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<?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>Clock &amp;amp; timing forum - Recent Threads</title><link>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum</link><description /><dc:language>en-US</dc:language><generator>Telligent Community 13</generator><lastBuildDate>Wed, 13 May 2026 03:58:26 GMT</lastBuildDate><atom:link rel="self" type="application/rss+xml" href="https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum" /><item><title>TLC555: Component value setting</title><link>https://e2e.ti.com/thread/1645060?ContentTypeID=0</link><pubDate>Tue, 12 May 2026 14:18:23 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:65161b61-6ebf-4b56-ac58-36b1cd9f4f36</guid><dc:creator>Eileen Hu</dc:creator><slash:comments>2</slash:comments><comments>https://e2e.ti.com/thread/1645060?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1645060/tlc555-component-value-setting/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; TLC555&lt;/p&gt;&lt;p&gt;Hi team,&lt;/p&gt;
&lt;p&gt;My customer wants to use TLC555 to generate PWM signal with 500Hz freq and 50% duty cycle. The supply voltage is 5V and no external trigger. How to set the component is suitable?&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Regards,&lt;/p&gt;
&lt;p&gt;Eileen&lt;/p&gt;</description></item><item><title>RE: TLC555: Component value setting</title><link>https://e2e.ti.com/thread/6342934?ContentTypeID=1</link><pubDate>Wed, 13 May 2026 03:58:26 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:ef3e30ff-48cb-4dc4-bdfe-cd5675a67034</guid><dc:creator>Eileen Hu</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6342934?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1645060/tlc555-component-value-setting/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi Ron,&lt;/p&gt;
&lt;p&gt;Thank you for your reply.&amp;nbsp;If the freq is 400Hz, how to set them? The customer needs another PWM signal with 4&lt;span&gt;00Hz freq and 50% duty cycle, the other condition is the same.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;Regards,&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;Eileen&lt;/span&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: LMK04828: Can Not Output SDCLKoutY</title><link>https://e2e.ti.com/thread/6342902?ContentTypeID=1</link><pubDate>Wed, 13 May 2026 03:36:49 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:90830f3f-bad0-4127-9f83-110c229ac59f</guid><dc:creator>馨柔 Chiu</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6342902?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1643771/lmk04828-can-not-output-sdclkouty/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;In fact, we still can NOT measure exactly&amp;nbsp;&lt;span&gt;correct 1.5GHz clock from DCLKout0 and DCLKout2 after connecting the 1st and 2nd pole of loop filter to CPout2 pin.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;We measured about 1.6GHz waveform (yellow curves) as shown in the following figures where the blue curves are measured PLL2_DLD.&lt;br /&gt;&lt;br /&gt;&lt;img style="max-height:240px;max-width:320px;" alt=" " src="https://e2e.ti.com/resized-image/__size/640x480/__key/communityserver-discussions-components-files/48/Screenshot_5F00_2007_2D00_02_2D00_25_5F00_0_5F00_191357.png" /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;&lt;img style="max-height:240px;max-width:320px;" alt=" " src="https://e2e.ti.com/resized-image/__size/640x480/__key/communityserver-discussions-components-files/48/Screenshot_5F00_2007_2D00_02_2D00_25_5F00_1_5F00_191643.png" /&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>LMK04828: Can Not Output SDCLKoutY</title><link>https://e2e.ti.com/thread/1643771?ContentTypeID=0</link><pubDate>Fri, 08 May 2026 06:40:47 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:175f73f3-506b-4e33-848b-55902fdd7832</guid><dc:creator>馨柔 Chiu</dc:creator><slash:comments>2</slash:comments><comments>https://e2e.ti.com/thread/1643771?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1643771/lmk04828-can-not-output-sdclkouty/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; LMK04828&lt;/p&gt;&lt;p style="margin:0cm 0cm 8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;Hello, I need to generate 1x, 16x clocks for AFE5828 Continuous Wave (CW) Path, whose 1x clock must be lower than 8MHz. Besides, I also need to generate SYSREF clocks to multi AFE5828 devices for JESD transmitting purposes.&amp;nbsp;&lt;/p&gt;
&lt;p style="margin:0cm 0cm 8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;The figure below shows our system layout around LMK04828L:&amp;nbsp;&lt;/p&gt;
&lt;p style="margin:0cm 0cm 8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;&lt;img 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" width="554" height="351" alt=" " /&gt;&lt;/p&gt;
&lt;p style="margin:0cm 0cm 8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;(LMK04828 in our system operates in single-loop mode.)&lt;/p&gt;
&lt;p style="margin:0cm 0cm 8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style="margin:0cm 0cm 8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;Thus, I fellow an &amp;lt;Setup of SYSREF Example&amp;gt; try to output SYSREF clocks as described&amp;nbsp;in datasheet:&amp;nbsp;&amp;nbsp;&lt;/p&gt;
&lt;p style="margin:0cm 0cm 8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;The following procedure is a programming example for a system operating with a 3000-MHz VCO frequency. Use DCLKout0 and DCLKout2 to drive converters at 1500 MHz. Use DCLKout4 to drive an FPGA at 150 MHz. Synchronize the converters and FPGA using two SYSREF pulses at 10 MHz.&lt;/p&gt;
&lt;p style="margin:0cm 0cm 8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;1. Program registers 0x000 to 0x1fff as desired. Key to prepare for SYSREF operations (see Recommended Programming Sequence):&lt;/p&gt;
&lt;ol style="margin-top:0cm;margin-bottom:0cm;" start="1"&gt;
&lt;li&gt;&lt;ol style="margin-top:0cm;margin-bottom:0cm;" start="1"&gt;
&lt;li style="margin-top:0cm;margin-right:0cm;margin-bottom:8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;Prepare for manual SYNC: SYNC_POL = 0, SYNC_MODE = 1, SYSREF_MUX = 0&amp;nbsp;&lt;/li&gt;
&lt;li style="margin-top:0cm;margin-right:0cm;margin-bottom:8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;Setup output dividers as per example: DCLKout0_DIV and DCLKout2_DIV = 2 for frequency of 1500 MHz. DCLKout4_DIV = 20 for frequency of 150 MHz.&lt;/li&gt;
&lt;li style="margin-top:0cm;margin-right:0cm;margin-bottom:8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;Setup output dividers as per example: SYSREF_DIV = 300 for 10 MHz SYSREF&amp;nbsp;&lt;/li&gt;
&lt;li style="margin-top:0cm;margin-right:0cm;margin-bottom:8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;Setup SYSREF: SYSREF_PD = 0, SYSREF_DDLY_PD = 0, DCLKout0_DDLY_PD = 0, DCLKout2_DDLY_PD = 0, DCLKout4_DDLY_PD = 0, SYNC_EN = 1, SYSREF_PLSR_PD = 0, SYSREF_PULSE_CNT = 1 (2 pulses). SDCLKout1_PD = 0, SDCLKout3_PD = 0&amp;nbsp;&lt;/li&gt;
&lt;li style="margin-top:0cm;margin-right:0cm;margin-bottom:8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;Clear Local SYSREF DDLY: SYSREF_CLR = 1.&amp;nbsp;&lt;/li&gt;
&lt;/ol&gt;
&lt;/li&gt;&lt;/ol&gt;
&lt;p style="margin:0cm 0cm 8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;2. Establish deterministic phase relationships between SYSREF and the device clock for JESD204B:&lt;/p&gt;
&lt;ol style="margin-top:0cm;margin-bottom:0cm;" start="1"&gt;
&lt;li&gt;&lt;ol style="margin-top:0cm;margin-bottom:0cm;" start="1"&gt;
&lt;li style="margin-top:0cm;margin-right:0cm;margin-bottom:8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;Set device clock and SYSREF divider digital delays: DCLKout0_DDLY_CNTH, DCLKout0_DDLY_CNTL, DCLKout2_DDLY_CNTH, DCLKout2_DDLY_CNTL, DCLKout4_DDLY_CNTH, DCLKout4_DDLY_CNTL, SYSREF_DDLY.&lt;/li&gt;
&lt;li style="margin-top:0cm;margin-right:0cm;margin-bottom:8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;Set device clock digital delay half steps: DCLKout0_HS, DCLKout2_HS, DCLKout4_HS.&lt;/li&gt;
&lt;li style="margin-top:0cm;margin-right:0cm;margin-bottom:8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;Set SYSREF clock digital delay as required to achieve known phase relationships: SDCLKout1_DDLY, SDCLKout3_DDLY, SDCLKout5_DDLY.&lt;/li&gt;
&lt;li style="margin-top:0cm;margin-right:0cm;margin-bottom:8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;To allow SYNC to effect dividers: SYNC_DIS0 = 0, SYNC_DIS2 = 0, SYNC_DIS4 = 0, SYNC_DISSYSREF = 0&amp;nbsp;&lt;/li&gt;
&lt;li style="margin-top:0cm;margin-right:0cm;margin-bottom:8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;Perform SYNC by toggling SYNC_POL = 1, then SYNC_POL = 0.&amp;nbsp;&lt;/li&gt;
&lt;/ol&gt;
&lt;/li&gt;&lt;/ol&gt;
&lt;p style="margin:0cm 0cm 8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;3. When the dividers are synchronized, disable SYNC from resetting these dividers. It is not desired for SYSREF to reset it&amp;#39;s own divider or the dividers of the output clocks. a. Prevent SYSREF from affecting dividers: SYNC_DIS0 = 1, SYNC_DIS2 = 1, SYNC_DIS4 = 1, SYNC_DISSYSREF = 1.&lt;/p&gt;
&lt;p style="margin:0cm 0cm 8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;4. Release reset of local SYSREF digital delay. a. SYSREF_CLR = 0. Note this bit needs to be set for only 15 clock distribution path cycles after SYSREF_PD = 0.&lt;/p&gt;
&lt;p style="margin:0cm 0cm 8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;5. Set SYSREF operation. a. Allow pin SYNC event to start pulser: SYNC_MODE = 2. b. Select pulser as SYSREF signal: SYSREF_MUX = 2.&lt;/p&gt;
&lt;p style="margin:0cm 0cm 8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;6. After the procedure is complete, asserting the SYNC pin or toggling SYNC_POL results in a series of 2 SYSREF pulses.&amp;nbsp;&lt;/p&gt;
&lt;p style="margin:0cm 0cm 8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style="margin:0cm 0cm 8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;However, there is not any from SDCLKoutY, Y = 1 ~ 13.&lt;/p&gt;
&lt;p style="margin:0cm 0cm 8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;To check the digital lock detect of PLL2, I also measured output waveform from Status_LD2 pin (Pin 48) under &amp;quot;PLL2_LD_MUX = 0x02&amp;quot; and &amp;quot;PLL2_LD_TYPE = 3&amp;quot;.&lt;/p&gt;
&lt;p style="margin:0cm 0cm 8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;When I set PLL2_DLD_CNT to 1, 2, 5, the measured Status_LD2 waveforms are as follows:&amp;nbsp;&lt;/p&gt;
&lt;p style="margin:0cm 0cm 8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;PLL2_DLD_CNT = 1&amp;nbsp;&lt;/p&gt;
&lt;p style="margin:0cm 0cm 8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;&lt;img 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" width="490" height="328" alt=" " /&gt;&lt;/p&gt;
&lt;p style="margin:0cm 0cm 8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style="margin:0cm 0cm 8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;PLL2_DLD_CNT = 2&amp;nbsp;&lt;/p&gt;
&lt;p style="margin:0cm 0cm 8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;&amp;nbsp;&lt;img 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" width="487" height="365" alt=" " /&gt;&lt;/p&gt;
&lt;p style="margin:0cm 0cm 8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style="margin:0cm 0cm 8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;PLL2_DLD_CNT = 5&lt;/p&gt;
&lt;p style="margin:0cm 0cm 8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;&lt;img 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" width="489" height="330" alt=" " /&gt;&lt;/p&gt;
&lt;p style="margin:0cm 0cm 8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style="margin:0cm 0cm 8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style="margin:0cm 0cm 8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;I have measured OSCout (Pin 40, 41) under &amp;ldquo;OSCout_MUX = 0&amp;rdquo; and &amp;ldquo;OSCout_FMT = 1&amp;rdquo;. The measured OSCout waveform has the same frequency as that of OSCin signal.&lt;/p&gt;
&lt;p style="margin:0cm 0cm 8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;Moreover, I have also measured waveform of SDCLKoutY under &amp;ldquo;SYSREF_CLKin0_MUX = 1&amp;rdquo; and &amp;ldquo;input 200MHz clock into CLKin0&amp;rdquo;. In this case, the SDCLKoutY did output 200MHz clocks.&lt;/p&gt;
&lt;p style="margin:0cm 0cm 8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style="margin:0cm 0cm 8pt;line-height:115%;font-size:12pt;font-family:Aptos, sans-serif;"&gt;If there is any mis-setting of LMK04828 leading to the SDCLKoutY can not output clocks? Thanks.&lt;/p&gt;</description></item><item><title>LMX2595EVM: USB2ANY firmware update failure</title><link>https://e2e.ti.com/thread/1644742?ContentTypeID=0</link><pubDate>Tue, 12 May 2026 01:36:49 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:7a52d49a-52c5-4185-abaa-edf126b2759c</guid><dc:creator>Hyunki Moon</dc:creator><slash:comments>2</slash:comments><comments>https://e2e.ti.com/thread/1644742?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1644742/lmx2595evm-usb2any-firmware-update-failure/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; LMX2595EVM&lt;/p&gt;&lt;p&gt;Hi,&lt;/p&gt;
&lt;p&gt;I have an LMX2595EVM with the included Reference Pro board (LMK61PD0A2). When I connect the Reference Pro via USB and launch TICS Pro v1.7.9.1, the software detects the USB2ANY interface and shows the following prompt:&lt;/p&gt;
&lt;p&gt;&amp;quot;The connected USB2ANY requires a firmware update to version 2.9.1.2.&lt;br /&gt;Serial Number: C4636C511B002600&lt;br /&gt;Current version is: 2.7.0.0&amp;quot;&lt;/p&gt;
&lt;p&gt;When I proceed with the update, it fails with &amp;quot;Memory verification error.&amp;quot; The log shows:&lt;/p&gt;
&lt;p&gt;- Password Sent Successfully&lt;br /&gt;- Sending RAM BSL v00.07.88.38&lt;br /&gt;- Erasing memory segments&lt;br /&gt;- Sending firmware (USB2ANY v2.9.1.2)&lt;br /&gt;- Firmware Sent&lt;br /&gt;- Memory verification error&lt;br /&gt;- USB2ANY firmware update FAILED.&lt;/p&gt;
&lt;p&gt;After this failure, the board still enumerates as USB2ANY in Device Manager, and both LEDs (MSP430 supplied and LMK61xx supplied) are lit. The current firmware v2.7.0.0 appears to still be intact, but TICS Pro refuses to communicate (shows &amp;quot;Device Not Connected&amp;quot;) because it requires v2.9.1.2.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/48/fail1.png" alt="fail1.png" data-temp-id="fail1.png-214259" /&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/48/fail2.png" alt="fail2.png" data-temp-id="fail2.png-236166" /&gt;&lt;/p&gt;</description></item><item><title>RE: LMX2595EVM: USB2ANY firmware update failure</title><link>https://e2e.ti.com/thread/6342811?ContentTypeID=1</link><pubDate>Wed, 13 May 2026 02:13:53 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:22503d9b-f13a-44f6-9d31-6f7d0945e937</guid><dc:creator>Hyunki Moon</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6342811?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1644742/lmx2595evm-usb2any-firmware-update-failure/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi,&lt;/p&gt;
&lt;p&gt;&lt;br /&gt;I tried changing the Windows language to English and retried the firmware update, but the same Memory verification error persists. Unfortunately I do not have access to a Win10 PC.&lt;/p&gt;
&lt;p&gt;I also tried the oldest version available on the website, TICS Pro v1.7.6.2, but it also requires a firmware update and fails with the same error.&lt;/p&gt;
&lt;p&gt;At this point, could you please provide a download link for an older version of TICS Pro that works with USB2ANY firmware v2.7.0.0? The only issue is that the current TICS Pro (v1.7.9.1) refuses to communicate without updating to v2.9.1.2, which consistently fails.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;An older TICS Pro would let me use the EVM immediately while this firmware update issue remains unresolved.&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;Thank you.&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: LMK00105: Availability for data transmission</title><link>https://e2e.ti.com/thread/6342767?ContentTypeID=1</link><pubDate>Wed, 13 May 2026 01:36:54 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:26122da6-0b16-4e4e-92ad-477c3d40009f</guid><dc:creator>Michael Srinivasan</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6342767?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1643795/lmk00105-availability-for-data-transmission/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Takashi-san,&lt;/p&gt;
&lt;p&gt;The LMK00105 should be able to work with data transmission.&lt;/p&gt;
&lt;p&gt;Thanks,&lt;/p&gt;
&lt;p&gt;Michael&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>LMK00105: Availability for data transmission</title><link>https://e2e.ti.com/thread/1643795?ContentTypeID=0</link><pubDate>Fri, 08 May 2026 07:33:15 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:e5b6c767-afdb-46ce-96ad-50d18455c2c2</guid><dc:creator>Takashi Imai</dc:creator><slash:comments>2</slash:comments><comments>https://e2e.ti.com/thread/1643795?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1643795/lmk00105-availability-for-data-transmission/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; LMK00105&lt;/p&gt;&lt;p&gt;Hello,&lt;/p&gt;
&lt;p&gt;A customer is looking for an LVDS receiver that meets the following specifications:&lt;br /&gt;&amp;nbsp;- Rise/Fall Time:600ps(typ)&lt;br /&gt;&amp;nbsp;- Power supply voltage: 3.3 V, 2.5 V, 1.8 V&lt;br /&gt;&amp;nbsp;- Jitter :RMS Jitter:30fs(typ)Data rate: 200 MHz (max)&lt;br /&gt;&amp;nbsp;- Inputs: LVDS&lt;br /&gt;&amp;nbsp;- Output: LVCMOS&lt;br /&gt;&amp;nbsp;- Input required port: 1 port&lt;br /&gt;&amp;nbsp;- Port requiring output: 1 port&lt;br /&gt;&amp;nbsp;- No guarantee of output-to-output skew&lt;/p&gt;
&lt;p&gt;I proposed LMK00105 from here, but I was asked if it can also be used for data transmission. Although the above specification is one-way communication, is there any problem if it is used for data transmission that is continuously high/low, unlike a clock?&lt;/p&gt;
&lt;p&gt;Thank you,&lt;/p&gt;
&lt;p&gt;T.Imai&lt;/p&gt;</description></item><item><title>CDCE925: CDCE925 can generate the freq not from I2C</title><link>https://e2e.ti.com/thread/1644786?ContentTypeID=0</link><pubDate>Tue, 12 May 2026 04:45:24 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:beb9084b-15a7-45eb-9910-989603236ee1</guid><dc:creator>Sean Liao (Yu-Sheng)</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1644786?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1644786/cdce925-cdce925-can-generate-the-freq-not-from-i2c/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; CDCE925&lt;/p&gt;&lt;p&gt;Hi sir,&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Customer wants to gen 33MHz Fout, but they don&amp;#39;t want to use SW programs through I2C method.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Therefore, is there any other better solution?&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;img 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" width="670" height="328" border="0" alt=" " /&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;</description></item><item><title>RE: CDCE925: CDCE925 can generate the freq not from I2C</title><link>https://e2e.ti.com/thread/6342740?ContentTypeID=1</link><pubDate>Wed, 13 May 2026 01:07:44 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:d9dac35a-32e3-4541-bb1e-6c102f3ba5c2</guid><dc:creator>Jaryd Dukes</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6342740?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1644786/cdce925-cdce925-can-generate-the-freq-not-from-i2c/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;span&gt;Sean&lt;/span&gt;,&amp;nbsp;&lt;/p&gt;
&lt;p&gt;We are currently looking into your query, we will get back to you within the next few days.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Best,&lt;br /&gt;Jaryd&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: LMK00105: Availability for data transmission</title><link>https://e2e.ti.com/thread/6342729?ContentTypeID=1</link><pubDate>Wed, 13 May 2026 00:52:01 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:dc8709d2-f892-4913-a114-91e35912bea7</guid><dc:creator>Takashi Imai</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6342729?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1643795/lmk00105-availability-for-data-transmission/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hello,&lt;/p&gt;
&lt;p&gt;Can anyone answer this question?&lt;/p&gt;
&lt;p&gt;Thank you,&lt;/p&gt;
&lt;p&gt;T.Imai&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: LMX2820: TICS PRO2</title><link>https://e2e.ti.com/thread/6342674?ContentTypeID=1</link><pubDate>Tue, 12 May 2026 23:28:37 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:2e5d0aee-e643-4557-9b8b-3958b8dde351</guid><dc:creator>Derek Payne</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6342674?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1645133/lmx2820-tics-pro2/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Then use 0.0.7 instead of 0.0.2. The User&amp;#39;s Guide was written before 0.0.7, and 0.0.7 contains numerous bugfixes that should be used. The instructions should still be equivalent.&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>LMX2820: TICS PRO2</title><link>https://e2e.ti.com/thread/1645133?ContentTypeID=0</link><pubDate>Tue, 12 May 2026 16:30:52 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:11d923b9-f11f-4d71-a48c-b7dc5b1931e8</guid><dc:creator>Hatice Melikoglu</dc:creator><slash:comments>3</slash:comments><comments>https://e2e.ti.com/thread/1645133?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1645133/lmx2820-tics-pro2/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; LMX2820&lt;/p&gt;&lt;p&gt;I have lmx2831 eval board. I try to test it. Users guide says that I need to choose LMX2830-TC(V0.0.2) from TICS Pro2&amp;nbsp; but it just has v0.0.1. I am wondering if I can walk through that version? Or How can I reach the LMX2830-TC(V0.0.2)?&lt;/p&gt;
&lt;p&gt;You can see the User&amp;#39;s guide of LMX2831 EVM&lt;/p&gt;
&lt;p&gt;&lt;a href="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/48/LMX283_2D00_SNAS949.pdf" target="_blank" rel="noopener" data-temp-id="LMX283-SNAS949.pdf-3155939"&gt;LMX283-SNAS949.pdf&lt;/a&gt;&amp;nbsp;&lt;/p&gt;</description></item><item><title>LMK1D2102L: LMK1D2102L Phase noise performance with 10MHz sine input</title><link>https://e2e.ti.com/thread/1645196?ContentTypeID=0</link><pubDate>Tue, 12 May 2026 23:04:10 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:5a62aa09-5010-4733-880e-c0f7dc16ab3b</guid><dc:creator>Hashi Pro</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1645196?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1645196/lmk1d2102l-lmk1d2102l-phase-noise-performance-with-10mhz-sine-input/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; LMK1D2102L&lt;/p&gt;&lt;p&gt;Hi,&lt;/p&gt;
&lt;p&gt;I am looking for replacement for LT6957-2 for squaring a 10MHz sine with low close-in phase noise. I have read through app note snaa411, and seems LMK1D1204 has poorer performance than LMK1C1102 for this application.&lt;/p&gt;
&lt;p&gt;1) Why does LMK1D1204 have poorer phase noise performance? Is this demonstrating poor biasing, or is it inherent in the part?&lt;/p&gt;
&lt;p&gt;2) Is LMK1D2102L likely to provide phase noise performance closer to LMK1C1102? ie being a newer, low noise part, or is there something inherent in the differential input that makes it not as suitable?&lt;/p&gt;
&lt;p&gt;3) As I require a differential output, what is my best option here? Do you have any phase noise test data you can share for LMK1D2102L?&lt;/p&gt;
&lt;p&gt;Thanks&lt;/p&gt;</description></item><item><title>LMK00306: LMK00306:Regarding unused terminals of CLKin</title><link>https://e2e.ti.com/thread/1644808?ContentTypeID=0</link><pubDate>Tue, 12 May 2026 05:53:00 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:6ff41f63-ba31-46e0-9efb-00da6516a4d4</guid><dc:creator>kakeru manita</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1644808?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1644808/lmk00306-lmk00306-regarding-unused-terminals-of-clkin/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; LMK00306&lt;/p&gt;&lt;p&gt;Dear Technical Support Team,&amp;nbsp;&lt;br /&gt;&lt;br /&gt;If only CLKin0 and CLKin0* of LMK00306 are used, how should the unused terminals CLKin1 and CLKin1* be handled?&lt;/p&gt;
&lt;p&gt;Since CLKin_SEL[1:0] selects CLKin0 and CLKin0*, is it correct to leave CLKin1 and CLKin1* floating?&lt;br /&gt;&lt;br /&gt;Best Regards,&amp;nbsp;&lt;/p&gt;</description></item><item><title>RE: LMK00306: LMK00306:Regarding unused terminals of CLKin</title><link>https://e2e.ti.com/thread/6342634?ContentTypeID=1</link><pubDate>Tue, 12 May 2026 22:37:31 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:9a23a3fb-605a-45c2-be53-162ba216a0f4</guid><dc:creator>Michael Srinivasan</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6342634?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1644808/lmk00306-lmk00306-regarding-unused-terminals-of-clkin/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Manita-san,&lt;/p&gt;
&lt;p&gt;The recommended treatment is to pull both CLKin1 and CLKin1* down to GND using 1kOhm resistors.&lt;/p&gt;
&lt;p&gt;Thanks,&lt;/p&gt;
&lt;p&gt;Michael&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: CDCBT1001: CDCBT1001 Application for 50ohm termination load</title><link>https://e2e.ti.com/thread/6342622?ContentTypeID=1</link><pubDate>Tue, 12 May 2026 22:27:39 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:a3384106-67c3-48ec-9c63-fc9c1ecee9a9</guid><dc:creator>Michael Srinivasan</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6342622?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1642858/cdcbt1001-cdcbt1001-application-for-50ohm-termination-load/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi Mike,&lt;/p&gt;
&lt;p&gt;That should be fine.&lt;/p&gt;
&lt;p&gt;Thanks,&lt;/p&gt;
&lt;p&gt;Michael&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>CDCBT1001: CDCBT1001 Application for 50ohm termination load</title><link>https://e2e.ti.com/thread/1642858?ContentTypeID=0</link><pubDate>Wed, 06 May 2026 06:02:37 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:f07f77b9-bbd1-4e2d-bf4b-4a26007f4f33</guid><dc:creator>Youwei Lin</dc:creator><slash:comments>4</slash:comments><comments>https://e2e.ti.com/thread/1642858?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1642858/cdcbt1001-cdcbt1001-application-for-50ohm-termination-load/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; CDCBT1001&lt;/p&gt;&lt;p&gt;Hi TI team,&lt;/p&gt;
&lt;p&gt;We are using CDCBT1001 with VDD_OUT = 2.5V to drive a single-ended 10MHz clock at 50ohm load as picture below. Vout is (2.5)(34)/(34+50)=1.5V due to voltage divider and Iout is 2.5V/(34+50)=30mA which is below maximum continuous output current 50mA, but since datasheet does not list out the recommended operating condition for VDD_OUT=2.5V, we would like to know if this 30mA would cause damage to the device and shorten the device lifetime or it is acceptable for the device under this kind of operating conditon? BTW, Is there other recommended buffer IC that is able to drive a 50ohm load under recommended operating condition...?&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/48/driver.jpg" alt="driver.jpg" data-temp-id="driver.jpg-43658" /&gt;&lt;/p&gt;
&lt;p&gt;Thanks,&lt;/p&gt;
&lt;p&gt;YW&lt;/p&gt;</description></item><item><title>RE: TLC555: Component value setting</title><link>https://e2e.ti.com/thread/6342587?ContentTypeID=1</link><pubDate>Tue, 12 May 2026 22:02:44 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:e6c58728-95ad-4da6-acc3-791b4f1da916</guid><dc:creator>Ron Michallick</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/6342587?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1645060/tlc555-component-value-setting/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hello Eileen,&lt;/p&gt;
&lt;p&gt;RA = 10k&lt;/p&gt;
&lt;p&gt;RB = 133k&lt;/p&gt;
&lt;p&gt;RD = 301 ohms&lt;/p&gt;
&lt;p&gt;C = 10nF&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;&lt;img style="max-height:240px;max-width:320px;" src="https://e2e.ti.com/resized-image/__size/640x480/__key/communityserver-discussions-components-files/48/pastedimage1778623066898v1.png" alt=" " /&gt;&lt;/p&gt;
&lt;p&gt;Variance from full tolerance range.&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;img style="max-height:240px;max-width:320px;" src="https://e2e.ti.com/resized-image/__size/640x480/__key/communityserver-discussions-components-files/48/pastedimage1778623191539v2.png" alt=" " /&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: LMX2492: Subsequent Ramps with Frequency Steps</title><link>https://e2e.ti.com/thread/6342517?ContentTypeID=1</link><pubDate>Tue, 12 May 2026 21:00:06 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:eda921a4-1e1a-4bd4-bf38-866d7cbb573c</guid><dc:creator>Noel Fung</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6342517?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1644044/lmx2492-subsequent-ramps-with-frequency-steps/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi There,&lt;/p&gt;
&lt;p&gt;After RAMP_EN is programmed to 1, the device will execute the commands as set in RAMP0 to RAMP7 profiles. The device does not expect any interruption until the ramping is finished. One exception is when we have setup RAMPx_NEXT_TRIG with a trigger signal to temporary pause the ramping.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;The ramp engine changes VCO frequency by adding or subtracting value (RAMP_INC) to the N divider. For up ramp, it adds value. For down ramp, it subtracts value. The process is in a continuous fashion until the RAMP_LEN counter is time out. For example, RAMP_LEN = 10 and RAMP_INC = 1MHz, then the accumulated frequency change is 10MHz. That is, the frequency has changed from F1 to F1 + 10MHz. If the next ramp is a down ramp, then the frequency is subtracted from (F1+10MHz).&amp;nbsp;RST is used when the start frequency of next ramp does not equal to the&amp;nbsp;end&amp;nbsp;frequency of the&amp;nbsp;current ramp. For example, if we want to create a sawtooth ramp, i.e. F1 to F2, then F1 to F2, ...... In this case, the start frequency of&amp;nbsp;the new ramp is not equal to the end frequency of the previous ramp. This is doable as long as we have RST = 1. At the beginning of each ramp, the added N divider value is clear so the&amp;nbsp;VCO&amp;nbsp;jumps to the initial frequency (F1) immediately before ramping up.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;The ramp engine takes care both the integer and fraction portion of the N divider, there is no overflow in numerator.&lt;/p&gt;
&lt;p&gt;Suggest read the EVM user&amp;#39;s guide (&lt;a href="https://www.ti.com/lit/ug/snau160e/snau160e.pdf)"&gt;www.ti.com/.../snau160e.pdf)&lt;/a&gt; and LMX2491 datasheet (&lt;a href="https://www.ti.com/lit/ds/symlink/lmx2491.pdf)"&gt;www.ti.com/.../lmx2491.pdf)&lt;/a&gt; for more ramp examples.&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>LMX2492: Subsequent Ramps with Frequency Steps</title><link>https://e2e.ti.com/thread/1644044?ContentTypeID=0</link><pubDate>Fri, 08 May 2026 20:16:19 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:a3111f78-ca4a-4af0-b68f-05d5394715d0</guid><dc:creator>Dominik Eyerly</dc:creator><slash:comments>3</slash:comments><comments>https://e2e.ti.com/thread/1644044?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1644044/lmx2492-subsequent-ramps-with-frequency-steps/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; LMX2492&lt;/p&gt;&lt;p&gt;Hello,&lt;/p&gt;
&lt;p&gt;I would like to use the LMX2492 in a special ramping application. Essentially, I need to be able to increase the start frequency by a fixed step size after every ramp. The bandwidth of each ramp is identical. The time between ramps is very short, only a few microseconds so I would like to avoid reprogramming via SPI between ramps. Is this possible by simply having an up profile and a down profile that doesnt return fully to the starting position? Are there limitations? What would be the recommended approach for this?&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Also, I was wondering how the external triggers from GPIOs operate. Are they sampled using the PFD clock? Are there any specifications to their setup and hold times? Thanks!&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;best regards&lt;br /&gt;Dominik&lt;/p&gt;</description></item><item><title>CDC6C: 2.4GHz Emissions Causing Wi-Fi &amp; BT Desense</title><link>https://e2e.ti.com/thread/1644644?ContentTypeID=0</link><pubDate>Mon, 11 May 2026 16:41:34 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:ea9011e3-d5dc-446d-8375-2dfc1c7ac041</guid><dc:creator>Adam Lock</dc:creator><slash:comments>3</slash:comments><comments>https://e2e.ti.com/thread/1644644?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1644644/cdc6c-2-4ghz-emissions-causing-wi-fi-bt-desense/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; CDC6C&lt;/p&gt;&lt;p&gt;Hello,&amp;nbsp;&lt;/p&gt;
&lt;p&gt;We have recently replaced our critical networking oscillators with the CDC6CE025000ADLFR. This has helped with our unit to unit clock accurancy and jitter. However, our system also has Wi-Fi and BT radios. We recently got our TIS report back and it showed a 30dB desense when measuring TIS over the air vs directly connected to the RF port.&amp;nbsp;&lt;br /&gt;&lt;br /&gt;I am seeing very strong emissions at 2.5GHz and a stong comb spectrum with my near field pobe. I am actually picking up the 2.5GHz oscillator with my probe 3&amp;#39; from the PCBA. I do not see the emissions in the traces leading into or out of the device. This leads me to believe they are coming from the IC itself.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;My power is locally decoupled and directly connected to a large internal power plane. I will look at isolating the power for the IC locally with a ferrite and cap filter. But I do not expect this to make a significant differnce.&amp;nbsp;&lt;br /&gt;&lt;br /&gt;Do you have any insight into the emissions profile for this oscillator at 2.4-2.5GHz? Any debig recommendations?&amp;nbsp;&lt;br /&gt;&lt;br /&gt;Thank you,&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Adam&lt;br /&gt;&lt;br /&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/48/2543.image.png" alt="image.png" data-temp-id="image.png-213728" /&gt;&lt;/p&gt;</description></item><item><title>RE: CDC6C: 2.4GHz Emissions Causing Wi-Fi &amp; BT Desense</title><link>https://e2e.ti.com/thread/6342304?ContentTypeID=1</link><pubDate>Tue, 12 May 2026 18:05:19 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:12053535-e514-4b2a-beea-8bd8bd5b77b5</guid><dc:creator>Connor Lewis</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6342304?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1644644/cdc6c-2-4ghz-emissions-causing-wi-fi-bt-desense/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi Adam,&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Unfortunately we don&amp;#39;t have other data available on the emission profile for CDC6C aside from the CISPR-25 report that I sent in my previous reply. Just to make sure I&amp;#39;m understanding correctly - the CDC6C is clocking the processor, and when the processor is in reset there&amp;#39;s no affect on emissions. When the CDC6C clock is disabled, the emissions completely disappear. Overall this points to the CDC6C being the original source of the 2.5GHz emissions and it&amp;#39;s not likely to be anything downstream generating this noise. Does this sound accurate?&lt;/p&gt;
&lt;p&gt;I&amp;#39;m not sure if this is worth trying but would it be possible to depopulate the component connecting the oscillator output to the XIN input (I believe this is C12)? I&amp;#39;m hoping that this could provide some more information to confirm if the 2.5GHz noise is intrinsic to the oscillator itself, or if it could somehow be coupling to the output and radiating through the output traces. Aside from that I think your strategy of testing with a passive xtal could also provide more information on where the noise originates from.&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: LMX2820: TICS PRO2</title><link>https://e2e.ti.com/thread/6342301?ContentTypeID=1</link><pubDate>Tue, 12 May 2026 18:04:33 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:354c8817-1fd2-42f9-8b93-dd1b0569d257</guid><dc:creator>Hatice Melikoglu</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/6342301?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1645133/lmx2820-tics-pro2/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;I have only .zip file that name 0.0.7 and when I import it. I saw v0.0.7. Can you support the 0.0.2 zip file?&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: LMX2595EVM: USB2ANY firmware update failure</title><link>https://e2e.ti.com/thread/6342277?ContentTypeID=1</link><pubDate>Tue, 12 May 2026 17:48:21 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:439ab8ce-0135-4d24-a6e0-45fc325f4fa7</guid><dc:creator>Noel Fung</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/6342277?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/clock-timing-group/clock-and-timing/f/clock-timing-forum/1644742/lmx2595evm-usb2any-firmware-update-failure/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi There,&lt;/p&gt;
&lt;p&gt;We have seen this verification error problem happened more often recently,&amp;nbsp;we suspect the problem&amp;nbsp;might be Win11 related. However, we are not able to replicate this problem in our lab, we do not have a pin-pointing solution for this error.&lt;/p&gt;
&lt;p&gt;Without a fix to the problem, the only thing we can do is try again with different PC. Maybe you can also try setting your pc language to English, hopefully this could fix the problem.&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item></channel></rss>