&lt;strong data-end="215" data-start="205"&gt;Setup:&lt;/strong&gt;&lt;/p&gt;
&lt;p data-end="426" data-start="219"&gt;The AFE7900EVM is connected to an Avnet UltraZed-EV carrier card with a 7EV SOM. The Xilinx JESD204 PHY, along with JESD204 IP cores, is used to transmit and receive data. The IP parameters are as follows:&lt;/p&gt;
&lt;ul data-end="561" data-start="427"&gt;
&lt;li data-end="448" data-start="427" data-section-id="1uzu9ec"&gt;Lanes per link: 4&lt;/li&gt;
&lt;li data-end="472" data-start="449" data-section-id="wmp8ue"&gt;Octets per frame: 4&lt;/li&gt;
&lt;li data-end="502" data-start="473" data-section-id="jsw9m6"&gt;Frames per multiframe: 32&lt;/li&gt;
&lt;li data-end="529" data-start="503" data-section-id="hdltgg"&gt;Line rate: 9.8304 Gbps&lt;/li&gt;
&lt;li data-end="561" data-start="530" data-section-id="98idzm"&gt;Reference clock: 245.76 MHz&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-end="926" data-start="563"&gt;Physically, the first four lanes (0, 1, 2, and 3) are connected to the AFE first 4 Lanes, all operating at the same IF within 10 MHz, depending on the DDS configuration. All four lanes have been verified to work independently by connecting each lane to the same channel one at a time. Each produces the expected output signal.&amp;nbsp;&lt;/p&gt;
&lt;p data-end="1176" data-start="928"&gt;I am using a single link (Band_0) for all channels. Each channel (TXA through TXD) works correctly when tested independently. However, when connecting the lanes one-to-one with Band_0 across all TX channels, I have tested various configurations of the lane mux and data mux. The signal appears on only one or two channels simultaneously, but never on any third channel.&lt;/p&gt;
&lt;p data-end="1501" data-start="1335"&gt;The data is driven after TX sync is asserted and is shared across all four channels. The same behavior has also been observed on an 11EG carrier card with an AFE7950.&lt;/p&gt;
&lt;p data-end="274" data-start="0"&gt;I have attached the Latte script I am using to program the AFE board. With this configuration, only TXC outputs the signal. (The NCO for TXB is set out of band due to limitations of my spectrum analyzer; however, it should still produce an attenuated version of the signal.)&lt;/p&gt;
&lt;p data-is-only-node="" data-is-last-node="" data-end="349" data-start="276"&gt;You may ignore the RX settings for now, as they are not the main concern.&lt;/p&gt;
&lt;pre class="language-python"&gt;&lt;code&gt;setupParams.skipFpga 				= 1
sysParams							=	AFE.systemParams
#setupParams.fpgaRefClk 				= 122.88
setupParams.fpgaRefClk 				= 245.76	
AFE.systemStatus.loadTrims			= 1

sysParams.FRef                    	= 491.52
sysParams.FadcRx                  	= 2949.12
sysParams.FadcFb				  	= 2949.12
sysParams.Fdac                    	= 2949.12*3
# sysParams.Fdac                    	= 8847.36
#sysParams.FRef                    	= 500
#sysParams.FadcRx                  	= 3000
#sysParams.FadcFb				  	= 3000
#sysParams.Fdac                    	= 9000

#sysParams.rxEnable                  =   [True,False,False,False]
sysParams.rxEnable		            =	[True,True,True,True]
sysParams.fbEnable		            =	[True,True]
sysParams.txEnable                  =   [True,True,True,True]
sysParams.enableDacInterleavedMode	= False 					#DAC interleave mode to save power consumption. Fs/2 - Fin spur occurs

sysParams.modeTdd 					= 0		
										# 0- Single TDD Pin for all Channels
										# 1- Separate Control for 2T/2R/1F
										# 2- Separate Control for 1T/1R/1F			

sysParams.topLevelSystemMode		= &amp;#39;StaticTDDMode&amp;#39;
sysParams.RRFMode 					= 0   #4T4R2F FDD mode
#sysParams.jesdSystemMode			= [3,3]
sysParams.jesdSystemMode			= [0,0]
										#SystemMode 0:	2R1F-FDD						; rx1-rx2-fb-fb
										#SystemMode 1:	1R1F-FDD						; rx1-rx1-fb-fb
										#SystemMode 2:	2R-FDD							; rx1-rx1-rx2-rx2
										#SystemMode 3:	1R								; rx1-rx1-rx1-rx1
										#SystemMode 4:	1F								; fb-fb-fb-fb
										#SystemMode 5:	1R1F-TDD						; rx1/fb-rx1/fb-rx1/fb-rx1/fb
										#SystemMode 8:	1R1F-TDD 1R-FDD	(FB-2Lanes)(RX1 RX2 interchanged)		; rx2/fb-rx2/fb-rx1-rx1


sysParams.jesdLoopbackEn			= 0 #Make it 1 to Enable the JESDTX to JESDRX internal loopback
#sysParams.LMFSHdRx                	=['12410', '12410', '12410', '12410']
sysParams.LMFSHdRx                	=['12410', '12410', '12410', '12410']
										# The 2nd and 4th are valid only for jesdSystemMode values in (2,6,7,8). For other modes, select 4 converter modes for 1st and 3rd.
sysParams.LMFSHdFb                	= ["12410","12410"]
# sysParams.LMFSHdTx                	= ["24410","24410","24410","24410"]
sysParams.LMFSHdTx                	= ["12410","12410","12410","12410"]
# sysParams.LMFSHdTx                	= ["12410","12410","12410","12410"]
sysParams.jesdTxProtocol            = [0,0]
sysParams.jesdRxProtocol            = [0,0]
sysParams.serdesFirmware			= True 		# If you want to lead any firmware, please speify the path here. Otherwise it will not write any firmware
sysParams.jesdTxLaneMux				= [0,1,4,5,6,2,3,7]	
												# Enter which lanes you want in each location. 
												# Note that across 2T Mux is not possible in 0.5.
												# For example, if you want to exchange the first two lines of each 2T, this should be [[1,0,2,3],[5,4,6,7]]
# sysParams.jesdRxLaneMux				= [0,4,1,5,2,6,3,7]	
# sysParams.jesdRxLaneMux             = [0,1,4,5,2,3,6,7]
sysParams.jesdRxLaneMux             = [0,4,1,5,2,6,3,7]
												# Enter which lanes you want in each location.
												# Note that across 2R Mux is not possible in 0.5.
												# For example, if you want to exchange the first two lines of each 2R, this should be [[1,0,2,3],[5,4,6,7]]
												
sysParams.dacDataMuxEn      =  False #to enable datamux												
# sysParams.txDataMux					= [6,7,0,1,4,5,2,3]
# sysParams.txDataMux					= [0,4,1,5,2,6,3,7]
# sysParams.txDataMux					= [6,7,2,3,4,5,0,1]

sysParams.adcDataMuxEn = False
# sysParams.rxDataMux =  [0,1,2,3,4,5,6,7]
# sysParams.rxDataMux =  [6,7,4,5,0,1,2,3]
#sysParams.rxDataMux =  [4,5,6,7,0,1,2,3]    # working
# sysParams.rxDataMux =  [6,7,4,5,0,1,2,3]  # working
#sysParams.rxDataMux =  [2,3,6,7,0,1,4,5]

sysParams.jesdRxRbd					= [4, 4]
sysParams.jesdTxRbd					= [1, 1]

sysParams.rxJesdTxScr				= [False,False,False,False]
sysParams.fbJesdTxScr				= [False,False]
sysParams.jesdRxScr					= [False,False,False,False]

sysParams.rxJesdTxK					= [32,32,32,32]
sysParams.fbJesdTxK					= [32,32]
sysParams.jesdRxK					= [32,32,32,32]

#sysParams.ncoFreqMode 				= &amp;quot;1KHz&amp;quot;
sysParams.ncoFreqMode 				= &amp;quot;FCW&amp;quot;	
# sysParams.txNco0					= 	[[362.32,362.32],		#Band0, Band1 for TxA for NCO0
# 										[362.32,362.32],        #Band0, Band1 for TxB for NCO0
# 										[362.32,362.32],        #Band0, Band1 for TxC for NCO0
# 										[362.32,362.32]]       #Band0, Band1 for TxD for NCO0

sysParams.rxNco0					= 	[[120,120],		#Band0, Band1 for TxA for NCO0
										[1820,1820],        #Band0, Band1 for TxB for NCO0
										[2118,2118],        #Band0, Band1 for TxC for NCO0
										[520,520]]       #Band0, Band1 for TxD for NCO0


sysParams.txNco0					= 	[[120,120],		#Band0, Band1 for RxA for NCO0
										[1820,1820],        #Band0, Band1 for RxB for NCO0
										[2118,2118],        #Band0, Band1 for RxC for NCO0#
										[520,520]]        #Band0, Band1 for RxD for NCO0

# sysParams.txNco1					= 	[[262.32,262.32],		#Band0, Band1 for TxA for NCO0
# 										[262.32,262.32],        #Band0, Band1 for TxB for NCO0
# 										[262.32,262.32],        #Band0, Band1 for TxC for NCO0
# 										[262.32,262.32]]        #Band0, Band1 for TxD for NCO0
# 
# 
# sysParams.rxNco0					= 	[[120,120],		#Band0, Band1 for RxA for NCO0
# 										[120,120],        #Band0, Band1 for RxB for NCO0
# 										[120,120],        #Band0, Band1 for RxC for NCO0#
# 										[120,120]]        #Band0, Band1 for RxD for NCO0										
										

#sysParams.rxNco0					= 	[[200,200],		 #Band0, Band1 for RxA for NCO0
#									[200,200],        #Band0, Band1 for RxB for NCO0
#									[200,200],        #Band0, Band1 for RxC for NCO0
#									[200,200]]        #Band0, Band1 for RxD for NCO0


sysParams.fbNco0					= 	[370,1500]			#FBA, FBC for NCO0

sysParams.fbDataMux                 = [0,1]
sysParams.numBandsRx				= [0]*4					# 0 for single, 1 for dual
sysParams.numBandsFb				= [0,0]				
sysParams.numBandsTx				= [0,0,0,0]

#sysParams.ddcFactorRx             	= [24,24,24,24]			# DDC decimation factor for RX A, B, C and D
sysParams.ddcFactorRx             	= [12,12,12,12]			# DDC decimation factor for RX A, B, C and D
sysParams.ddcFactorFb             	= [12,12]
# sysParams.ducFactorTx             	= [24,24,24,24]
sysParams.ducFactorTx             	= [36,36,36,36]
#sysParams.ducFactorTx             	= [72,72,72,72]

## The following parameters sets up the LMK04828 clocking schemes
lmkParams.pllEn						=	True#False
lmkParams.inputClk					=	1474.56#737.28
# lmkParams.sysrefFreq				=	3.84
# lmkParams.sysrefFreq				=	1.92
lmkParams.sysrefFreq				=	0.48
lmkParams.lmkFrefClk				=	True

## The following parameters sets up the register and macro dumps
logDumpInst.setFileName(ASTERIX_DIR+DEVICES_DIR+r&amp;quot;\Afe79xxPg1.txt&amp;quot;)
logDumpInst.logFormat				= 0x00
logDumpInst.rewriteFile				= 1
logDumpInst.rewriteFileFormat4		= 1
device.optimizeWrites				= 0
device.rawWriteLogEn				= 1

## The following parameters sets up the SYNCIN and SYNCOUT to interface with the TSW14J57
sysParams.jesdABLvdsSync			= 0
sysParams.jesdCDLvdsSync			= 0
sysParams.rxJesdTxSyncMux			= [0,0,0,0]
sysParams.fbJesdTxSyncMux			= [0,0]
sysParams.jesdRxSyncMux				= [0,0,0,0]		#[0,0,1,1]
sysParams.syncLoopBack				= True

# ## The following parameters sets up the AGC
# sysParams.agcParams[0].agcMode = 1 ##internal AGC
# sysParams.agcParams[0].gpioRstEnable = 0 ##disable GPIO based reset to AGC detector 
# sysParams.agcParams[0].atken = [0, 1, 0] ##enable big and small step attack
# sysParams.agcParams[0].decayen = [0,1,0] ##enable big and small step decay
# sysParams.agcParams[0].atksize = [2,1,0] ## bigs step = 2dB, small step = 1dB
# sysParams.agcParams[0].decaysize = [2,1,0] ##big step = 2dB, small step = 1dB
# sysParams.agcParams[0].atkthreshold = [-1, -2, -14] ##attack threshold
# sysParams.agcParams[0].decaythreshold = [-14, -6, -20] ##decay threshold
# sysParams.agcParams[0].atkwinlength = [170, 170] ## detector time constant expressed inn absolute time in ns. 
# sysParams.agcParams[0].decaywinlength = 87380 ##detector time constant expressed in absolute time in ns. All detectors use the same value for decay time constant
# sysParams.agcParams[0].atkNumHitsAbs = [8,8] ##absolute number of times signal crosses threshold. These crossing are with respect to the FADC/8 clock
# sysParams.agcParams[0].decayNumHitsAbs = [100,100] ##absolute number of times signal crosses threshold. These crossing are with respect to the FADC/8 clock
# sysParams.agcParams[0].minDsaAttn = 0 ##minimum DSA attenuation used by AGC
# sysParams.agcParams[0].maxDsaAttn = 22 ##maximum DSA attenuation used by AGC
# sysParams.agcParams[0].totalGainRange = 22 ##total gain range used by ALC for gain compensation
# sysParams.agcParams[0].minAttnAlc = 0 ##minimum attenuation used by ALC for compensation when useMinAttnAgc = 0
# sysParams.agcParams[0].useMinAttnAgc = 1 ##enable ALC to use minimum attenuation from AGC for which compensation is required.
# sysParams.agcParams[0].alcEn = 1
# sysParams.agcParams[0].alcMode = 0 ##floating point DGC
# sysParams.agcParams[0].fltPtMode = 0 ##if exponent &amp;gt; 0, dont send MSB
# sysParams.agcParams[0].fltPtFmt = 1 ##3 bit exponent


## The following parameters sets up the GPIOs
sysParams.gpioMapping={
		&amp;#39;H8&amp;#39;: &amp;#39;ADC_SYNC0&amp;#39;,
		&amp;#39;H7&amp;#39;: &amp;#39;DAC_SYNC0&amp;#39;,
		&amp;#39;N8&amp;#39;: &amp;#39;ADC_SYNC2&amp;#39;,
		&amp;#39;N7&amp;#39;: &amp;#39;ADC_SYNC3&amp;#39;,
		&amp;#39;H9&amp;#39;: &amp;#39;ADC_SYNC1&amp;#39;,
		&amp;#39;G9&amp;#39;: &amp;#39;DAC_SYNC1&amp;#39;,
		&amp;#39;N9&amp;#39;: &amp;#39;DAC_SYNC2&amp;#39;,
		&amp;#39;P9&amp;#39;: &amp;#39;DAC_SYNC3&amp;#39;,
		&amp;#39;P14&amp;#39;: &amp;#39;GLOBAL_PDN&amp;#39;,
		&amp;#39;K14&amp;#39;: &amp;#39;FBABTDD&amp;#39;,
		&amp;#39;R6&amp;#39;: &amp;#39;FBCDTDD&amp;#39;,
		&amp;#39;N13&amp;#39;: ['TXATDD','TXBTDD'],
		&amp;#39;V5&amp;#39;: ['TXCTDD','TXDTDD'],
		&amp;#39;H12&amp;#39;: ['RXATDD','RXBTDD'],
		&amp;#39;R15&amp;#39;: ['RXCTDD','RXDTDD']}
		
#AFE.systemParams.papParams[0]['enable'] = True
#AFE.systemParams.papParams[1]['enable'] = True
#AFE.systemParams.papParams[2]['enable'] = True
#AFE.systemParams.papParams[3]['enable'] = True
		

## Initiates LMK04828 and AFE79xx Bring-up
setupParams.skipLmk	=	False

AFE.initializeConfig()
lmkParams.sysrefFreq = AFE.systemStatus.sysrefFreq
lmkParams.lmkPulseSysrefMode = False
AFE.LMK.lmkConfig()
## Initiates AFE79xx Bring-up
setupParams.skipLmk	=	True
AFE.deviceBringup()

AFE.TOP.overrideTdd(15,3,15)
# AFE.JESD.ADCJESD[0].adcRampTestPattern(0,1,0)
# AFE.JESD.ADCJESD[0].adcRampTestPattern(1,1,0)
# AFE.JESD.ADCJESD[1].adcRampTestPattern(0,1,0)
# AFE.JESD.ADCJESD[1].adcRampTestPattern(1,1,0)

#AFE.JESD.DACJESD[0].dacJesdConstantTestPatternValue(1,0,0,16384,0)
#AFE.JESD.DACJESD[0].dacJesdConstantTestPatternValue(1,1,0,16384,0)

#AFE.JESD.DACJESD[1].dacJesdConstantTestPatternValue(1,0,0,16384,0)
#AFE.JESD.DACJESD[1].dacJesdConstantTestPatternValue(1,1,0,16384,0)&lt;/code&gt;&lt;/pre&gt;
&lt;p data-is-only-node="" data-is-last-node="" data-end="1593" data-start="1568"&gt;Thanks &amp;amp; regards,&lt;br data-end="1588" data-start="1585"&gt;Ahmad&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item></channel></rss>