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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>Audio forum - Recent Threads</title><link>https://e2e.ti.com/support/audio-group/audio/f/audio-forum</link><description /><dc:language>en-US</dc:language><generator>Telligent Community 13</generator><lastBuildDate>Wed, 12 Aug 2026 15:06:50 GMT</lastBuildDate><atom:link rel="self" type="application/rss+xml" href="https://e2e.ti.com/support/audio-group/audio/f/audio-forum" /><item><title>TAC5142: common-mode sense connection</title><link>https://e2e.ti.com/thread/1672729?ContentTypeID=0</link><pubDate>Wed, 12 Aug 2026 15:06:50 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:f1d254a1-7dba-420c-aa15-1d6f0b8785a7</guid><dc:creator>Marvn Arcangel</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1672729?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/audio-group/audio/f/audio-forum/1672729/tac5142-common-mode-sense-connection/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/TAC5142" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TAC5142&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hi Experts,&lt;/p&gt;
&lt;p&gt;I need help confirming the design below.&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/6/8461.image-_2800_2_2900_.png" alt="image (2).png" data-temp-id="image (2).png-334646"&gt;&lt;/p&gt;
&lt;p&gt;Im working on a project where I want to process FM radio audio digitally and mix it with other digital audio sources. To do this, I&amp;#39;m using an Si4703 (FM radio IC) and a TAC5142 (DAC). I want to use the plugged-in IEM/headphone cable as the RF antenna for the radio.&lt;/p&gt;
&lt;p&gt;The TAC5142 uses a pseudo-differential output with an external common-mode sense. Normally, I would connect the common-mode sense directly to the GND sleeve of the headphone jack.&lt;/p&gt;
&lt;p&gt;However, since I&amp;#39;m using the IEM cable as the RF antenna for the Si4703, I&amp;#39;m not sure how to properly make this connection.&lt;/p&gt;
&lt;p&gt;I connect the OUT2M to the Headphone jack sleeve (CN1 pin 1) through a ferrite bead. The Si4703 FMIP pin is also connected to the ferrite bead. This should be correct right?&lt;/p&gt;
&lt;p&gt;Thanks!&lt;/p&gt;
&lt;p&gt;Marvin&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TLV320AIC3110: TLV320AIC3110 - Current consumption for each rails</title><link>https://e2e.ti.com/thread/1672613?ContentTypeID=0</link><pubDate>Wed, 12 Aug 2026 09:07:49 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:1570bb8d-e1fe-4796-984c-bf1fd1b424a9</guid><dc:creator>Ramakrishna Raja C</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1672613?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/audio-group/audio/f/audio-forum/1672613/tlv320aic3110-tlv320aic3110---current-consumption-for-each-rails/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/TLV320AIC3110" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TLV320AIC3110&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hi Team,&lt;br&gt;&lt;br&gt;Kindly help to share Current consumption for each rails separately.&lt;br&gt;&lt;br&gt;HPVDD&lt;br&gt;AVDD&lt;br&gt;DVDD&lt;br&gt;IOVDD&lt;br&gt;SPLVDD&lt;br&gt;SPRVDD&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TLV320AIC3104: Circuit Design Review Request for TLV320AIC3104IRHBR</title><link>https://e2e.ti.com/thread/1672510?ContentTypeID=0</link><pubDate>Wed, 12 Aug 2026 02:52:22 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:d7b32f03-fa4a-4f48-8aa1-ca19b7719b32</guid><dc:creator>young chen Seo</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1672510?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/audio-group/audio/f/audio-forum/1672510/tlv320aic3104-circuit-design-review-request-for-tlv320aic3104irhbr/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/TLV320AIC3104" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TLV320AIC3104&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Dear TI Team,&lt;/p&gt;
&lt;p&gt;I hope you are doing well.&lt;/p&gt;
&lt;p&gt;We have designed a circuit using the &lt;strong&gt;TLV320AIC3104IRHBR&lt;/strong&gt; to support &lt;strong&gt;speaker and microphone operation&lt;/strong&gt;.&lt;/p&gt;
&lt;p&gt;Could you please review the attached schematic and confirm whether there are any issues with the circuit design or any recommended modifications?&lt;/p&gt;
&lt;p&gt;Please refer to the attached file for the detailed circuit information.&lt;/p&gt;
&lt;p&gt;We would appreciate your feedback and recommendations.&lt;/p&gt;
&lt;p&gt;Thank you for your support.&lt;/p&gt;
&lt;p&gt;Best regards,&lt;/p&gt;
&lt;p&gt;&lt;a href="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/6/GL700_5F00_Motherboard_5F00_TLV320AIC3104IRHBR_5F00_260812.pdf" target="_blank" rel="noopener" data-temp-id="GL700_Motherboard_TLV320AIC3104IRHBR_260812.pdf-483392"&gt;GL700_Motherboard_TLV320AIC3104IRHBR_260812.pdf&lt;/a&gt;&amp;nbsp;&lt;/p&gt;
&lt;div&gt;
&lt;div dir="auto" data-message-model-slug="gpt-5-6-t-mini" data-turn-start-message="true" data-message-id="f88fe5c6-7339-45d3-a33f-18d2c850e40c" data-message-author-role="assistant"&gt;
&lt;div&gt;
&lt;div&gt;
&lt;p data-is-only-node="" data-is-last-node="" data-end="251" data-start="0"&gt;Franklin Technology&lt;br data-end="22" data-start="19"&gt;Young Chen Seo / Senior Research Engineer, HP Team, Logic Part&lt;br data-end="87" data-start="84"&gt;E-mail: &lt;a href="mailto:syc@franklintech.co.kr" rel="noopener" data-end="117" data-start="95"&gt;syc@franklintech.co.kr&lt;/a&gt;&lt;br data-end="120" data-start="117"&gt;Cell: +82-10-7148-1624 / Fax: +82-2-862-8923&lt;br data-end="167" data-start="164"&gt;906 JEI Platz, 186, Gasan Digital-1ro, Geumcheon-gu, Seoul, Republic of Korea, 08502&lt;/p&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>PCM2912A: Adding PTT to Digital Intercom System</title><link>https://e2e.ti.com/thread/1672462?ContentTypeID=0</link><pubDate>Tue, 11 Aug 2026 20:32:19 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:528737dd-393d-4379-be0c-20644875bd6d</guid><dc:creator>Zach Smith</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1672462?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/audio-group/audio/f/audio-forum/1672462/pcm2912a-adding-ptt-to-digital-intercom-system/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/PCM2912A" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;PCM2912A&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt; &lt;a href="https://www.ti.com/product/PCM2902C" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;PCM2902C&lt;/a&gt;&lt;/p&gt;&lt;p&gt;Hello, I am working with a major partner in the communications space and we are looking to make a loudspeaker for a digital intercom system. One of the requirements for the system is to use a digital PTT keying. The chip we are currently designed around is &lt;!--StartFragment--&gt;&lt;span data-olk-copy-source="MessageBody"&gt;PCM2912APJT, but we are also looking into &lt;!--StartFragment--&gt;PCM2902C or any other appropriate audio codec chip. How do you recommend adding the digital PTT mechanism into this design? Is it possible with current hardware or do we need a custom solution. Quantites are in the 1000&amp;#39;s. Thank you.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>AM62D-Q1: Packing 24bits TDM2 signal in one RFIFO entry</title><link>https://e2e.ti.com/thread/1672362?ContentTypeID=0</link><pubDate>Tue, 11 Aug 2026 14:11:56 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:4ab20552-e49d-440d-8922-02bb65a675a4</guid><dc:creator>shun yao</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1672362?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/audio-group/audio/f/audio-forum/1672362/am62d-q1-packing-24bits-tdm2-signal-in-one-rfifo-entry/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/AM62D-Q1" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;AM62D-Q1&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hello Experts,&amp;nbsp;&lt;/p&gt;
&lt;p&gt;In my project, the input signal is in 2-slot TDM format, each slot 12 bits. I am wondering if each RFIFO entry ca store a whoe frame not a single slot. I got the following answer from Forum. But my quesiton is according to reference manual, 1 is a reserved value for AFSRCTL.RMOD. Will this configuraiton work?&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Thanks.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Orinignal Answer:&lt;/p&gt;
&lt;p&gt;Packing 24 bits into one RFIFO entry&lt;/p&gt;
&lt;p&gt;With RMOD=2, McASP completes an RSR&amp;rarr;RBUF&amp;rarr;RFIFO transfer once per slot, giving you 2 RFIFO entries per frame. To pack both slots into a single entry, configure McASP as a single 24-bit slot: set AFSRCTL.RMOD=1, RFMT.RSSZ=0xB (24 bits), RMASK=0x00FFFFFF, and RTDM=0x1. With RMOD=1, McASP treats the frame as one 24-bit slot &amp;mdash; one frame sync followed by 24 bit-clock cycles &amp;mdash; which is exactly what your 2-slot TDM source produces. You get one 32-bit RFIFO entry per frame with the full 24-bit data right-justified in bits[23:0].&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TLV320AIC3256EVM-U: Noob: This Codec with AEC how to achieve it?</title><link>https://e2e.ti.com/thread/1672309?ContentTypeID=0</link><pubDate>Tue, 11 Aug 2026 11:52:01 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:0a4db018-254c-43aa-9ece-f4565a97f5b7</guid><dc:creator>Gokulnath Arcot</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1672309?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/audio-group/audio/f/audio-forum/1672309/tlv320aic3256evm-u-noob-this-codec-with-aec-how-to-achieve-it/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/tool/TLV320AIC3256EVM-U" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;TLV320AIC3256EVM-U&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hello,&lt;br&gt;This is my first time trying to develop an audio wearable (eg. like a walkie-talkie)&lt;br&gt;I have these:&lt;br&gt;-AIC3256USBEVM&lt;br&gt;-Pure Path Studio.&lt;br&gt;&amp;nbsp;&lt;br&gt;I would like to achieve the following functions as mentioned in this diagram:&lt;br&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/6/4527.Image-_2800_3_2900_.jpg" alt="Image (3).jpg" width="455" height="343" data-temp-id="Image (3).jpg-1995546"&gt;&lt;br&gt;&lt;br&gt;My objective:&lt;br&gt;-Mic noise gate (to eliminate the white static background noise -&amp;gt; only voice needed)&lt;br&gt;-Echo cancellation (because Physically the mic is situated close to the speaker eg. Walkie talkie)&lt;br&gt;-need to adjust the speaker volume (stereo ground reference speakers)&lt;br&gt;-Tone generations (eg.a beep sound when max volume is reached etc. )&lt;br&gt;-Dynamic range control (to make sure the voice data is clearer &amp;amp; not sounding metallic etc.)&lt;br&gt;-48 Khz possible or better to stay with 44.1Khz?&amp;nbsp;&lt;br&gt;-My future MCU which manages this codec is PIC32MM.&lt;br&gt;&lt;br&gt;how to achieve this in pure path studio?&amp;nbsp; what block diagrams i need to use?&amp;nbsp;&lt;br&gt;&lt;br&gt;&lt;br&gt;My Current explorations:&lt;br&gt;I achieved Spotify audio playback from this below setup. But I checked with the mic, and the mic input didn&amp;#39;t function (sound recorder app in windows pc). I connected a Samsung wired 3.5mm headset with a mic in it to test.&lt;br&gt;&lt;br&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/6/2474.image.png" alt="image.png" data-temp-id="image.png-22517"&gt;&lt;br&gt;&lt;br&gt;Please let me know how I can achieve this. Need assistance.&lt;br&gt;Thanks a lot in advance.&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TAC5142: Power consumption what is the AVDD current for TAC5142 at AVDD = 1.8 V</title><link>https://e2e.ti.com/thread/1672179?ContentTypeID=0</link><pubDate>Tue, 11 Aug 2026 07:15:41 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:c70ee008-3c78-4b5a-b00b-4ad337739841</guid><dc:creator>Danny Rachmany</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1672179?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/audio-group/audio/f/audio-forum/1672179/tac5142-power-consumption-what-is-the-avdd-current-for-tac5142-at-avdd-1-8-v/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/TAC5142" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TAC5142&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;TAC5142, AVDD=1.8V TDM Target Mode, 32-bit, 48kHz 2 ADC channels + 2 differential line-out DAC channels: What is typical AVDD current consumption?&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>PCM5100A: PCM5100AQPWRQ1- LDOO Value</title><link>https://e2e.ti.com/thread/1672166?ContentTypeID=0</link><pubDate>Tue, 11 Aug 2026 06:29:42 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:2fad7ddd-7b84-46ad-97cb-4b0725ba6b99</guid><dc:creator>Jishna K J</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1672166?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/audio-group/audio/f/audio-forum/1672166/pcm5100a-pcm5100aqpwrq1--ldoo-value/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/PCM5100A" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;PCM5100A&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;div&gt;
&lt;p&gt;Hi Team,&lt;/p&gt;
&lt;p&gt;For PCM5100AQPWRQ1, I need the &lt;strong&gt;LDOO&lt;/strong&gt;&amp;nbsp;&lt;strong&gt;minimum and maximum voltage values&lt;/strong&gt; for analysis. I am unable to locate these values in the datasheet.&lt;/p&gt;
&lt;/div&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TAC5112: Check Codec support 3.5mm audio jack detection</title><link>https://e2e.ti.com/thread/1672108?ContentTypeID=0</link><pubDate>Tue, 11 Aug 2026 00:59:30 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:15c1da2c-cb15-4fee-8c9e-ca0d92e335de</guid><dc:creator>Will Wang47</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1672108?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/audio-group/audio/f/audio-forum/1672108/tac5112-check-codec-support-3-5mm-audio-jack-detection/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/TAC5112" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TAC5112&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt; &lt;a href="https://www.ti.com/product/TAC5212" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TAC5212&lt;/a&gt;, &lt;a href="https://www.ti.com/product/TAC5111" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TAC5111&lt;/a&gt;,&lt;/p&gt;&lt;p&gt;hi team,&lt;/p&gt;
&lt;p&gt;Customer plan to get a codec to sample and drive the 3.5mm audio jack, they need to codec get the input and output detection, which latest part get the feature? Could you help recommend?&lt;/p&gt;
&lt;p&gt;Regards,&lt;/p&gt;
&lt;p&gt;Will&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>PCM2912A: Need USB command for setting PCM2912A Codec gain, using QNX as the device SW</title><link>https://e2e.ti.com/thread/1672099?ContentTypeID=0</link><pubDate>Mon, 10 Aug 2026 23:08:48 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:6e345068-f46d-4c21-82ec-eb72d3699dfb</guid><dc:creator>zack pahlma</dc:creator><slash:comments>3</slash:comments><comments>https://e2e.ti.com/thread/1672099?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/audio-group/audio/f/audio-forum/1672099/pcm2912a-need-usb-command-for-setting-pcm2912a-codec-gain-using-qnx-as-the-device-sw/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/PCM2912A" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;PCM2912A&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Need USB command for setting PCM2912A Codec gain, using QNX as the device SW&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TAS5441-Q1: diagnostic phase repetition detail</title><link>https://e2e.ti.com/thread/1672084?ContentTypeID=0</link><pubDate>Mon, 10 Aug 2026 20:18:00 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:0458dc3d-fd45-4f1f-a283-033430d54d30</guid><dc:creator>Gustavo Monroy</dc:creator><slash:comments>3</slash:comments><comments>https://e2e.ti.com/thread/1672084?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/audio-group/audio/f/audio-forum/1672084/tas5441-q1-diagnostic-phase-repetition-detail/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/TAS5441-Q1" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TAS5441-Q1&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;
&lt;p&gt;Hi,&lt;/p&gt;
&lt;p&gt;there no detail on when the repetition check phase works during diagnosis in the TAS5441-Q1&lt;/p&gt;
&lt;p&gt;What is the exact capacitance threshold that triggers the diagnostic check phase repetition (up to 5 times) in TAS5441-Q1? Is 4&amp;micro;F (the max recommended C(OUT)) already considered a &amp;#39;large capacitor&amp;#39;, or does the repetition only occur above this value?&lt;/p&gt;
&lt;p&gt;If it is above this value, what is the maximum value of capacitance that will cause a diagnostic malfunction after the 5 check phases?&lt;/p&gt;
&lt;p&gt;Could you tell if a fixed current is used to diagnose the load and what is that value in mA?&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Thanks&lt;/p&gt;
&lt;p&gt;Gustavo Monroy&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TAS2781EVM: TAS2783_EVM AMPS162 REV B</title><link>https://e2e.ti.com/thread/1671989?ContentTypeID=0</link><pubDate>Mon, 10 Aug 2026 14:50:21 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:8c69d901-e605-4e71-938b-b220783478ae</guid><dc:creator>Andreas Huber</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1671989?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/audio-group/audio/f/audio-forum/1671989/tas2781evm-tas2783_evm-amps162-rev-b/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/tool/TAS2781EVM" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;TAS2781EVM&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt; &lt;a href="https://www.ti.com/product/TAS2783" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TAS2783&lt;/a&gt;&lt;/p&gt;&lt;p&gt;Hello *,&lt;/p&gt;
&lt;p&gt;I received two EVM Boards.&lt;br&gt;&lt;br&gt;TAS2783EVM-AMPS162B TAS2783. Now may question:&lt;/p&gt;
&lt;p&gt;How can I enable this Board. I get only this Information within PPC3. What do I need to bring this Board to running?&lt;/p&gt;
&lt;p&gt;Best Regards&lt;/p&gt;
&lt;p&gt;Andreas&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/6/6574.image.png" alt="image.png" width="392" height="248" data-temp-id="image.png-527335"&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TLV320AIC3110: TLV320AIC3110IRHBR Schematic review</title><link>https://e2e.ti.com/thread/1671893?ContentTypeID=0</link><pubDate>Mon, 10 Aug 2026 10:27:44 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:57e92e32-073f-4084-8d23-05bd8ce6b6e2</guid><dc:creator>Ramakrishna Raja C</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1671893?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/audio-group/audio/f/audio-forum/1671893/tlv320aic3110-tlv320aic3110irhbr-schematic-review/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/TLV320AIC3110" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TLV320AIC3110&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hi Team,&lt;br&gt;&lt;br&gt;Can someone kindly help to review TLV320AIC3110IRHBR schematics.&lt;br&gt;Kindly give connection request&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>PCM3070: Questions regarding HP output</title><link>https://e2e.ti.com/thread/1671821?ContentTypeID=0</link><pubDate>Mon, 10 Aug 2026 07:43:32 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:52da6e73-4a9f-4234-8c67-584c8e5f7218</guid><dc:creator>Robert Alfred Kecs</dc:creator><slash:comments>3</slash:comments><comments>https://e2e.ti.com/thread/1671821?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/audio-group/audio/f/audio-forum/1671821/pcm3070-questions-regarding-hp-output/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/PCM3070" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;PCM3070&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hi,&lt;/p&gt;
&lt;p&gt;I am useing the PCM3070 s HP outputs single ended, i want to use LDOIN as HP power input in order to get a larger output voltage swing. There is no mention of this configuration but also no mention that it is not valid.&lt;/p&gt;
&lt;p&gt;As for electrical caracteristics I assume Full scale output voltage (0dB) for singl eneded is 1/2 of the differential value. so about 0.889Vrms output?&amp;nbsp;&lt;br&gt;Is this corect? or are there other HW limintations that reduce this value ?&lt;/p&gt;
&lt;p&gt;Should i set CM to 0.75V or 0.9V ? Page 1 / Register 10: Common Mode Control Register - 0x01 / 0x0A&amp;nbsp;&lt;/p&gt;
&lt;p&gt;I think i should set CM=0.9 and Output Common Mode for HPL &amp;amp; HPR is 1.65V .&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Also can the HP output function in DC mode? In the typical aplication all outputs are AC coupled. I was wandering if i can use a HP output as a DC DAC in order to set a DC bias for a circuit. What abut the Line output? I can provide a HiZ input buffer, since i expect there is not that much DC current drive strenght if any.&lt;/p&gt;
&lt;p&gt;What do you think about this usecase/aplication?&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Best regards,&lt;/p&gt;
&lt;p&gt;Robert&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TAC5212: Mono stereo part number difference</title><link>https://e2e.ti.com/thread/1671812?ContentTypeID=0</link><pubDate>Mon, 10 Aug 2026 07:30:10 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:8e2fc1d0-8af2-418a-a3d8-051e27360c38</guid><dc:creator>Sathya N</dc:creator><slash:comments>5</slash:comments><comments>https://e2e.ti.com/thread/1671812?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/audio-group/audio/f/audio-forum/1671812/tac5212-mono-stereo-part-number-difference/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/TAC5212" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TAC5212&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hi team,&lt;/p&gt;
&lt;blockquote data-end="242" data-start="48"&gt;
&lt;p data-end="242" data-start="50"&gt;&lt;strong data-end="242" data-start="50"&gt;Is there any specific differentiation in the part number to identify whether the codec is mono or stereo, or should we refer to the datasheet/product description to confirm the codec type?&lt;/strong&gt;&lt;/p&gt;
&lt;/blockquote&gt;
&lt;p data-end="255" data-start="244"&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;TAC5212 - orderable part number?&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Regards,&lt;/p&gt;
&lt;p&gt;Sathya priya N&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>PCMD3140: PCMD3140: capture-start-latched modulo-4 phase state produces an in-band (−1)^n self-image (carrier exactly Fs/2) — deterministic reproducer available</title><link>https://e2e.ti.com/thread/1671802?ContentTypeID=0</link><pubDate>Mon, 10 Aug 2026 07:12:33 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:45cda94b-4dd8-48a1-ab69-353b192df607</guid><dc:creator>Lorenzo Pecci</dc:creator><slash:comments>3</slash:comments><comments>https://e2e.ti.com/thread/1671802?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/audio-group/audio/f/audio-forum/1671802/pcmd3140-pcmd3140-capture-start-latched-modulo-4-phase-state-produces-an-in-band-1-n-self-image-carrier-exactly-fs-2-deterministic-reproducer-available/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/PCMD3140" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;PCMD3140&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt;  &lt;a href="https://www.ti.com/product/PCMD3180" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;PCMD3180&lt;/a&gt;&lt;/p&gt;&lt;p dir="auto" data-line="11"&gt;Hi,&lt;/p&gt;
&lt;p dir="auto" data-line="13"&gt;we are seeing a start-latched signal-corruption state on the PCMD3140 (STM32MP2 host, codec is ASI slave, DSP_B TDM 4&amp;times;32, BCLK 128&amp;times;fs = 6.144 MHz, auto clock config, PLL on, two PDM mics sharing PDMDIN1 on opposite PDMCLK edges, CH1/CH2, PDMCLK 3.072 MHz).&lt;/p&gt;
&lt;p dir="auto" data-line="13"&gt;&lt;strong&gt;Symptom (quantified).&lt;/strong&gt;&amp;nbsp;On a fraction of capture starts, each channel&amp;#39;s output contains an additive linear self-image: y[n] = x[n] + eps * s * (-1)^n * (h conv x)[n], where the modulation carrier sits at exactly Fs/2 (24000.0 Hz within one FFT bin), s = +/-1 and is identical on both channels within a given capture, eps is about 0.5 at 10 kHz, and |H| rises with frequency. In the spectrum, the 12-16 kHz band is a mirrored copy of the 8-12 kHz band folded around Fs/4 - i.e. the exact signature reported (and never root-caused) in thread 1014760, where a sine at Fs/4 comes out amplitude-modulated.&lt;/p&gt;
&lt;p dir="auto" data-line="25"&gt;&lt;strong&gt;What we established experimentally&lt;/strong&gt;&amp;nbsp;(a demodulated-coherence detector gives a clean binary verdict in ~4 s of ambient noise; happy to share data):&lt;/p&gt;
&lt;ol dir="auto" data-line="28"&gt;
&lt;li dir="auto" data-line="28"&gt;The state is latched at capture start and is perfectly stable for &amp;ge;180 s.&lt;/li&gt;
&lt;li dir="auto" data-line="29"&gt;Four phase states exist (cross-spectrum phase 0/180&amp;deg; or &amp;plusmn;90&amp;deg; depending on register write order): 2 clean, 2 bad. It is a&amp;nbsp;&lt;strong&gt;modulo-4 divider/commutator phase latch&lt;/strong&gt;.&lt;/li&gt;
&lt;li dir="auto" data-line="31"&gt;With auto clock config + PLL at BCLK=128&amp;times;fs the landing is random, ~50% clean.&lt;/li&gt;
&lt;li dir="auto" data-line="32"&gt;&lt;strong&gt;Every deterministic configuration lands on a BAD phase&lt;/strong&gt;: PLL disabled (AUTO_MODE_PLL_DIS, BCLK 256&amp;times;fs) &amp;rarr; 24/24 bad; auto clock + PLL at BCLK=256&amp;times;fs &amp;rarr; 24/24 bad. This gives us a&amp;nbsp;&lt;strong&gt;100% reproducer&lt;/strong&gt;.&lt;/li&gt;
&lt;li dir="auto" data-line="35"&gt;All of the following have NO effect on the latched phase (tested on the deterministic reproducer and/or N=24 statistics at 128&amp;times;fs): BIQUAD_CFG (DSP_CFG1 0x6C = 0x40/0x20/ 0x00 &amp;mdash; we tried your 8-mic fix from thread 1644894), decimation-filter mode, channel summing, PDMCLK_DIV (0.768/1.536/3.072/6.144 MHz), PDMDIN edge select, phase calibration (register 0x7B and CHx_PCAL), keeping PLL_PDZ powered across sessions, PWR_CFG power-up ordering per datasheet 7.4.2, BCLK polarity inversion (consistently on both bus sides), and ~70 PWR_CFG/SLEEP power-bounce cycles over I&amp;sup2;C with clocks running (those re-roll the state but ONLY between the two bad positions &amp;mdash; never clean).&lt;/li&gt;
&lt;li dir="auto" data-line="43"&gt;The state re-rolls ONLY when BCLK/FSYNC (re)start. Register content is identical between clean and bad captures (full page-0 hardware readback).&lt;/li&gt;
&lt;/ol&gt;
&lt;p dir="auto" data-line="46"&gt;&lt;strong&gt;Questions:&lt;/strong&gt;&lt;/p&gt;
&lt;ol dir="auto" data-line="48"&gt;
&lt;li dir="auto" data-line="48"&gt;Is the start phase of the decimator/output-stage clock divider chain relative to FSYNC specified/deterministic? Our data says it latches one of 4 positions at clock appearance and only the PLL path randomizes it.&lt;/li&gt;
&lt;li dir="auto" data-line="51"&gt;Is there an undocumented register write (page 0/1, or the CLKGEN_CFG mentioned in the VAD_CFG1 custom-clock description but absent from the register map) that resets or selects this phase &amp;mdash; the way DSP_CFG1=0x20 fixes the known 8-mic latency issue on PCMD3180?&lt;/li&gt;
&lt;li dir="auto" data-line="55"&gt;If manual clock configuration (AUTO_CLK_CFG=1) is the intended path: what is the full register recipe for fs=48 kHz, BCLK=128&amp;times;fs slave mode? With MST_CFG0=0x42 + MST_CFG1=0x46 alone the output is corrupted, and PPC3 does not document what else it writes.&lt;/li&gt;
&lt;li dir="auto" data-line="59"&gt;Is there errata for this behavior? Thread 1014760 shows the same signature in 2020.&lt;/li&gt;
&lt;/ol&gt;
&lt;p dir="auto" data-line="61"&gt;We can run any register sequence you suggest against the 100% reproducer and report within minutes. Thanks!&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TAC5312-Q1: Can the TAC5312 4-channel output play 4 completely different audio streams simultaneously?</title><link>https://e2e.ti.com/thread/1671718?ContentTypeID=0</link><pubDate>Mon, 10 Aug 2026 02:36:52 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:0d96c848-695a-4027-a26e-ffda14c6374d</guid><dc:creator>kun zhou</dc:creator><slash:comments>5</slash:comments><comments>https://e2e.ti.com/thread/1671718?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/audio-group/audio/f/audio-forum/1671718/tac5312-q1-can-the-tac5312-4-channel-output-play-4-completely-different-audio-streams-simultaneously/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/TAC5312-Q1" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TAC5312-Q1&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Can the TAC5312 4-channel output play 4 completely different audio streams simultaneously?&lt;/p&gt;
&lt;p&gt;If can, how to set?&lt;/p&gt;
&lt;p&gt;According to the feature, it seems that&amp;nbsp; TAC5312 can only support 2ch audio(DAC),&lt;/p&gt;
&lt;p&gt;but in the second picture, it shows TAC5312 can support 4ch single-end output.&lt;/p&gt;
&lt;p&gt;I want to know, if TAC5312 can support&amp;nbsp; 4 completely different audio streams simultaneously(reter to the third picture)?&lt;/p&gt;
&lt;p&gt;&lt;span style="font-size:10.5pt;font-family:DengXian;"&gt;&lt;img style="height:2.541in;width:4.347in;" 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" 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" 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" width="910" height="328" border="0" alt=" "&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TLV320AIC3110: TLV320AIC3110</title><link>https://e2e.ti.com/thread/1671713?ContentTypeID=0</link><pubDate>Mon, 10 Aug 2026 02:10:35 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:1bf92b10-f1f9-4076-9f93-2d6630ae4a86</guid><dc:creator>Ian Wang</dc:creator><slash:comments>3</slash:comments><comments>https://e2e.ti.com/thread/1671713?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/audio-group/audio/f/audio-forum/1671713/tlv320aic3110-tlv320aic3110/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/TLV320AIC3110" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TLV320AIC3110&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hi Sir,&lt;/p&gt;
&lt;p&gt;could you help advise how to enable MICDET function for jack detection function?&lt;/p&gt;
&lt;p&gt;thanks, Ian.&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TAC5212: Linux Driver  for 6.6 kernel</title><link>https://e2e.ti.com/thread/1671695?ContentTypeID=0</link><pubDate>Sun, 09 Aug 2026 15:59:02 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:3c421524-370b-4b71-81ea-601d308ea71b</guid><dc:creator>De Bug</dc:creator><slash:comments>12</slash:comments><comments>https://e2e.ti.com/thread/1671695?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/audio-group/audio/f/audio-forum/1671695/tac5212-linux-driver-for-6-6-kernel/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/TAC5212" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TAC5212&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;We wish to evaluate the TAC5212 with the IMX93. IMX93 kernel is 6.6.36&lt;/p&gt;
&lt;p&gt;&amp;nbsp;There are several TAC5x1x driver repos.&lt;/p&gt;
&lt;p&gt;&lt;a href="https://www.ti.com/tool/download/TAC5X1X-LINUX-DRIVER/1.0"&gt;www.ti.com/.../1.0&lt;/a&gt; v1x 1.0 (Sep 23, 2025)&lt;br&gt;&lt;a href="https://github.com/SolidRun/tac5x1x-linux-driver"&gt;https://github.com/SolidRun/tac5x1x-linux-driver&lt;/a&gt; &amp;nbsp;(k5.15)&lt;br&gt;&lt;a href="https://layers.openembedded.org/layerindex/recipe/504029/"&gt;https://layers.openembedded.org/layerindex/recipe/504029/&lt;/a&gt; &amp;nbsp;OpenEmbedded&lt;br&gt;&lt;a href="https://git.ti.com/cgit/lpaa-android-drivers/tac5x1x-linux-driver/tree/src"&gt;https://git.ti.com/cgit/lpaa-android-drivers/tac5x1x-linux-driver/tree/src&lt;/a&gt;&amp;nbsp; has 4 branches.&amp;nbsp; master, dev, tac5x1x driver (and 4.x14, 5.10x and 5.15 which are probably N/A for this kernel)&lt;/p&gt;
&lt;p&gt;Which one (and branch)&amp;nbsp; to use ?&amp;nbsp; We have alreay tested with the master branch of the android-driver repo. This compiles, and works, but only at 8Khz sampling rate (I/O error and no audio output at other rates with ALSA speaker-test)&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TAA3040EVM-PDK: How to install TAA3040 apps in PPC3</title><link>https://e2e.ti.com/thread/1671643?ContentTypeID=0</link><pubDate>Sat, 08 Aug 2026 03:39:20 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:a4e38d58-e7d0-4497-b3c0-cea5420d9ae5</guid><dc:creator>leo zhu</dc:creator><slash:comments>2</slash:comments><comments>https://e2e.ti.com/thread/1671643?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/audio-group/audio/f/audio-forum/1671643/taa3040evm-pdk-how-to-install-taa3040-apps-in-ppc3/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/tool/TAA3040EVM-PDK" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;TAA3040EVM-PDK&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt; &lt;a href="https://www.ti.com/product/TAA3040" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TAA3040&lt;/a&gt;&lt;/p&gt;&lt;p&gt;I have installed the PPC3 software, and I want to install TAA3040EVM app, but there is only &amp;quot;I2C Master&amp;quot; in available EVM apps in the PPC3 GUI. how to install TAA3040 app as the manual shows.&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/6/8080.image.png" alt="image.png" data-temp-id="image.png-213847"&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TAS6754-Q1: 8 KHz sampling rate on the TAS6754-Q1 ot TAS67524?</title><link>https://e2e.ti.com/thread/1671536?ContentTypeID=0</link><pubDate>Fri, 07 Aug 2026 14:26:36 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:1f1ea15f-71af-4494-bbd4-d81473782b25</guid><dc:creator>Jai A</dc:creator><slash:comments>2</slash:comments><comments>https://e2e.ti.com/thread/1671536?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/audio-group/audio/f/audio-forum/1671536/tas6754-q1-8-khz-sampling-rate-on-the-tas6754-q1-ot-tas67524/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/TAS6754-Q1" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TAS6754-Q1&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;
&lt;p&gt;The datasheet says: &lt;strong&gt;Input sample rates: 44.1, 48, 96, 192kHz&amp;nbsp;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Is it possible to use 8 KHz sampling rate on the TAS6754-Q1 ot TAS67524?&lt;/p&gt;
&lt;p&gt;If not, what multi-channel audio amplifier can you recommend that can do:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&amp;nbsp;TDM-8 or TDM-16&amp;nbsp;&lt;/li&gt;
&lt;li&gt;sampling rate at least 8 KHz&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>PCMD3180: Requesting information for Tspec-Tc calculation - PCMD3180IRTWR</title><link>https://e2e.ti.com/thread/1671365?ContentTypeID=0</link><pubDate>Fri, 07 Aug 2026 07:06:37 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:35347b03-410b-41e0-9f0c-dfb9f7619965</guid><dc:creator>Avery Liu</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1671365?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/audio-group/audio/f/audio-forum/1671365/pcmd3180-requesting-information-for-tspec-tc-calculation---pcmd3180irtwr/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/PCMD3180" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;PCMD3180&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hello,&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;We need to confirm the Tspec-Tc temperature of this component during our testing process, and we hope you can provide the information for the following component:&lt;/p&gt;
&lt;p&gt;Vender Part No:&lt;/p&gt;
&lt;div&gt;
&lt;p&gt;Hello,&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;We need to confirm the Tspec-Tc temperature of this component during our testing process, and we hope you can provide the information for the following component:&lt;/p&gt;
&lt;p&gt;Vender Part No:PCMD3180IRTWR&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Description: CONV_AUDIO_PCMD3180IRTWR_WQFN24&amp;nbsp;&lt;/p&gt;
&lt;p&gt;The following is the information collected from the datasheet:&lt;/p&gt;
&lt;p&gt;Tj=150&lt;/p&gt;
&lt;p&gt;Rjc=25&lt;/p&gt;
&lt;p&gt;&lt;br&gt;We need the following specifications to calculate the Tspec-Tc temperature:&lt;/p&gt;
&lt;p&gt;Pd=?&lt;/p&gt;
&lt;p&gt;Could you please provide it?&lt;/p&gt;
&lt;p&gt;Hope to receive your reply as soon as possible.&lt;/p&gt;
&lt;p&gt;Best regards,&lt;/p&gt;
&lt;/div&gt;
&lt;p&gt;Avery&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>DIX9211: Inquiry regarding a replacement for Cirrus Logic WM8804</title><link>https://e2e.ti.com/thread/1671291?ContentTypeID=0</link><pubDate>Fri, 07 Aug 2026 02:45:14 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:f4497351-3de6-46d8-8d74-b9a566293cf3</guid><dc:creator>JH Shin</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1671291?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/audio-group/audio/f/audio-forum/1671291/dix9211-inquiry-regarding-a-replacement-for-cirrus-logic-wm8804/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/DIX9211" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;DIX9211&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt;  &lt;a href="https://www.ti.com/product/DIX4192" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;DIX4192&lt;/a&gt;&lt;/p&gt;&lt;p&gt;Hello,&lt;/p&gt;
&lt;p&gt;My customer is looking for a solution to replace the Cirrus Logic WM8804.&lt;/p&gt;
&lt;p&gt;&lt;a href="https://statics.cirrus.com/pubs/proDatasheet/WM8804_v4.5.pdf"&gt;https://statics.cirrus.com/pubs/proDatasheet/WM8804_v4.5.pdf&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Is the DIX9211 a suitable replacement for the WM8804?&lt;/p&gt;
&lt;p&gt;Please recommend a suitable replacement solution for the WM8804 among TI&amp;#39;s audio solutions.&lt;/p&gt;
&lt;p&gt;Thank you.&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TPA2011D1: TPA2011D1 IC - PCB Design Support</title><link>https://e2e.ti.com/thread/1671265?ContentTypeID=0</link><pubDate>Thu, 06 Aug 2026 21:57:41 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:6aa8b951-8978-47fd-a3cb-05a0cf87b4d1</guid><dc:creator>Abdulmohaimen Algamoudi</dc:creator><slash:comments>4</slash:comments><comments>https://e2e.ti.com/thread/1671265?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/audio-group/audio/f/audio-forum/1671265/tpa2011d1-tpa2011d1-ic---pcb-design-support/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/TPA2011D1" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TPA2011D1&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Dear TI Support Team,&lt;/p&gt;
&lt;p&gt;I am currently designing a PCB that uses five TPA2011D1 Class-D amplifiers together with several sensitive op-amp circuits.&lt;/p&gt;
&lt;p&gt;Before manufacturing the PCB, which is intended for integration into the final device before its planned market launch, I would like to receive technical feedback from a TI Field Applications Engineer regarding the schematic, PCB layout, grounding, power distribution, decoupling, and possible interference between the Class-D amplifiers and the analog circuitry.&lt;/p&gt;
&lt;p&gt;For reference, here is the link to my previous discussion with a TI expert on the public TI E2E forum:&lt;/p&gt;
&lt;p&gt;&lt;a href="https://e2e.ti.com/support/audio-group/audio/f/audio-forum/1669617/tpa2011d1-tpa2011d1-shared-ground-plane-with-sensitive-op-amp-circuitry/6441685"&gt;https://e2e.ti.com/support/audio-group/audio/f/audio-forum/1669617/tpa2011d1-tpa2011d1-shared-ground-plane-with-sensitive-op-amp-circuitry/6441685&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;The schematic and PCB layout contain confidential project information. Before uploading these design files through this support ticket, could you please confirm whether the files and messages submitted here are private and accessible only to the relevant TI support engineers?&lt;/p&gt;
&lt;p&gt;I do not want the schematic or PCB layout to be published on the public TI E2E forum or otherwise made publicly accessible.&lt;/p&gt;
&lt;p&gt;If this ticket is not suitable for sharing confidential design files, could you please connect me with the appropriate TI Field Applications Engineer or provide a secure channel through which I can submit the files for review?&lt;/p&gt;
&lt;p&gt;Thank you very much for your support.&lt;/p&gt;
&lt;p&gt;Best regards,&lt;br&gt;Abdulmohaimen Algamoudi&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TPA3255: TPA3255 design-in for a compact production stereo amplifier — reference design, universal mains, and thermal</title><link>https://e2e.ti.com/thread/1671240?ContentTypeID=0</link><pubDate>Thu, 06 Aug 2026 18:19:19 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:076ffedc-1558-48a3-85cc-fb715619afdb</guid><dc:creator>Scott McGowan</dc:creator><slash:comments>2</slash:comments><comments>https://e2e.ti.com/thread/1671240?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/audio-group/audio/f/audio-forum/1671240/tpa3255-tpa3255-design-in-for-a-compact-production-stereo-amplifier-reference-design-universal-mains-and-thermal/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com/product/TPA3255" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TPA3255&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hello,&lt;/p&gt;
&lt;p&gt;I&amp;#39;m Scott McGowan, founder of Sprout HiFi. We&amp;#39;re developing a compact premium integrated stereo amplifier and are designing in the TPA3255 as the output stage, targeting production. A few applications questions as we lay out the production design:&lt;/p&gt;
&lt;p&gt;&amp;bull; Reference design: is there a current TI reference design, or EVM-to-production guidance, for the TPA3255 in a compact, chassis-integrated stereo product that we could use as a starting point?&lt;/p&gt;
&lt;p&gt;&amp;bull; Universal mains: we plan a single worldwide SKU, so we want one PVDD rail / power-supply design that operates across global mains without a voltage-select switch. What is TI&amp;#39;s recommended approach for the PVDD supply in that context?&lt;/p&gt;
&lt;p&gt;&amp;bull; Thermal: the amplifier sits in a small, largely sealed enclosure. What is TI&amp;#39;s guidance on thermal design and heatsinking for the TPA3255 at continuous real-world audio power in that kind of chassis?&lt;/p&gt;
&lt;p&gt;Any pointers to relevant app notes or reference designs are welcome. Thank you.&lt;/p&gt;
&lt;p&gt;Scott McGowan&lt;br&gt;Sprout HiFi&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item></channel></rss>