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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>Ultrasonic Sensing Forum - Recent Threads</title><link>https://e2e.ti.com/administrators1/ultrasonic1/f/ultrasonic-sensing-forum</link><description>This forum covers TI&amp;#39;s Ultrasonic Sensing products.</description><dc:language>en-US</dc:language><generator>Telligent Community 13</generator><lastBuildDate>Wed, 30 Sep 2026 10:09:31 GMT</lastBuildDate><atom:link rel="self" type="application/rss+xml" href="https://e2e.ti.com/administrators1/ultrasonic1/f/ultrasonic-sensing-forum" /><item><title>MSP430FR6047: inconstant measurement period</title><link>https://e2e.ti.com/thread/1683098?ContentTypeID=0</link><pubDate>Thu, 17 Sep 2026 07:58:14 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:65b2dec0-f2c1-4162-9f1b-0bcad8c83914</guid><dc:creator>Timon Burkard</dc:creator><slash:comments>2</slash:comments><comments>https://e2e.ti.com/thread/1683098?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/administrators1/ultrasonic1/f/ultrasonic-sensing-forum/1683098/msp430fr6047-inconstant-measurement-period/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; MSP430FR6047&lt;/p&gt;&lt;div data-olk-copy-source="MessageBody" data-ogsc="rgb(0, 0, 0)"&gt;
&lt;div data-olk-copy-source="MessageBody" data-ogsc="rgb(0, 0, 0)"&gt;We have two questions about the MSP430FR6047:&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;&amp;nbsp;&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;&amp;nbsp;&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;&lt;strong data-ogsc=""&gt;1.) Measurement Period&lt;/strong&gt;&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;&lt;span data-ogsb="rgb(204, 204, 204)" data-ogsc=""&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;The TI &lt;a id="OWA12f193b6-66b8-8501-f628-f0d809b482e0" title="https://software-dl.ti.com/msp430/msp430_public_sw/mcu/msp430/USSSWLib/USSSWLibWater/02_40_00_00/exports/USSLib_02_40_00_00/docs/API_Guide/html/index.html" href="https://software-dl.ti.com/msp430/msp430_public_sw/mcu/msp430/USSSWLib/USSSWLibWater/02_40_00_00/exports/USSLib_02_40_00_00/docs/API_Guide/html/index.html" data-ogsc="" data-linkindex="0" data-auth="NotApplicable"&gt;MSP430UltrasonicLibrary&lt;/a&gt;&amp;nbsp;(version 02_40_00_00) contains a function to implement the measurement period: &lt;span data-ogsb="rgb(204, 204, 204)" data-ogsc=""&gt;USS_waitForAppTimerElapse()&lt;/span&gt;&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;&amp;nbsp;&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;Acc. to your example:&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;&amp;nbsp;&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;
&lt;pre class="language-c"&gt;&lt;code&gt;int main()
{
    // Init
    // ...
    gUssSWConfig.systemConfig-&amp;gt;measurementPeriod = 32768; // 1 s
    USS_configAppTimerPeriod(&amp;amp;gUssSWConfig, gUssSWConfig.systemConfig-&amp;gt;measurementPeriod);


    while (1) {
        // Perform data acquisition...
        // Perform signal processing...
        // ...
        USS_waitForAppTimerElapse(&amp;amp;gUssSWConfig,USS_low_power_mode_option_low_power_mode_3);
    }
}&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;div id="x_Signature"&gt;&lt;/div&gt;
&lt;div id="x_Signature"&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;
&lt;div id="x_Signature"&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;&amp;nbsp;&lt;/div&gt;
&lt;/div&gt;
&lt;div id="x_Signature"&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;This is how we use it too.&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;&amp;nbsp;&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;This should produce a constant measurement period of 1 s. However, we noticed that the period of the measurement cycle is not constant. The periods vary by +/- 30 us, which corresponds to one 32.768 kHz clock cycle.&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;&amp;nbsp;&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;To confirm, we also tried to reproduce it with the example from TI in the library. We added GPIO toggle:&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;&amp;nbsp;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;&lt;img id="x_image_0" style="width:564.714px;height:201px;" 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" width="564" height="201" data-ogsc="" data-custom="AAkALgAAAAAAHYQDEapmEc2byACqAC%2FEWg0AJ5M5%2BdeeVEaRBcjKHIPW6gAHKv2KqAAAARIAEABOBrr3fWoGS54G9qdLPHVv" data-imagetype="AttachmentByCid" alt=" " /&gt;&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;&amp;nbsp;&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;
&lt;div id="x_Signature"&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;And measured with PicoScope. The default version of the example shows:&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;
&lt;div id="x_Signature"&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;&amp;nbsp;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/991/USS_5F00_02_5F00_40_5F00_00_5F00_default.png" alt="USS_02_40_00_default.png" data-temp-id="USS_02_40_00_default.png-222048" /&gt;&lt;br /&gt;&amp;nbsp;&lt;br /&gt;--&amp;gt; constant measurement periods (&amp;lt; +/- 1 us)&lt;/div&gt;
&lt;/div&gt;
&lt;div id="x_Signature"&gt;&lt;/div&gt;
&lt;div id="x_Signature"&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;&amp;nbsp;&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;However, we use channel swapping. Therefore, we tried to use channel swapping in the example too. Unfortunately the example is not compilable anymore, as soon as &lt;span data-ogsb="rgb(204, 204, 204)" data-ogsc=""&gt;AP&lt;/span&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;&lt;span data-ogsb="rgb(204, 204, 204)" data-ogsc=""&gt;PLICATION_ENABLE_CHANNEL_SWAP&lt;/span&gt; is set to &lt;span data-ogsb="rgb(204, 204, 204)" data-ogsc=""&gt;true&lt;/span&gt;:&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;&amp;nbsp;&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;&lt;img style="height:auto;" 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&lt;div data-ogsc="rgb(0, 0, 0)"&gt;&amp;nbsp;&lt;/div&gt;
&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;Seems expected? as version 02_30_00_03 changelog states:&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;&amp;gt; Removed USS_swapCaptureChannels API&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;&amp;nbsp;&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;So, as it was advised by TI in the past we re-added this function from version 02_20_00_18:&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;&amp;nbsp;&lt;/div&gt;
&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;&lt;img id="x_image_1" style="height:auto;" 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" data-ogsc="" data-custom="AAkALgAAAAAAHYQDEapmEc2byACqAC%2FEWg0AJ5M5%2BdeeVEaRBcjKHIPW6gAHKv2KqAAAARIAEADn5zS6ZUqZT6uk7TrFE%2Bqh" data-imagetype="AttachmentByCid" alt=" " /&gt;&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;&amp;nbsp;&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;Like this, the example is compilable again.&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;&amp;nbsp;&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;Then, again we measured with PicoScope:&lt;/div&gt;
&lt;strong data-ogsc=""&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/991/USS_5F00_02_5F00_40_5F00_00_5F00_channel_2D00_swap.png" alt="USS_02_40_00_channel-swap.png" data-temp-id="USS_02_40_00_channel-swap.png-223923" /&gt;&lt;/strong&gt;
&lt;div id="x_Signature"&gt;&lt;/div&gt;
&lt;div id="x_Signature"&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;&lt;br /&gt;--&amp;gt; inconstant measurement periods (+/- 30 us)&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;&amp;nbsp;&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;Could you please check our setup? Maybe we are missing something?&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;&amp;nbsp;&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;&lt;span data-ogsc=""&gt;How can we change the process to ensure &lt;/span&gt;&lt;span data-ogsb="rgb(204, 204, 204)" data-ogsc=""&gt;USS_waitForAppTimerElapse()&lt;/span&gt;&lt;span data-ogsc=""&gt; function produces constant measurement periods? -- Or one just needs to accept a jitter of +/- 32.768 kHz clock cycle?&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;&amp;nbsp;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div id="x_Signature"&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;&amp;nbsp;&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;&lt;strong data-ogsc=""&gt;2.) RTC keep-out window&lt;/strong&gt;&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;&amp;nbsp;&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;The MSP430FR6xx user guide specifies for RTC_C:&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;&amp;nbsp;&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;&lt;img style="height:auto;" 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" data-ogsc="" data-custom="AAkALgAAAAAAHYQDEapmEc2byACqAC%2FEWg0AJ5M5%2BdeeVEaRBcjKHIPW6gAHKv2KqAAAARIAEACDbbE6vD7FRopn%2BmQS1f%2FN" data-imagetype="AttachmentByCid" alt=" " /&gt;&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;&amp;nbsp;&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;128/32768 s = 4 ms&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;&amp;nbsp;&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;So we would expect the RTC to not be blocked for longer than 4 ms (i.e., time for which the CPU is not allowed to read out the RTC registers). However, we measured the time to be up to 8 ms with PicoScope.&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;&amp;nbsp;&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;So maybe we misunderstood the user guide specification and it is meant as follows?&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;&amp;quot;(...) centered approximately +/- 128/32768 s around the update transition, i.e., total duration of 256/32768 s. (...)&amp;quot;&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;&amp;nbsp;&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;&amp;nbsp;&lt;/div&gt;
&lt;div data-ogsc="rgb(0, 0, 0)"&gt;Thank you very much!&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;</description></item><item><title>RE: MSP430FR6047: inconstant measurement period</title><link>https://e2e.ti.com/thread/6498293?ContentTypeID=1</link><pubDate>Wed, 30 Sep 2026 10:09:31 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:f36415a0-0ba9-4f6e-9397-dda45e047df8</guid><dc:creator>Timon Burkard</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6498293?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/administrators1/ultrasonic1/f/ultrasonic-sensing-forum/1683098/msp430fr6047-inconstant-measurement-period/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi Peter&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;1.&lt;br /&gt;&lt;br /&gt;&amp;gt;&amp;nbsp;&lt;span&gt;our original demo code works fine with no issue but if you try to modify and enable the &lt;/span&gt;&lt;span&gt;channel swapping which we remove it in the latest version, then the issue occur, is that correct?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;--&amp;gt; Yes&lt;/p&gt;
&lt;p&gt;&amp;gt; I&lt;span&gt;&amp;nbsp;think t&lt;/span&gt;&lt;span&gt;he timer function &amp;quot;USS_waitForAppTimerElapse()&amp;quot; here is just to make sure that the UPS0 to UPS1 gap is implemented properly and commonly not required high measurement accuracy, I wonder why do you need it measure so accurately and does it affect badly to your application?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;--&amp;gt; Indeed, high accuracy usually not required. Still it is unexpected to see a jitter of +/- one 32 kHz cycle, in our opinion. Please could you try to reproduce?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;2.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;&amp;gt; I would recommend please refer to them firstly to see if they could help you better understand it&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;Thanks, I read it. We do understand how the RTC functionality works. Our question is only about the user manual specification, which I think is not answered in the linked E2E threads.&lt;/span&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: MSP430FR6047: inconstant measurement period</title><link>https://e2e.ti.com/thread/6497563?ContentTypeID=1</link><pubDate>Tue, 29 Sep 2026 20:08:08 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:09987aeb-1c26-4a10-a4b9-7d57a8fd37a4</guid><dc:creator>Peter Jiang</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6497563?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/administrators1/ultrasonic1/f/ultrasonic-sensing-forum/1683098/msp430fr6047-inconstant-measurement-period/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi Timon,&lt;/p&gt;
&lt;p&gt;Thanks for the detailed testing information, sorry for the delay since there is a system issue that prevent us seeing this thread and I&amp;#39;m now on the holiday vacation.&lt;/p&gt;
&lt;p&gt;Regarding your questions:&lt;/p&gt;
&lt;p&gt;1. For the &lt;span&gt;periods&amp;nbsp;&lt;/span&gt;measurement jitter, I think your position for putting&amp;nbsp;this function &amp;quot;&lt;span&gt;USS_waitForAppTimerElapse()&lt;/span&gt;&amp;quot; in the main loop should be fine, let me clarify a little bit and please correct me if I misunderstand it, our original demo code works fine with no issue but if you try to modify and enable the &lt;span&gt;channel swapping which we remove it in the latest version, then the issue occur, is that correct? if so, the issue seems point to this old function effect and we can try to dig more about it, since I&amp;#39;m now on the holiday until October 8th and no board on hand to reproduce it, kindly &lt;/span&gt;&lt;span&gt;need your more patience to wait for the&amp;nbsp;testing result on my side with this old function. In addition, I think t&lt;/span&gt;&lt;span&gt;he timer function &amp;quot;USS_waitForAppTimerElapse()&amp;quot; here is just to make sure that the UPS0 to UPS1 gap is implemented properly and commonly not required high measurement accuracy, I wonder why do you need it measure so accurately and does it affect badly to your application?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;2. For the RTC, I found we already have some discussions in the E2E threads about it, not sure if you have taken a look, if not, I would recommend please refer to them firstly to see if they could help you better understand it.&lt;br /&gt;&lt;a href="https://e2e.ti.com/support/microcontrollers/msp-low-power-microcontrollers-group/msp430/f/msp-low-power-microcontroller-forum/809487/msp430f6779-questions-about-the-rtcrdy-time"&gt;MSP430F6779: Questions about the RTCRDY time&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="https://e2e.ti.com/support/microcontrollers/msp-low-power-microcontrollers-group/msp430/f/msp-low-power-microcontroller-forum/977704/msp430fr5994-rtc-interrupt-vector-priority"&gt;MSP430FR5994: RTC interrupt vector priority&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Thanks&lt;/p&gt;
&lt;p&gt;Best Regards,&lt;br /&gt;Peter&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>ADS52J90EVM: High Speed Data Converter Pro not support ADS52J90EVM</title><link>https://e2e.ti.com/thread/1682826?ContentTypeID=0</link><pubDate>Wed, 16 Sep 2026 14:45:16 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:a638badd-f2b6-47c6-a58d-d93da7bf7521</guid><dc:creator>Mario D</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1682826?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/administrators1/ultrasonic1/f/ultrasonic-sensing-forum/1682826/ads52j90evm-high-speed-data-converter-pro-not-support-ads52j90evm/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; ADS52J90EVM&lt;/p&gt;&lt;p data-path-to-node="5,0"&gt;Hello,&lt;/p&gt;
&lt;p data-path-to-node="5,1"&gt;I am working with the &lt;strong data-index-in-node="22" data-path-to-node="5,1"&gt;ADS52J90EVM&lt;/strong&gt; connected to the &lt;strong data-index-in-node="51" data-path-to-node="5,1"&gt;TSW14J50EVM&lt;/strong&gt; capture card.&lt;/p&gt;
&lt;p data-path-to-node="5,2"&gt;I noticed that the latest version of High Speed Data Converter Pro (v5.31) no longer includes support or configuration files for the ADS52J90 in the device drop-down menu.&lt;/p&gt;
&lt;p data-path-to-node="5,3"&gt;Could you please provide a download link for an older version of HSDC Pro that supports the ADS52J90&amp;nbsp;?&lt;/p&gt;
&lt;p data-path-to-node="5,4"&gt;Thank you in advance for your support&lt;/p&gt;</description></item><item><title>MSP430FR6047: [MSP430FR6047] Schematic Review: Ultrasonic Flow Meter with 8-MUX LCD and RS485 Modbus</title><link>https://e2e.ti.com/thread/1681840?ContentTypeID=0</link><pubDate>Mon, 14 Sep 2026 07:22:10 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:743bb120-4fcd-474c-a822-e595033784f7</guid><dc:creator>Phuong Dang</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1681840?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/administrators1/ultrasonic1/f/ultrasonic-sensing-forum/1681840/msp430fr6047-msp430fr6047-schematic-review-ultrasonic-flow-meter-with-8-mux-lcd-and-rs485-modbus/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; MSP430FR6047&lt;/p&gt;&lt;p&gt;Hi TI Support Team, Could you please help review the schematic for our new custom Ultrasonic Flow Meter design based on the MSP430FR6047?&lt;br /&gt;Please let me know if you need any additional information or design files.&lt;br /&gt;Thank you for your support! &amp;nbsp;&lt;/p&gt;</description></item><item><title>MSP430-SDK: MSP430FR6043EVM: Single Transducer Pulse-Echo Setup for AdBlue Quality/Density Measurement in USS GUI</title><link>https://e2e.ti.com/thread/1681363?ContentTypeID=0</link><pubDate>Fri, 11 Sep 2026 04:56:44 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:6075353d-d3df-4d21-883d-314e36913822</guid><dc:creator>yusuf se&amp;#231;ilmiş</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1681363?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/administrators1/ultrasonic1/f/ultrasonic-sensing-forum/1681363/msp430-sdk-msp430fr6043evm-single-transducer-pulse-echo-setup-for-adblue-quality-density-measurement-in-uss-gui/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; MSP430-SDK&lt;/p&gt;&lt;p&gt;Hi TI E2E Team,&lt;/p&gt;
&lt;p&gt;I am working with the &lt;strong&gt;MSP430FR6043 Ultrasonic Sensing Evaluation Module (EVM) &lt;/strong&gt;and the &lt;strong&gt;Ultrasonic Sensing Design Center (USS) GUI&lt;/strong&gt;.&lt;/p&gt;
&lt;p&gt;My goal is to &lt;strong&gt;measure the concentration / quality of AdBlue liquid &lt;/strong&gt;using a &lt;strong&gt;single ultrasonic transducer &lt;/strong&gt;operating in a pulse-echo mode (transmit signal -&amp;gt; bounce off a fixed reflector -&amp;gt; receive echo on the same transducer).&lt;/p&gt;
&lt;p&gt;Since standard flow-metering examples rely on a dual-transducer bi-directional setup (upstream/downstream), I would like to get step-by-step guidance on setting up a single-transducer pulse-echo configuration:&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;1. Hardware Connections:&lt;/strong&gt;&lt;br /&gt;Which specific channel header/pins should I use for connecting a single transducer for both pulse transmission and echo reception? Are any jumper configurations required on the MSP430FR6043EVM?&lt;/p&gt;
&lt;p&gt;&lt;br /&gt;&lt;strong&gt;2. USS GUI Configuration:&lt;/strong&gt;&lt;br /&gt;How should I configure the System Configuration in the USS Design Center GUI for single-transducer operation (e.g., channel selection, gain settings, and capture window timing for liquid reflection)?&lt;/p&gt;
&lt;p&gt;&lt;br /&gt;&lt;strong&gt;3. Software / USS Library Configuration:&lt;/strong&gt;&lt;br /&gt;How can I adapt the demo firmware (or USS Library parameters) in Code Composer Studio (CCS) to execute a single-ended pulse-echo capture sequence without expecting a second channel?&lt;/p&gt;
&lt;p&gt;Thank you for your guidance and recommendations.&lt;/p&gt;
&lt;p&gt;Best regards,&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;</description></item><item><title>RE: TX08DEVM: TX08DEVM Question</title><link>https://e2e.ti.com/thread/6470148?ContentTypeID=1</link><pubDate>Wed, 02 Sep 2026 03:27:15 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:91b089bc-b9d0-49f5-9f97-e8a0c5de2ae0</guid><dc:creator>yin lu</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6470148?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/administrators1/ultrasonic1/f/ultrasonic-sensing-forum/1677932/tx08devm-tx08devm-question/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;The explanation above is clear. However, the only document currently available on your website is the TX08D_Datasheet_Short_sbasaw7a.pdf. Are there any other more detailed technical documents (such as a full datasheet) for the TX08D chip? Additionally, is the schematic for the TX08DEVM available? We would like to obtain these resources to facilitate our upcoming custom system PCB design.&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TX08DEVM: TX08DEVM Question</title><link>https://e2e.ti.com/thread/1677932?ContentTypeID=0</link><pubDate>Mon, 31 Aug 2026 10:25:32 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:f1de18f7-ba9d-42a1-bd25-9970f1ec954c</guid><dc:creator>yin lu</dc:creator><slash:comments>2</slash:comments><comments>https://e2e.ti.com/thread/1677932?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/administrators1/ultrasonic1/f/ultrasonic-sensing-forum/1677932/tx08devm-tx08devm-question/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; TX08DEVM&lt;/p&gt;&lt;pre&gt;Does TI provide a recommended reference design or interface/adapter board for connecting TX08D to an actual piezoelectric probe? &lt;br /&gt;For real transducer evaluation, should we design a separate TX08D board based on the EVM schematic rather than modifying the TX08DEVM? &lt;br /&gt;What output damping/matching/protection network does TI recommend between TX08D and a 4 MHz piezoelectric array element? &lt;br /&gt;How should the TX08D T/R switch interface with the receive AFE in a pulse-echo system?Also, please share the detailed specs of the main chip and the schematics for the TX08DEVM board so we can use them for future application development.&amp;quot;&lt;/pre&gt;</description></item><item><title>RE: TX08DEVM: TX08DEVM Question</title><link>https://e2e.ti.com/thread/6468000?ContentTypeID=1</link><pubDate>Mon, 31 Aug 2026 17:27:09 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:d81957d1-bf0f-44fc-a1c2-e81656052a8e</guid><dc:creator>Roshan Divakar</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/6468000?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/administrators1/ultrasonic1/f/ultrasonic-sensing-forum/1677932/tx08devm-tx08devm-question/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi, no we don&amp;#39;t have any reference design for connecting TX08D to a actual transducer. Ideally, our customers build their own system PCB which has the relevent HV Muxes and switches requried to map the TX08D channels to the transducer elements. As such, there is no damping or protection network requried. Regarding matching, the circuit will be highly dependent on the transducer load, and we don&amp;#39;t have much exertise in the tuning circuits for the transducer. The TX08D has receive outputs which are the outputs of T/R Switch that can be connected to the AFE inputs.&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TX08DEVM: TX08DEVM Troubleshooting</title><link>https://e2e.ti.com/thread/1676995?ContentTypeID=0</link><pubDate>Thu, 27 Aug 2026 01:34:38 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:9ff13c61-4f23-4622-b772-bcf2b3d1b8ad</guid><dc:creator>yin lu</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1676995?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/administrators1/ultrasonic1/f/ultrasonic-sensing-forum/1676995/tx08devm-tx08devm-troubleshooting/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; TX08DEVM&lt;/p&gt;&lt;p&gt;We are currently debugging the TX08D using the TX08DEVM.&lt;/p&gt;
&lt;p&gt;The EVM powers up normally, the USB/GUI connection works correctly, and the initial diagnostics pass. However, when following the&amp;nbsp;&lt;em&gt;TX08DEVM User Guide (SBAU469)&lt;/em&gt;&amp;nbsp;to generate both the built-in LIN waveform and a custom waveform, there is no LIN output, and the following errors are reported:&lt;/p&gt;
&lt;ul data-spread="false"&gt;
&lt;li&gt;TX_START_ERR&lt;/li&gt;
&lt;li&gt;LONG_TRAN_ERR_LIN&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;We have attached a short document including our test procedure, GUI settings, and oscilloscope waveforms.&lt;/p&gt;
&lt;p&gt;Could you please help us check whether there is any issue with the configuration, synchronization/trigger settings, or operating sequence?&lt;/p&gt;
&lt;p&gt;As we will continue developing with the TX08D, if possible, we would also appreciate being connected with a TI China technical support engineer/FAE. It would be very helpful if we could add each other on WeChat and create a small technical discussion group with our engineers for further debugging.&lt;/p&gt;
&lt;p&gt;Thank you very much for your support.&lt;a href="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/991/Waveform-Troubleshooting-Report.pdf" target="_blank" rel="noopener" data-temp-id="Waveform Troubleshooting Report.pdf-1360154"&gt;Waveform Troubleshooting Report.pdf&lt;/a&gt;&amp;nbsp;&lt;/p&gt;</description></item><item><title>MSP430FR6045: Specifications for ultrasonic sensors used in ultrasonic water meters based on the MSP430FR6045</title><link>https://e2e.ti.com/thread/1668076?ContentTypeID=0</link><pubDate>Tue, 28 Jul 2026 06:02:04 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:1bd3e2d7-1b89-432a-afaa-40ffc7408018</guid><dc:creator>Kenichi Maruyama</dc:creator><slash:comments>2</slash:comments><comments>https://e2e.ti.com/thread/1668076?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/administrators1/ultrasonic1/f/ultrasonic-sensing-forum/1668076/msp430fr6045-specifications-for-ultrasonic-sensors-used-in-ultrasonic-water-meters-based-on-the-msp430fr6045/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; MSP430FR6045&lt;/p&gt;&lt;div&gt;
&lt;div id="copilot-message-rja" dir="auto"&gt;
&lt;div&gt;
&lt;div dir="auto"&gt;
&lt;div&gt;
&lt;div&gt;
&lt;div data-testid="loading-message"&gt;
&lt;div&gt;
&lt;div&gt;
&lt;div id="response-idrj8" data-testid="lastChatMessage"&gt;
&lt;div&gt;
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&lt;div dir="auto" data-message-type="Chat" data-testid="markdown-reply"&gt;
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&lt;p&gt;Dear Sir or Madam,&lt;/p&gt;
&lt;p&gt;I am currently considering the development of an ultrasonic water meter using the &lt;strong&gt;MSP430FR6045&lt;/strong&gt;.&lt;/p&gt;
&lt;p&gt;Could you please advise on the recommended ultrasonic sensor specifications required to achieve appropriate measurement performance when using the &lt;strong&gt;Ultrasonic Sensing Solution (USS)&lt;/strong&gt; in the MSP430FR6045 for transit-time flow measurement?&lt;/p&gt;
&lt;p&gt;In particular, I would appreciate any recommended values or acceptable ranges for the following parameters.&lt;/p&gt;
&lt;h3&gt;Information Requested&lt;/h3&gt;
&lt;h4&gt;1. Recommended Center Frequency&lt;/h4&gt;
&lt;ul&gt;
&lt;li&gt;Typical frequencies such as 1 MHz, 2 MHz, 4 MHz, etc.&lt;/li&gt;
&lt;li&gt;Frequency ranges generally recommended for water meter applications&lt;/li&gt;
&lt;/ul&gt;
&lt;h4&gt;2. Sensor Capacitance&lt;/h4&gt;
&lt;ul&gt;
&lt;li&gt;Recommended capacitance range&lt;/li&gt;
&lt;li&gt;Capacitance range that can be supported by the USS circuitry&lt;/li&gt;
&lt;/ul&gt;
&lt;h4&gt;3. Electrical Characteristics&lt;/h4&gt;
&lt;ul&gt;
&lt;li&gt;Impedance&lt;/li&gt;
&lt;li&gt;Resonant frequency&lt;/li&gt;
&lt;li&gt;Q factor&lt;/li&gt;
&lt;li&gt;Recommended transmit voltage&lt;/li&gt;
&lt;/ul&gt;
&lt;h4&gt;4. Time Response Characteristics&lt;/h4&gt;
&lt;ul&gt;
&lt;li&gt;Ring-down time (residual vibration decay time)&lt;/li&gt;
&lt;li&gt;Impact on TOF (Time-of-Flight) measurement accuracy&lt;/li&gt;
&lt;li&gt;Recommended values or limits&lt;/li&gt;
&lt;/ul&gt;
&lt;h4&gt;5. Sensor Configuration&lt;/h4&gt;
&lt;ul&gt;
&lt;li&gt;Single-element transducer for both transmit and receive functions&lt;/li&gt;
&lt;li&gt;Separate transmit and receive transducers&lt;/li&gt;
&lt;li&gt;Recommended configuration&lt;/li&gt;
&lt;/ul&gt;
&lt;h4&gt;6. Experience in Water Meter Applications&lt;/h4&gt;
&lt;ul&gt;
&lt;li&gt;Recommended sensor manufacturers&lt;/li&gt;
&lt;li&gt;Recommended sensor part numbers&lt;/li&gt;
&lt;li&gt;Sensors used in reference designs or evaluation platforms&lt;/li&gt;
&lt;/ul&gt;
&lt;h4&gt;7. Pipe Material Considerations&lt;/h4&gt;
&lt;ul&gt;
&lt;li&gt;Any differences in recommended sensor specifications for metal and plastic pipe designs&lt;/li&gt;
&lt;/ul&gt;
&lt;h3&gt;Background&lt;/h3&gt;
&lt;p&gt;We are evaluating a transit-time ultrasonic flow measurement system based on the MSP430FR6045 USS. As part of our sensor selection process, we would like to understand the recommended transducer specifications from the microcontroller/system perspective.&lt;/p&gt;
&lt;p&gt;If available, we would also appreciate information regarding sensor manufacturers and part numbers that have been successfully evaluated or used in similar applications.&lt;/p&gt;
&lt;p&gt;Thank you for your support. We look forward to your guidance.&lt;/p&gt;
&lt;p&gt;Best regards,&lt;/p&gt;
&lt;p&gt;[Your Name]&lt;br /&gt;[Company Name]&lt;br /&gt;[Contact Information]&lt;/p&gt;
&lt;hr /&gt;
&lt;p&gt;This wording is professional and is designed to encourage responses such as:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Recommended operating frequency (e.g., &lt;strong&gt;1 MHz preferred&lt;/strong&gt;)&lt;/li&gt;
&lt;li&gt;Acceptable transducer capacitance range (e.g., &lt;strong&gt;1&amp;ndash;2 nF&lt;/strong&gt;)&lt;/li&gt;
&lt;li&gt;Maximum recommended ring-down time&lt;/li&gt;
&lt;li&gt;Recommended or validated sensor manufacturers and part numbers (e.g., &lt;strong&gt;TDK, Prowave, Audiowell&lt;/strong&gt;, etc.)&lt;/li&gt;
&lt;li&gt;Sensors used in TI reference designs or customer applications.&lt;/li&gt;
&lt;li&gt;
&lt;div&gt;
&lt;p&gt;In particular, we would appreciate it if you could recommend any ultrasonic sensors from Japanese manufacturers that are suitable for use with the MSP430FR6045.&lt;/p&gt;
&lt;p&gt;In addition, if reference test data, expected performance metrics, or acceptance criteria are available for sensor and evaluation board combinations, please share them with us. Such information would be very helpful in establishing our evaluation and validation process.&lt;/p&gt;
&lt;/div&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div&gt;&amp;nbsp;&lt;/div&gt;
&lt;/div&gt;</description></item><item><title>RE: MSP430FR6045: Specifications for ultrasonic sensors used in ultrasonic water meters based on the MSP430FR6045</title><link>https://e2e.ti.com/thread/6451822?ContentTypeID=1</link><pubDate>Mon, 17 Aug 2026 00:54:46 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:24d4a131-4961-4769-b684-87c68e2346ce</guid><dc:creator>Kenichi Maruyama</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6451822?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/administrators1/ultrasonic1/f/ultrasonic-sensing-forum/1668076/msp430fr6045-specifications-for-ultrasonic-sensors-used-in-ultrasonic-water-meters-based-on-the-msp430fr6045/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hello, Peter Jiang,&lt;/p&gt;
&lt;p&gt;&lt;br /&gt;Thank you for your reply. I&amp;rsquo;ll use the information you provided to help me select a sensor.&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TX08DEVM: Linamp not outputting signal on TX</title><link>https://e2e.ti.com/thread/1672447?ContentTypeID=0</link><pubDate>Tue, 11 Aug 2026 19:08:36 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:e764921e-ce99-4817-ab3b-a8bd2b9d98c1</guid><dc:creator>Andrew Ouellette</dc:creator><slash:comments>2</slash:comments><comments>https://e2e.ti.com/thread/1672447?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/administrators1/ultrasonic1/f/ultrasonic-sensing-forum/1672447/tx08devm-linamp-not-outputting-signal-on-tx/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; TX08DEVM&lt;/p&gt;&lt;p&gt;I&amp;#39;ve got the board setup as per the manual and can see an output on the HV Pulsar_Pat but nothing seems to be working in terms of the Lin_Amp_Pat section of the demo code.&lt;/p&gt;
&lt;p&gt;Not sure if some enable box is missing somewhere along the setup process but I&amp;#39;ve tried most of the settings and have had no luck. All board diagnostics seem to be working.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;</description></item><item><title>RE: TX08DEVM: Linamp not outputting signal on TX</title><link>https://e2e.ti.com/thread/6447819?ContentTypeID=1</link><pubDate>Wed, 12 Aug 2026 04:48:35 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:f7499282-c5cd-4a4a-9cda-2aa9094f306b</guid><dc:creator>Roshan Divakar</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6447819?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/administrators1/ultrasonic1/f/ultrasonic-sensing-forum/1672447/tx08devm-linamp-not-outputting-signal-on-tx/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hello, that is expected as the latency to fetch the data from memory in Lin-Amp mode is longer than that of pulser. The latency details are mentioned in the datasheet which you can refer to.&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: MSP430FR6045: Specifications for ultrasonic sensors used in ultrasonic water meters based on the MSP430FR6045</title><link>https://e2e.ti.com/thread/6447783?ContentTypeID=1</link><pubDate>Wed, 12 Aug 2026 03:56:08 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:79e4305b-92b9-41f7-870a-748e3d101bb1</guid><dc:creator>Peter Jiang</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/6447783?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/administrators1/ultrasonic1/f/ultrasonic-sensing-forum/1668076/msp430fr6045-specifications-for-ultrasonic-sensors-used-in-ultrasonic-water-meters-based-on-the-msp430fr6045/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi Kenichi,&lt;/p&gt;
&lt;p&gt;Sorry for the late reply since it might be some system issues that cause us missing this thread.&lt;/p&gt;
&lt;p&gt;&lt;span&gt;Based on the mass‑production experience together with our customers, we have included the transducer recommendations in the document&amp;nbsp;&lt;/span&gt;&lt;a href="https://www.ti.com/lit/an/slaa837a/slaa837a.pdf?ts=1777387828589&amp;amp;ref_url=https%253A%252F%252Fwww.google.com%252F"&gt;FAQ on ultrasonic sensing technology&lt;/a&gt;(as shown below),&amp;nbsp;&lt;span&gt;Audiowell and Jiakang transducers are common, recommended choices and typically pair well with MSP430FR604x devices&lt;/span&gt;, the links in the document may not work but you can use the links provided below to view the recommended models. These models might be a bit outdated and of course, other new transducers from these recommended manufacturers with similar &lt;span&gt;specifications &lt;/span&gt;can also be used.&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/991/pastedimage1786505130774v1.png" alt=" " /&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="https://www.globalsources.com/product/ultrasonic-flowmeter-sensor_1210054343f.htm"&gt;JIAKANG 1MHz PSC1.0M020160H2AD0-B0&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="https://www.audiowell.com/flowsensorwithpipe/79.html"&gt;Audiowell Model：HS0003&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;Thanks&lt;/p&gt;
&lt;p&gt;Best Regards,&lt;br /&gt;Peter&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: TX08DEVM: Linamp not outputting signal on TX</title><link>https://e2e.ti.com/thread/6447470?ContentTypeID=1</link><pubDate>Tue, 11 Aug 2026 21:00:19 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:bcd7a684-0721-4576-af6e-2abb3912b5cd</guid><dc:creator>Andrew Ouellette</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/6447470?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/administrators1/ultrasonic1/f/ultrasonic-sensing-forum/1672447/tx08devm-linamp-not-outputting-signal-on-tx/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;It appears the delay in the Linamp pulse relative to the trigger signal is significantly longer than in the regular HV pulsar.&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>MSP430FR6043: Design Review : Ultrasonic Water meter Using MSP430FR6043</title><link>https://e2e.ti.com/thread/1671629?ContentTypeID=0</link><pubDate>Fri, 07 Aug 2026 21:55:01 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:c3471f70-66ec-4ca1-8b61-0cacc19bb117</guid><dc:creator>Ezra Mohammed</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1671629?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/administrators1/ultrasonic1/f/ultrasonic-sensing-forum/1671629/msp430fr6043-design-review-ultrasonic-water-meter-using-msp430fr6043/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; MSP430FR6043&lt;/p&gt;&lt;p&gt;Hi everyone,&lt;/p&gt;
&lt;p&gt;We are currently working on a Smart Ultrasonic Water Meter using the TI MSP430FR6043 controller. Previously, we designed a two-layer board, but it barely functioned due to excessive noise. We have since redesigned both the PCB and the schematics. I would appreciate it if you could review our work and provide your feedback.&amp;nbsp;&lt;br /&gt;&lt;a href="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/991/Smart-Ultrasonic-Water-meter.pdf" target="_blank" rel="noopener" data-temp-id="Smart Ultrasonic Water meter.pdf-621783"&gt;Smart Ultrasonic Water meter.pdf&lt;/a&gt;&amp;nbsp;&lt;br /&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/991/2211.image.png" alt="image.png" width="691" height="651" data-temp-id="image.png-78975" /&gt;&lt;br /&gt;TOP Layer SIgnal&amp;nbsp;&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/991/06402.image.png" alt="image.png" width="686" height="662" data-temp-id="image.png-46528" /&gt; &lt;br /&gt;2. Layer 2: GND&lt;br /&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/991/6835.image.png" alt="image.png" width="714" height="681" data-temp-id="image.png-51348" /&gt;&lt;br /&gt;3: Layer 3: PWR + GND&lt;br /&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/991/0640.image.png" alt="image.png" width="703" height="691" data-temp-id="image.png-53024" /&gt;&lt;br /&gt;Buttom Layer : GND&lt;br /&gt;i splt the USS_GND and the GND and connect them by Net Tie&lt;br /&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/991/45711.image.png" alt="image.png" data-temp-id="image.png-121833" /&gt;&lt;br /&gt;Thank&amp;nbsp;you! &amp;nbsp;&lt;br /&gt;Ezra M.&lt;/p&gt;</description></item><item><title>TMUX9832: TMUX9832 Datasheet Request</title><link>https://e2e.ti.com/thread/1670566?ContentTypeID=0</link><pubDate>Wed, 05 Aug 2026 08:21:34 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:0a51c6e9-fb8b-452f-a73c-682e797ed196</guid><dc:creator>Joshua M&amp;amp;#39;Caw</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1670566?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/administrators1/ultrasonic1/f/ultrasonic-sensing-forum/1670566/tmux9832-tmux9832-datasheet-request/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; TMUX9832&lt;/p&gt;&lt;p&gt;Hi there,&lt;/p&gt;
&lt;p&gt;I am looking to get access to the datasheet for the TMUX9832 chip. I submitted a request through the secure resources portal over a week ago, but have not heard anything back. Can anyone from TI help with this request?&lt;/p&gt;</description></item><item><title>MSP430FR5043: The transient abrupt change</title><link>https://e2e.ti.com/thread/1670137?ContentTypeID=0</link><pubDate>Tue, 04 Aug 2026 08:25:12 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:c9806cb8-813e-4a78-a4da-5c9167b7df28</guid><dc:creator>Tommy</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1670137?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/administrators1/ultrasonic1/f/ultrasonic-sensing-forum/1670137/msp430fr5043-the-transient-abrupt-change/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; MSP430FR5043&lt;/p&gt;&lt;p&gt;Hi E2E,&lt;/p&gt;
&lt;p&gt;We measured the following data in the fluid laboratory:&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/991/0804_5F00_1.png" alt="0804_1.png" data-temp-id="0804_1.png-272272" /&gt;&lt;/p&gt;
&lt;p&gt;What are some possible reasons for this data representation? What should we do?&lt;/p&gt;
&lt;p&gt;BR&lt;/p&gt;</description></item><item><title>AFE7960EVM-DOC-CERT: require python script bSocket.py</title><link>https://e2e.ti.com/thread/1668423?ContentTypeID=0</link><pubDate>Tue, 28 Jul 2026 22:03:53 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:3cbc0ed7-d0ee-4fe1-981d-05d920181e0e</guid><dc:creator>Russell Petherick</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1668423?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/administrators1/ultrasonic1/f/ultrasonic-sensing-forum/1668423/afe7960evm-doc-cert-require-python-script-bsocket-py/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; AFE7960EVM-DOC-CERT&lt;/p&gt;&lt;p&gt;Hi.&lt;/p&gt;
&lt;p&gt;I have the TX7516EVM kit and as part of my evaluation I need to control the Latte GUI from Matlab.&lt;/p&gt;
&lt;p&gt;TI provides a python script to facilitate connection to the Latte server called &amp;#39;bSocket.py&amp;#39; (see SBAA397)&lt;/p&gt;
&lt;p&gt;can you please make this script available to me or provide documentation for the transmit header format so that I can implete my own script.&lt;/p&gt;
&lt;p&gt;Thank you&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;</description></item><item><title>TMUX9832: TMUX9832 – Abnormal Output Signal Observed on Specific Channel</title><link>https://e2e.ti.com/thread/1654749?ContentTypeID=0</link><pubDate>Fri, 12 Jun 2026 01:02:21 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:3d4025f8-6119-43d7-91b8-e8178de9cd24</guid><dc:creator>sunmi yeo</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1654749?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/administrators1/ultrasonic1/f/ultrasonic-sensing-forum/1654749/tmux9832-tmux9832-abnormal-output-signal-observed-on-specific-channel/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; TMUX9832&lt;/p&gt;&lt;p data-end="98" data-start="77"&gt;Dear TI Support Team,&lt;/p&gt;
&lt;p data-end="235" data-start="100"&gt;We are currently using the TMUX9832 (QFN package) in an ultrasound system and have observed abnormal output waveforms on some channels.&lt;/p&gt;
&lt;p data-end="351" data-start="237"&gt;The input signal is normal, but the output signal from the TMUX9832 appears distorted on certain devices/channels.&lt;/p&gt;
&lt;p data-end="497" data-start="353"&gt;We would appreciate your support in understanding the possible causes and recommended diagnostic tests before replacing or decapping t&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/991/input_5F002800_pin.58_2900_.jpg" alt="input_(pin.58).jpg" data-temp-id="input_(pin.58).jpg-2785259" /&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/991/output_2800_pin.51_2900_.jpg" alt="output(pin.51).jpg" data-temp-id="output(pin.51).jpg-3280204" /&gt;he device.&lt;/p&gt;</description></item><item><title>RE: TMUX9832: TMUX9832 – Abnormal Output Signal Observed on Specific Channel</title><link>https://e2e.ti.com/thread/6389101?ContentTypeID=1</link><pubDate>Fri, 19 Jun 2026 15:08:41 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:ca10f069-a17e-4907-afa0-fc2e797396ff</guid><dc:creator>Nir Gilgur</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6389101?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/administrators1/ultrasonic1/f/ultrasonic-sensing-forum/1654749/tmux9832-tmux9832-abnormal-output-signal-observed-on-specific-channel/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hello Sunmi,&lt;/p&gt;
&lt;p&gt;I apologize for the late response, E2E tends to be buggy sometimes and some posts don&amp;#39;t appear on my side.&lt;/p&gt;
&lt;p&gt;Can you specify which channels you are seeing these abnormal signals? &lt;br /&gt;Is the top picture shows a good signal and the bottom one a bad one?&lt;br /&gt;Is there any difference in loadings between the channels? Is there a schematic you can share?&lt;/p&gt;
&lt;p&gt;Can you also share waveforms of input vs output both for the &amp;quot;good&amp;quot; and &amp;quot;bad&amp;quot; channels?&lt;/p&gt;
&lt;p&gt;Thanks,&lt;/p&gt;
&lt;p&gt;Nir&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>PGA460-Q1: PGA460 Q1 BOOSTXL circuit not getting Echo</title><link>https://e2e.ti.com/thread/1650804?ContentTypeID=0</link><pubDate>Sun, 31 May 2026 09:33:55 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:fe4129c9-ae79-41af-981e-228a8d8b0489</guid><dc:creator>Jaya Shree</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1650804?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/administrators1/ultrasonic1/f/ultrasonic-sensing-forum/1650804/pga460-q1-pga460-q1-boostxl-circuit-not-getting-echo/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; PGA460-Q1&lt;/p&gt;&lt;div data-copy-service-computed-style="font-family: &amp;quot;Google Sans&amp;quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 12px 0px 16px; text-decoration: none; border-bottom: 0px rgb(230, 232, 240);" data-processed="true" data-complete="true" data-hveid="CAAIBhAA" data-sfc-cb="" data-sfc-root="c" data-sfc-cp=""&gt;Hello TI Support Team,&lt;!--TgQPHd|[]--&gt;&lt;/div&gt;
&lt;div data-copy-service-computed-style="font-family: &amp;quot;Google Sans&amp;quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 12px 0px 16px; text-decoration: none; border-bottom: 0px rgb(230, 232, 240);" data-processed="true" data-complete="true" data-hveid="CAAIBxAA" data-sfc-cb="" data-sfc-root="c" data-sfc-cp=""&gt;I am currently working with the PGA460-BOOSTXL EVM along with the transducer daughterboard. I have carefully followed the step-by-step instructions provided in the official TI setup video, but I am unable to receive any echo signal in the GUI.&lt;!--TgQPHd|[]--&gt;&lt;/div&gt;
&lt;div data-copy-service-computed-style="font-family: &amp;quot;Google Sans&amp;quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 12px 0px 16px; text-decoration: none; border-bottom: 0px rgb(230, 232, 240);" data-processed="true" data-complete="true" data-hveid="CAAICBAA" data-sfc-cb="" data-sfc-root="c" data-sfc-cp=""&gt;Here are the details of my setup:&lt;!--TgQPHd|[]--&gt;&lt;/div&gt;
&lt;ul data-copy-service-computed-style="font-family: &amp;quot;Google Sans&amp;quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 12px 0px 16px; text-decoration: none; border-bottom: 0px rgb(230, 232, 240);" data-processed="true" data-complete="true" data-sfc-cb="" data-sfc-root="c"&gt;
&lt;li data-copy-service-computed-style="font-family: &amp;quot;Google Sans&amp;quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 0px 0px 12px; text-decoration: none; border-bottom: 0px rgb(230, 232, 240);" data-sae="" data-complete="true" data-hveid="CAAICRAA" data-sfc-cb="" data-sfc-root="c" data-sfc-cp=""&gt;&lt;span data-copy-service-computed-style="font-family: &amp;quot;Google Sans&amp;quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 0px; text-decoration: none; border-bottom: 0px rgb(230, 232, 240);" data-complete="true" data-sfc-cb="" data-sfc-root="c" data-sfc-cp=""&gt;&lt;strong data-copy-service-computed-style="font-family: &amp;quot;Google Sans&amp;quot;, Arial, sans-serif; font-size: 16px; font-weight: 600; margin: 0px; text-decoration: none; border-bottom: 0px rgb(230, 232, 240);" data-complete="true" data-sfc-cb="" data-sfc-root="c"&gt;Hardware:&lt;!--TgQPHd|[]--&gt;&lt;/strong&gt; PGA460-BOOSTXL Evaluation Module with the included Transducer Daughterboard.&lt;!--TgQPHd|[]--&gt;&lt;/span&gt;&lt;!--TgQPHd|[]--&gt;&lt;/li&gt;
&lt;li data-copy-service-computed-style="font-family: &amp;quot;Google Sans&amp;quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 0px 0px 12px; text-decoration: none; border-bottom: 0px rgb(230, 232, 240);" data-sae="" data-complete="true" data-hveid="CAAICRAB" data-sfc-cb="" data-sfc-root="c" data-sfc-cp=""&gt;&lt;span data-copy-service-computed-style="font-family: &amp;quot;Google Sans&amp;quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 0px; text-decoration: none; border-bottom: 0px rgb(230, 232, 240);" data-complete="true" data-sfc-cb="" data-sfc-root="c" data-sfc-cp=""&gt;&lt;strong data-copy-service-computed-style="font-family: &amp;quot;Google Sans&amp;quot;, Arial, sans-serif; font-size: 16px; font-weight: 600; margin: 0px; text-decoration: none; border-bottom: 0px rgb(230, 232, 240);" data-complete="true" data-sfc-cb="" data-sfc-root="c"&gt;Software:&lt;!--TgQPHd|[]--&gt;&lt;/strong&gt; PGA460 EVM GUI.&lt;!--TgQPHd|[]--&gt;&lt;/span&gt;&lt;!--TgQPHd|[]--&gt;&lt;/li&gt;
&lt;li data-copy-service-computed-style="font-family: &amp;quot;Google Sans&amp;quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 0px 0px 12px; text-decoration: none; border-bottom: 0px rgb(230, 232, 240);" data-sae="" data-complete="true" data-hveid="CAAICRAC" data-sfc-cb="" data-sfc-root="c" data-sfc-cp=""&gt;&lt;span data-copy-service-computed-style="font-family: &amp;quot;Google Sans&amp;quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 0px; text-decoration: none; border-bottom: 0px rgb(230, 232, 240);" data-complete="true" data-sfc-cb="" data-sfc-root="c" data-sfc-cp=""&gt;&lt;strong data-copy-service-computed-style="font-family: &amp;quot;Google Sans&amp;quot;, Arial, sans-serif; font-size: 16px; font-weight: 600; margin: 0px; text-decoration: none; border-bottom: 0px rgb(230, 232, 240);" data-complete="true" data-sfc-cb="" data-sfc-root="c"&gt;Problem:&lt;!--TgQPHd|[]--&gt;&lt;/strong&gt; The device does not register or display any echo data during a burst/listen command.&lt;!--TgQPHd|[]--&gt;&lt;/span&gt;&lt;!--TgQPHd|[]--&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;!--TgQPHd|[]--&gt;
&lt;div data-copy-service-computed-style="font-family: &amp;quot;Google Sans&amp;quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 12px 0px 16px; text-decoration: none; border-bottom: 0px rgb(230, 232, 240);" data-processed="true" data-complete="true" data-hveid="CAAIChAA" data-sfc-cb="" data-sfc-root="c" data-sfc-cp=""&gt;I have attached a screenshot of my GUI window showing my current register settings, thresholds, and the blank echo data plot for reference.&lt;!--TgQPHd|[]--&gt;&lt;/div&gt;
&lt;div data-copy-service-computed-style="font-family: &amp;quot;Google Sans&amp;quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 12px 0px 16px; text-decoration: none; border-bottom: 0px rgb(230, 232, 240);" data-processed="true" data-complete="true" data-hveid="CAAICxAA" data-sfc-cb="" data-sfc-root="c" data-sfc-cp=""&gt;Could you please help me troubleshoot why the echo is missing? Let me know if you need me to verify specific jumper configurations, register values, or supply voltages.&lt;/div&gt;
&lt;div data-copy-service-computed-style="font-family: &amp;quot;Google Sans&amp;quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 12px 0px 16px; text-decoration: none; border-bottom: 0px rgb(230, 232, 240);" data-processed="true" data-complete="true" data-hveid="CAAICxAA" data-sfc-cb="" data-sfc-root="c" data-sfc-cp=""&gt;&amp;nbsp;&lt;/div&gt;
&lt;div data-copy-service-computed-style="font-family: &amp;quot;Google Sans&amp;quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 12px 0px 16px; text-decoration: none; border-bottom: 0px rgb(230, 232, 240);" data-processed="true" data-complete="true" data-hveid="CAAICxAA" data-sfc-cb="" data-sfc-root="c" data-sfc-cp=""&gt;&amp;nbsp;&lt;/div&gt;
&lt;div data-copy-service-computed-style="font-family: &amp;quot;Google Sans&amp;quot;, Arial, sans-serif; font-size: 16px; font-weight: 400; margin: 12px 0px 16px; text-decoration: none; border-bottom: 0px rgb(230, 232, 240);" data-processed="true" data-complete="true" data-hveid="CAAICxAA" data-sfc-cb="" data-sfc-root="c" data-sfc-cp=""&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/991/Screenshot-_2800_107_2900_.png" alt="Screenshot (107).png" data-temp-id="Screenshot (107).png-122503" /&gt;&lt;/div&gt;</description></item><item><title>RE: PGA460-Q1: PGA460 Q1 BOOSTXL circuit not getting Echo</title><link>https://e2e.ti.com/thread/6383333?ContentTypeID=1</link><pubDate>Mon, 15 Jun 2026 20:52:38 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:f2ce4079-5259-42ba-bd23-c5d45d414480</guid><dc:creator>Alicia Rosenberger</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6383333?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/administrators1/ultrasonic1/f/ultrasonic-sensing-forum/1650804/pga460-q1-pga460-q1-boostxl-circuit-not-getting-echo/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi Jaya,&lt;/p&gt;
&lt;p&gt;Thank you for posting to the Sensors forum!&lt;/p&gt;
&lt;p&gt;I am so sorry for missing this thread, I am not sure why I wasn&amp;#39;t able to find it until now. But I saw your newer thread on this same topic and went ahead and replied to the newer thread.&lt;/p&gt;
&lt;p&gt;I will go ahead and close this thread and we can continue the conversation on this topic there.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;a href="https://e2e.ti.com/support/sensors-group/sensors/f/sensors-forum/1655110/pga460-q1-not-getting-echo"&gt;PGA460-Q1: Not getting echo&lt;/a&gt;&amp;nbsp;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Best,&lt;/p&gt;
&lt;p&gt;~Alicia&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>MSP430FR5043: Power supply and consumption questions for MSP430FR5043</title><link>https://e2e.ti.com/thread/1651129?ContentTypeID=0</link><pubDate>Mon, 01 Jun 2026 14:01:27 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:31f0b531-a8a7-4e9a-8bec-b6af01fac8bc</guid><dc:creator>Anthony Davidson</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1651129?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/administrators1/ultrasonic1/f/ultrasonic-sensing-forum/1651129/msp430fr5043-power-supply-and-consumption-questions-for-msp430fr5043/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; MSP430FR5043&lt;/p&gt;&lt;div&gt;We are working on an ultrasonic water flow design based on the MSP430FR503.&lt;/div&gt;
&lt;div&gt;&amp;nbsp;&lt;/div&gt;
&lt;div&gt;First, there seems to be some weirdness with the recommended operating conditions for the power rails. The datasheet recommends that the power supply pins be powered from the same source, that is, AVCC, DVCC, and PVCC should all be connected together. However, the supply range in Table 8.3 on page 30 says the recommended range for DVCC and AVCC is 1.8 to 3.6 V and the range for PVCC is 2.2 to 3.6 V. Since the supply pins are recommended to be connected together, doesn&amp;#39;t that mean that the DVCC and AVCC supply should also be 2.2 to 3.6 V?&lt;/div&gt;
&lt;div&gt;&amp;nbsp;&lt;/div&gt;
&lt;div&gt;Next, all the power consumption data shown in the datasheet from page 31 to 35 are at a VCC equal to 2.2 V or 3.0 V. We are powering the chip at 3.3 V and not able to achieve power consumptions close to that shown in the datasheet. Are we missing something or is the MSP430FR5043 intended to be powered from 3.0 V to achieve the lower power consumption?&lt;/div&gt;
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&lt;div&gt;Next, the datasheet discusses appropriate decoupling for the power supply pins in Note 5 in Table 8.3. The datasheet does not make any recommendations for using ferrite beads to filter the power supply lines. However, the schematic for the evaluation board EVM430-FR6047 shows a ferrite bead being used to filter both AVCC and PVCC. Since the datasheet recommends 22 uF caps as close as possible to the PVCC supply pins, that suggests that the PVCC pins will draw relatively high pulsed current so my question is are the use of ferrite beads a good idea since they will add impedance to the supply line?&amp;nbsp;&lt;/div&gt;</description></item></channel></rss>