<?xml version="1.0" encoding="UTF-8" ?>
<?xml-stylesheet type="text/xsl" href="https://e2e.ti.com/cfs-file/__key/system/syndication/rss.xsl" media="screen"?><rss version="2.0" xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:slash="http://purl.org/rss/1.0/modules/slash/" xmlns:wfw="http://wellformedweb.org/CommentAPI/" xmlns:atom="http://www.w3.org/2005/Atom"><channel><title>Data converters forum - Recent Threads</title><link>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum</link><description /><dc:language>en-US</dc:language><generator>Telligent Community 13</generator><lastBuildDate>Wed, 08 Jul 2026 23:43:58 GMT</lastBuildDate><atom:link rel="self" type="application/rss+xml" href="https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum" /><item><title>ADS124S08: Offset Calibration at PGA Gain change</title><link>https://e2e.ti.com/thread/1661753?ContentTypeID=0</link><pubDate>Tue, 07 Jul 2026 05:19:31 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:ca62bfaa-79c0-423f-92e0-23a1f38012ec</guid><dc:creator>Toshiya Asai</dc:creator><slash:comments>2</slash:comments><comments>https://e2e.ti.com/thread/1661753?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1661753/ads124s08-offset-calibration-at-pga-gain-change/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; ADS124S08&lt;/p&gt;&lt;p&gt;Dear Support Team,&lt;/p&gt;
&lt;p&gt;I would like to perform the following measurements using the ADS124S08:&lt;br /&gt;Reset -&amp;gt; SFOCAL -&amp;gt; Execute a measurement loop while switching input channels.&lt;br /&gt;Within the measurement loop:&lt;br /&gt;(1) Perform one single-shot read for each channel and immediately switch to the next channel.&lt;br /&gt;(2) Switch the PGA gain when performing the single-shot read. However, I would like to avoid performing SFOCAL here as it would slow things down.&lt;br /&gt;Therefore, as a solution,&lt;br /&gt;(1) At initialization, or at certain time intervals, execute SFOCAL for each gain to be used all at once and record the OFCAL0/1/2 register values.&lt;br /&gt;(2) In the measurement loop, when switching gains, restore the OFCAL0/1/2 values corresponding to that gain and perform a single-shot read.&lt;br /&gt;Is it possible to perform measurements without spending time on SFOCAL during the measurement loop using this process?&lt;br /&gt;Please let me know if you have any prolblems.&lt;/p&gt;
&lt;p&gt;Thanks,&lt;/p&gt;
&lt;p&gt;Toshiya&lt;/p&gt;</description></item><item><title>RE: ADS124S08: Offset Calibration at PGA Gain change</title><link>https://e2e.ti.com/thread/6410147?ContentTypeID=1</link><pubDate>Wed, 08 Jul 2026 23:43:58 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:e3146553-99b1-4ea1-9b5b-92a9cc489917</guid><dc:creator>Toshiya Asai</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6410147?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1661753/ads124s08-offset-calibration-at-pga-gain-change/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi Dale,&lt;/p&gt;
&lt;p&gt;Thanks for your reply,&lt;/p&gt;
&lt;p&gt;Just to be sure, let me confirm again.&lt;br /&gt;As indicated in the title, the Gain is also switched when switching channels.&lt;br /&gt;Since the offset shifts when switching Gain, I thought restoring OFCAL0/1/2 would solve the problem.&lt;br /&gt;(Example)&lt;br /&gt;Select Ch1 &lt;span&gt;&amp;rarr;&lt;/span&gt; Restore OFCAL for Gain_x4 &amp;rarr; single-shot read&lt;br /&gt;&amp;darr;&lt;br /&gt;Select Ch2 &lt;span&gt;&amp;rarr;&lt;/span&gt; Restore OFCAL for Gain_x32 &amp;rarr; single-shot read&lt;br /&gt;&amp;darr;&lt;br /&gt;Select Ch3 &lt;span&gt;&amp;rarr;&lt;/span&gt; Restore OFCAL for Gain_x16 &amp;rarr; single-shot read&lt;br /&gt;&lt;span&gt;&amp;darr;&lt;/span&gt;&lt;br /&gt;Are there any drawbacks to frequently switching the gain?&lt;br /&gt;Also, as you suggested, correcting it in the firmware using OFCAL is also a good method.&lt;br /&gt;Could you tell me the formula for that correction?&lt;/p&gt;
&lt;p&gt;Regards,&lt;/p&gt;
&lt;p&gt;Toshiya&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: ADS1235: temperature compensation issues</title><link>https://e2e.ti.com/thread/6410093?ContentTypeID=1</link><pubDate>Wed, 08 Jul 2026 22:43:35 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:46a5a6df-bbc4-4f80-8476-1ae8a762bfde</guid><dc:creator>Bryan Lizon86</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6410093?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1659015/ads1235-temperature-compensation-issues/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi Matthew Love,&lt;/p&gt;
&lt;p&gt;Thanks for getting back to me&lt;/p&gt;
&lt;p&gt;Apologies about the confusion on the FSCAL value, agreed that it is something like 2.12. Why not just use the gain of 128 then, and reduce the FSCAL value?&lt;/p&gt;
&lt;p&gt;Do you have the capability to try any of the things I suggested e.g. test with our EVM to compare performance against a different layout, enable the global chop mode to see if this makes a difference, etc.? We&amp;#39;ve never done a direct comparison between the CS5532 and the ADS1235 before, so I am not sure what to expect or how different the measurements should be. Therefore I need your help to try to some tests to see if we can narrow down what the issue is&lt;/p&gt;
&lt;p&gt;I can try to run some tests on my end using the EVM, but of course it will be more efficient for you to do so since you can use the same simulator and remove another variable&lt;/p&gt;
&lt;p&gt;-Bryan&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>ADS1235: temperature compensation issues</title><link>https://e2e.ti.com/thread/1659015?ContentTypeID=0</link><pubDate>Fri, 26 Jun 2026 14:48:11 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:6be1896f-e2a9-426e-96c3-7e00bc3e0f69</guid><dc:creator>Matthew Love</dc:creator><slash:comments>5</slash:comments><comments>https://e2e.ti.com/thread/1659015?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1659015/ads1235-temperature-compensation-issues/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; ADS1235&lt;/p&gt;
&lt;div&gt;
&lt;div id="CONV_6gZCEjRgRI=_SUBJECT"&gt;
&lt;div&gt;
&lt;div&gt;&amp;nbsp;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div data-is-scrollable="true" data-app-section="ItemContainer"&gt;
&lt;div dir="ltr"&gt;
&lt;div data-test-id="mailMessageBodyContainer"&gt;
&lt;div id="UniqueMessageBody_1" data-fui-focus-visible=""&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;img style="max-height:240px;max-width:320px;" alt=" " src="https://e2e.ti.com/resized-image/__size/640x480/__key/communityserver-discussions-components-files/73/8838.Outlook_2D00_52vqzuvw.jpg" /&gt;&lt;/p&gt;
&lt;p&gt;&lt;img style="max-height:240px;max-width:320px;" alt=" " src="https://e2e.ti.com/resized-image/__size/640x480/__key/communityserver-discussions-components-files/73/6366.Outlook_2D00_35u53wi2.jpg" /&gt;&lt;/p&gt;
&lt;p&gt;I am currently looking to replace an EOL ADC (Cirrus CS5532) with a similar 24-bit device.&amp;nbsp; We have used many tens of thousands of the CS5532 without tempco issues.&amp;nbsp; I have developed a replacement prototype (photo above) with the ADS1235 and adapted the SPI code of the EFM8 microcontroller. I have configured 3 of the prototypes and compared them with 3 of the previous CS5532 equipped boards.&amp;nbsp; One of the prototypes provides excitation volts (4.6v) to my precision load cell simulator external to the temperature chamber.&amp;nbsp; Sense and signal returns from the simulator are commoned to all 6 modules (but not excitation, of course).&amp;nbsp; Picture above &amp;ndash; the switch is to select the TTL232 serial outputs of the six modules.&lt;/p&gt;
&lt;p&gt;The precision simulator provides 0.7mV/V at span and 0 at zero.&amp;nbsp; I have calibrated all modules to output 10000.0g at 0.7mV/V, 0.0g at 0mV/V.&lt;/p&gt;
&lt;p&gt;Setup params - 50sps, DCexc, continuous, sinc3, PGA x64, AIN4/5 signal in, REFP0/REFN0.&lt;/p&gt;
&lt;p&gt;OFCAL: 00,00,00h (approx), FSCAL: 8D,F6,80h (typ).&lt;/p&gt;
&lt;p&gt;The analogue schematic is attached.&lt;/p&gt;
&lt;p&gt;I have used the previous, quite high input and ref series resistors (22k), so when I encountered issues, I reverted to the application note recommended of 100R and 10nF and 1nF caps (C0G).&lt;/p&gt;
&lt;p&gt;This made absolutely no difference.&lt;/p&gt;
&lt;p&gt;Over the course of a day, with temperatures varying by no more than 5C (22 to 27C), the ADS1235 zero corrected span creeps up and down typically from 10006.4g to 10027.0g (~200ppm), whilst zero moves 0.0g to 3.8g (38ppm).&amp;nbsp; The weird thing is, all of the ADS1235s seem to track this gain creep.&amp;nbsp; In addition, the low frequency gain variation (1 to 0.1Hz) is much noticeably worse than the CS5532 &amp;ndash; about 10 times.&lt;/p&gt;
&lt;p&gt;For comparison, the CS5532 results are 10000.0g to 10000.8g (8ppm) and 0.0g to 3.3g (33ppm).&lt;/p&gt;
&lt;p&gt;I haven&amp;rsquo;t yet made it to doing proper temperature testing, as the static results are so poor.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;It does seem to have the hallmarks of a silicon problem.&lt;/p&gt;
&lt;p&gt;My first thought was, could we have purchased counterfeit devices, but our buyer assures me they as &amp;lsquo;best quality&amp;rsquo; from Mouser.&lt;/p&gt;
&lt;p&gt;I have attached a picture.&amp;nbsp; The device ID reads back&amp;nbsp; C1h.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;img style="max-height:240px;max-width:320px;" alt=" " src="https://e2e.ti.com/resized-image/__size/640x480/__key/communityserver-discussions-components-files/73/4048.Outlook_2D00_0la5zilx.png" /&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;</description></item><item><title>RE: ADS124S08: Offset Calibration at PGA Gain change</title><link>https://e2e.ti.com/thread/6410089?ContentTypeID=1</link><pubDate>Wed, 08 Jul 2026 22:39:55 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:76efb21d-96b9-44e3-b51e-7bfdc3aaa0a9</guid><dc:creator>Dale Li</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/6410089?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1661753/ads124s08-offset-calibration-at-pga-gain-change/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi&amp;nbsp;&lt;span&gt;Toshiya,&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;Welcome to TI E2E forum.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;SFOCAL is a command for self offset calibration, so the offset error is&amp;nbsp;almost&amp;nbsp;the same under the same gain setting on the different channels of the ADC because all input channels use the same PGA and modulator, so you can&amp;nbsp;use the&amp;nbsp;saved&amp;nbsp;OFCAL0/1/2 values for the&amp;nbsp;self offset calibration on other channels, however you have to write the saved OFCAL0/1/2 value into those calibration register before perform a single-shot read or you can use the&amp;nbsp;saved&amp;nbsp;OFCAL0/1/2 value to do an offset calibration in your firmware.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;The SYOCAL command is different because the system offset error might be different on&amp;nbsp;individual channels in your circuit,&amp;nbsp;the system offset error on an individual&amp;nbsp;channel includes the error of the front-end circuit.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;BR,&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;Dale&lt;/span&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: DAC8831EVM: DAC8831EVM GUI cannot connect to the device</title><link>https://e2e.ti.com/thread/6410056?ContentTypeID=1</link><pubDate>Wed, 08 Jul 2026 22:06:49 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:4374329d-286a-4d90-b992-f8f671552169</guid><dc:creator>Zoe Yang</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6410056?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1662132/dac8831evm-dac8831evm-gui-cannot-connect-to-the-device/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;for (2) I have suspected of this and checked Device Manager&lt;/p&gt;
&lt;p&gt;I found 5 devices showing up as I unpluged and repluged the USB&amp;nbsp;&lt;/p&gt;
&lt;p&gt;These are &amp;quot;USB Composite Device&amp;quot; that uses a Microsoft driver, and 4 &amp;quot;USB serial converter&amp;quot; that uses FDTI driver. But I am not sure if the FTDI driver is using the correct path.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Is this normal that 4 devices showing up? And are they using the correct driver?&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/73/pastedimage1783547633581v2.png" alt=" " /&gt;&lt;img style="max-height:240px;max-width:320px;" src="https://e2e.ti.com/resized-image/__size/640x480/__key/communityserver-discussions-components-files/73/Screenshot-2026_2D00_07_2D00_08-105044.png" alt=" " /&gt;&lt;img style="max-height:240px;max-width:320px;" src="https://e2e.ti.com/resized-image/__size/640x480/__key/communityserver-discussions-components-files/73/Screenshot-2026_2D00_07_2D00_08-105118.png" alt=" " /&gt;&lt;img style="max-height:240px;max-width:320px;" src="https://e2e.ti.com/resized-image/__size/640x480/__key/communityserver-discussions-components-files/73/Screenshot-2026_2D00_07_2D00_08-105151.png" alt=" " /&gt;&lt;img style="max-height:240px;max-width:320px;" src="https://e2e.ti.com/resized-image/__size/640x480/__key/communityserver-discussions-components-files/73/pastedimage1783547746124v3.png" alt=" " /&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>DAC8831EVM: DAC8831EVM GUI cannot connect to the device</title><link>https://e2e.ti.com/thread/1662132?ContentTypeID=0</link><pubDate>Tue, 07 Jul 2026 21:08:08 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:ac03ec75-72d4-43de-91f9-efb718361eff</guid><dc:creator>Zoe Yang</dc:creator><slash:comments>2</slash:comments><comments>https://e2e.ti.com/thread/1662132?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1662132/dac8831evm-dac8831evm-gui-cannot-connect-to-the-device/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; DAC8831EVM&lt;/p&gt;&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/73/7573.image.png" alt="image.png" data-temp-id="image.png-113228" /&gt;&lt;/p&gt;
&lt;p&gt;the moment I open GUI this shows up, and does not help by connet/disconnect the USB to the DAC8831EVM again and again&lt;/p&gt;
&lt;p&gt;It is possible to go to demo mode&lt;/p&gt;</description></item><item><title>ADS1261EVM: Configuration Input</title><link>https://e2e.ti.com/thread/1662036?ContentTypeID=0</link><pubDate>Tue, 07 Jul 2026 15:22:53 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:1673432d-5049-43cf-8c81-2362c1c4dff8</guid><dc:creator>Giorgio Valente</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1662036?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1662036/ads1261evm-configuration-input/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; ADS1261EVM&lt;/p&gt;&lt;p&gt;Dear Support,&lt;/p&gt;
&lt;p&gt;i would like to use ADS1261-Q1 in my application, but i&amp;#39;d like to test some of its features on ADS1261EVM. In my case i have to read 9 PT100 sensors and i was looking for a possible configuration to do that: i read application note SBAA275A &amp;quot;A basic guide to RTD Measurements&amp;quot; and maybe the most suitable solution would be the one reported here below.&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/73/2235.image.png" alt="image.png" width="341" height="456" data-temp-id="image.png-52692" /&gt;&lt;/p&gt;
&lt;p&gt;In my understaing, this would lead to multiple ADS1261 to be used, because one ADS1261 could handle just 2 PT100 (for ADS1261 IN0 and IN1 would be configured as REFP0 and REFN0, and the remaining 8 channel must be configured as 2 differential input and 2 IDAC source). I think that it is not so efficient as solution so i was looking for something different: here below i report a possible configuration that i found in topic for ADS1248.&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/73/5050.image.png" alt="image.png" width="411" height="423" data-temp-id="image.png-43764" /&gt;&lt;/p&gt;
&lt;p&gt;So my questions are:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;is ADS1261EVM suitable in order to evaluate all the different configuration i was talking about?&lt;/li&gt;
&lt;li&gt;Which configuration is the best for 9 PT100 from your point of view ?&lt;/li&gt;
&lt;li&gt;in the configuration from ADS1248 topic, how do you configure input filter?&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Thanks in advance for your help.&lt;/p&gt;
&lt;p&gt;Kind regards,&lt;/p&gt;
&lt;p&gt;Giorgio&lt;/p&gt;</description></item><item><title>RE: ADS1261EVM: Configuration Input</title><link>https://e2e.ti.com/thread/6409948?ContentTypeID=1</link><pubDate>Wed, 08 Jul 2026 20:13:18 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:43d5f604-9eaa-4f73-98d7-38fdde003453</guid><dc:creator>Maggie Lee</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6409948?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1662036/ads1261evm-configuration-input/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hi Giorgio,&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Welcome to E2E!&lt;/p&gt;
&lt;p&gt;The main tradeoff of the solution you shared with ADS124S08 is that you cannot have differential filtering. You could put a single-ended filter for each odd AIN channel + AINCOM, but Joseph &lt;a href="https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/604098/ads1248-ads1248-single-ended-measurement"&gt;recommended that schematic if you don&amp;#39;t need any input filtering&lt;/a&gt;.&lt;/p&gt;
&lt;p&gt;This is the input schematic for the ADS1261EVM:&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/73/pastedimage1783540781711v1.png" alt=" " /&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;You would have to modify the channels you use for the IDAC output to remove the filtering. You could remove the capacitors and replace the series resistors with 0ohm resistors.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Thanks,&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Maggie&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>ADS1282-SP: [ADS1282-SP] Calibration via OFSCAL/GANCAL commands without continuous mode</title><link>https://e2e.ti.com/thread/1662086?ContentTypeID=0</link><pubDate>Tue, 07 Jul 2026 18:02:24 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:269cd6a1-22d6-4f09-bed4-45bc6a3ef96d</guid><dc:creator>Xavier Hache</dc:creator><slash:comments>3</slash:comments><comments>https://e2e.ti.com/thread/1662086?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1662086/ads1282-sp-ads1282-sp-calibration-via-ofscal-gancal-commands-without-continuous-mode/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; ADS1282-SP&lt;/p&gt;&lt;p&gt;Datasheet of ADS1282-SP shows to stop continuous operation before and to resume continuous operation after transmitting OFSCAL/GANCAL commands. However, we want to operate the device in read-by-command mode and would prefer to not have to transmit superfluous commands (i.e. RDATAC and SDATAC) following a calibration command.&amp;nbsp;&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;Is it possible to calibrate while the device is in read-by-command mode?&lt;/li&gt;
&lt;li&gt;What are the disadvantages (if any) of doing so?&lt;/li&gt;
&lt;/ol&gt;</description></item><item><title>RE: ADS1282-SP: [ADS1282-SP] Calibration via OFSCAL/GANCAL commands without continuous mode</title><link>https://e2e.ti.com/thread/6409929?ContentTypeID=1</link><pubDate>Wed, 08 Jul 2026 19:58:50 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:b9693c79-da39-4649-b503-9fdc0289d728</guid><dc:creator>Keith Nicholas</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6409929?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1662086/ads1282-sp-ads1282-sp-calibration-via-ofscal-gancal-commands-without-continuous-mode/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hello Xavier,&lt;/p&gt;
&lt;p&gt;If you do not send the RDATAC command after SYNC and after OFSCAL or GANCAL, then the DRDY signal no longer toggles and simply stays at a high level.&amp;nbsp; I recommend using the above sequence in Figure 61 if you are using the CAL commands.&lt;/p&gt;
&lt;p&gt;Regards,&lt;br /&gt;Keith&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>DAC8552: Vdd=5V, can SPI work from 3.3V GPIO</title><link>https://e2e.ti.com/thread/1661865?ContentTypeID=0</link><pubDate>Tue, 07 Jul 2026 09:48:13 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:d1b0cdfa-8b5e-4ee4-bafa-b2f62cd9aab4</guid><dc:creator>Ben L1</dc:creator><slash:comments>2</slash:comments><comments>https://e2e.ti.com/thread/1661865?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1661865/dac8552-vdd-5v-can-spi-work-from-3-3v-gpio/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; DAC8552&lt;/p&gt;&lt;p&gt;I want to confirm if the DAC8552 can be powered at 5V and receive 3.3V CMOS logic for its SPI bus. Forum post &lt;a href="https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/470243/dac8552-and-dac8532-using-5v-supply-is-it-possible-to-connect-to-3-3v-cpu"&gt;DAC8552 and DAC8532, using 5V supply, is it possible to connect to 3.3V CPU - Data converters forum - Data converters - TI E2E support forums&lt;/a&gt; says the answer is yes, but the response references specs of an input low max 0.8V and input high min of 2.4V, which matches the datasheet for the DAC8532, however there is no equilivent spec for the DAC8552. The datasheet for the DAC8551 which is a very similar part spec&amp;#39;s an input high voltage of 0.7*Vdd = 3.5V which is very different from 2.4V and would not work to be driven by a 3.3V MCU. Can you confirm which is the accurate spec for this chip and if it can receive 3.3V SPI signals when powered with 5V?&lt;/p&gt;</description></item><item><title>RE: DAC8552: Vdd=5V, can SPI work from 3.3V GPIO</title><link>https://e2e.ti.com/thread/6409895?ContentTypeID=1</link><pubDate>Wed, 08 Jul 2026 19:28:11 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:39d628fc-080e-40b3-89d7-c39975cbd098</guid><dc:creator>Ben L1</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6409895?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1661865/dac8552-vdd-5v-can-spi-work-from-3-3v-gpio/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Not sure how I missed that in the datasheet. Thanks!&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: ADC124S021: Maximum delay from /CS falling edge to first SCLK and intermittent abnormal output codes</title><link>https://e2e.ti.com/thread/6409711?ContentTypeID=1</link><pubDate>Wed, 08 Jul 2026 17:03:31 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:f7d8d69a-a15f-4c68-85c4-40c59d9b5886</guid><dc:creator>Joel Meraz</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6409711?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1661112/adc124s021-maximum-delay-from-cs-falling-edge-to-first-sclk-and-intermittent-abnormal-output-codes/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hello Yamashita-san,&lt;/p&gt;
&lt;p&gt;My apologies for the delay in response, as I was on leave.&lt;/p&gt;
&lt;p&gt;Can you clarify what is the measured input voltage, what is the measured voltage of VA, and what digital output are you receiving?&lt;/p&gt;
&lt;p&gt;1. There should not be a limit on the time between the fall of ~CS and when SCLK becomes active. The input signal remains in acquisition for the first 3 SCLK cycles, which does limit the minimum SCLK frequency, as voltage can leak from the sampling capacitor between sampling and conversion phases if too much time elapses and yield an error.&lt;/p&gt;
&lt;p&gt;2. We have not observed this behavior. However, it is possible glitches on SCLK can cause desynchronization between the device and controller.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;3. If there is an extended amount of time between samples, it is a good idea to bring ~CS high between samples periodically to ensure synchronization.&lt;/p&gt;
&lt;p&gt;Are you able to give more information of the timing, such as the time between samples, SCLK frequency, and whether there are any other factors that seem to cause the issue to occur more or less frequently? Can you also share a schematic of the application?&lt;/p&gt;
&lt;p&gt;If more time is allowed between samples, or less time between the fall of ~CS and when SCLK is active, is there any difference in how frequently an issue occurs?&lt;/p&gt;
&lt;p&gt;Regards,&lt;br /&gt;Joel&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>ADC124S021: Maximum delay from /CS falling edge to first SCLK and intermittent abnormal output codes</title><link>https://e2e.ti.com/thread/1661112?ContentTypeID=0</link><pubDate>Fri, 03 Jul 2026 13:06:41 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:6d1b29a7-cc6a-4b9d-9ced-adda19ee582f</guid><dc:creator>Ryu Yamashita</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1661112?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1661112/adc124s021-maximum-delay-from-cs-falling-edge-to-first-sclk-and-intermittent-abnormal-output-codes/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; ADC124S021&lt;/p&gt;&lt;p&gt;Hi team,&lt;/p&gt;
&lt;div&gt;Since I have not received a reply, I am reposting this.&lt;/div&gt;
&lt;div&gt;&amp;nbsp;&lt;/div&gt;
&lt;div&gt;
&lt;div&gt;Background: We are using ADC124S021CIMMX to measure a thermocouple-related signal on IN4. The analog input voltage appears stable, but the ADC output code intermittently changes abnormally. In our current timing, /CS is driven low and the SCLK burst starts approximately 4 ms later. The burst contains 16 SCLK cycles.&lt;/div&gt;
&lt;div&gt;Questions:&lt;/div&gt;
&lt;ol style="list-style-type:decimal;"&gt;
&lt;li&gt;Is there any maximum allowed delay from /CS falling edge to the first SCLK edge when /CS is held low?&lt;/li&gt;
&lt;li&gt;If /CS is held low for several milliseconds before the 16-clock burst, can SCLK glitches or missed edges cause the internal serial state to shift without automatic timeout recovery?&lt;/li&gt;
&lt;li&gt;Does TI recommend toggling /CS high after every 16-clock frame to re-synchronize the interface for this device?&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;Best Regards,&lt;br /&gt;Ryu.&lt;/p&gt;
&lt;p&gt;&lt;img style="height:auto;" src="https://e2e.ti.com/resized-image/__size/640x480/__key/communityserver-discussions-components-files/73/pastedimage1782739545054v1.png" alt=" " /&gt;&lt;img style="height:auto;" src="https://e2e.ti.com/resized-image/__size/1196x452/__key/communityserver-discussions-components-files/73/pastedimage1782739720283v3.png" alt=" " width="598" height="226" /&gt;&lt;/p&gt;
&lt;/div&gt;</description></item><item><title>ADC12DJ5200RFEVM: Data Capture board for ADC12DJ5200RFEVM</title><link>https://e2e.ti.com/thread/1662459?ContentTypeID=0</link><pubDate>Wed, 08 Jul 2026 14:57:34 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:7ed6e419-9455-4693-9800-00264d88fe2b</guid><dc:creator>Adam Bush</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1662459?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1662459/adc12dj5200rfevm-data-capture-board-for-adc12dj5200rfevm/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; ADC12DJ5200RFEVM&lt;/p&gt;&lt;p&gt;What is the reccommended data capture board to use with the ADC12DJ5200RFEVM Eval board? The documentation refers to the TSW14J57EVM.&amp;nbsp; However, I can&amp;#39;t find this anywhere, and Digikey shows Obsolete?&amp;nbsp;&amp;nbsp;&lt;/p&gt;</description></item><item><title>DDC264: Part Not in Stock</title><link>https://e2e.ti.com/thread/1662458?ContentTypeID=0</link><pubDate>Wed, 08 Jul 2026 14:54:41 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:64529ef4-73b5-44a0-95ef-ee39cd97e4af</guid><dc:creator>Pietro P</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1662458?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1662458/ddc264-part-not-in-stock/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; DDC264&lt;/p&gt;&lt;p&gt;Good Morning,&lt;/p&gt;
&lt;p&gt;I am interested in this part for a first design but the part result not-in-stock on many distributors?&lt;/p&gt;
&lt;p&gt;What do you suggest to do?&lt;/p&gt;
&lt;p&gt;Thanks,&lt;/p&gt;
&lt;p&gt;Regards&lt;/p&gt;</description></item><item><title>AFE5401-Q1: DSYNC1 and DSYNC2, but only one DE pin.</title><link>https://e2e.ti.com/thread/1662455?ContentTypeID=0</link><pubDate>Wed, 08 Jul 2026 14:48:54 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:0440edf6-e4c9-4a5f-8095-1308808036bb</guid><dc:creator>user5883945</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1662455?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1662455/afe5401-q1-dsync1-and-dsync2-but-only-one-de-pin/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; AFE5401-Q1&lt;/p&gt;&lt;p&gt;Dear,&lt;/p&gt;
&lt;p&gt;&amp;nbsp; The customer wants to use AFE5401 ADC for their new project, with STM32 processor and plans to use its PSSI (Parallel Synchronous Target Interface) parallel interface to receive ADC data,&lt;br /&gt;But the ADC has two synchronization signals: DSYNC1 and DSYNC2. The parallel interface of the processor only has one DE pin that can connect to this signal, which is used to indicate that the data at the receiving end is valid (frame synchronization function can be used),&lt;br /&gt;There are no other pins with similar functions, so there are two questions that need your help to confirm:&lt;br /&gt;&lt;strong&gt;&lt;span style="font-size:12pt;"&gt;1. Is DSYNC2 also the same as DSYNC1: aligning the rising edge with channel 1 data? If so, can we use only the DSYNC2 line to start sampling from CH1 each time and then collect a fixed number of points, as long as the sorting of the sampled data is always from CH1 to CH4, and there will be no channel confusion in the subsequent algorithm data collection?&lt;/span&gt;&lt;/strong&gt;&lt;br /&gt;&lt;strong&gt;&lt;span style="font-size:12pt;"&gt;2. Does DSYNC1 have to be used? Are there multiple rising edges in the collection of multiple points? Why is there no rising edge at the position CH1 data point - DSYNC1 that I marked in the following figure? How has the timing of DSYNC1 changed specifically?&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style="font-size:12pt;"&gt;&lt;img src="data:image/jpeg;base64,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***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***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" width="606" height="301" border="0" alt=" " /&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style="font-size:12pt;"&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/73/_7E005B005D006000_W_5D00_W_4000_RJ1O_5D00_85EK_290025007B00_9ZT.png" width="628" height="354" /&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;</description></item><item><title>RE: AFE4490SPO2EVM: Need Altium designer files for AFE4490SPO2EVM</title><link>https://e2e.ti.com/thread/6409442?ContentTypeID=1</link><pubDate>Wed, 08 Jul 2026 14:29:38 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:e240c7b2-aca9-4793-be31-2c27a4a3d184</guid><dc:creator>Payton Schubel</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6409442?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1661079/afe4490spo2evm-need-altium-designer-files-for-afe4490spo2evm/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hello Sunil,&lt;/p&gt;
&lt;p&gt;Let me follow up with you via email.&lt;/p&gt;
&lt;p&gt;Regards,&lt;/p&gt;
&lt;p&gt;Payton&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>AFE4490SPO2EVM: Need Altium designer files for AFE4490SPO2EVM</title><link>https://e2e.ti.com/thread/1661079?ContentTypeID=0</link><pubDate>Fri, 03 Jul 2026 11:06:30 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:12f3353f-7b0b-4e98-844c-7e595ce18cea</guid><dc:creator>Sunil Tank</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1661079?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1661079/afe4490spo2evm-need-altium-designer-files-for-afe4490spo2evm/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; AFE4490SPO2EVM&lt;/p&gt;&lt;p&gt;Hello,&lt;/p&gt;
&lt;p&gt;We urgently required hardware design files of AFE4490SPO2EVM for Altium or any other designer tool .&lt;/p&gt;
&lt;p&gt;It will be great help if you provide that.&lt;/p&gt;
&lt;p&gt;Thanks for your support.&lt;/p&gt;</description></item><item><title>DAC904: Did DAC904 remine active for the next years</title><link>https://e2e.ti.com/thread/1662374?ContentTypeID=0</link><pubDate>Wed, 08 Jul 2026 11:32:11 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:c63b669e-c163-480f-96c7-ed05c676dce8</guid><dc:creator>dov segal</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1662374?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1662374/dac904-did-dac904-remine-active-for-the-next-years/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; DAC904&lt;/p&gt;&lt;p&gt;Did DAC904 remine active for the next years&amp;nbsp;&lt;/p&gt;</description></item><item><title>RE: ADS1282-SP: [ADS1282-SP] Calibration via OFSCAL/GANCAL commands without continuous mode</title><link>https://e2e.ti.com/thread/6409115?ContentTypeID=1</link><pubDate>Wed, 08 Jul 2026 10:44:58 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:3a61e40c-eba6-4ceb-aedb-29b6ef88e929</guid><dc:creator>Xavier Hache</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/6409115?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1662086/ads1282-sp-ads1282-sp-calibration-via-ofscal-gancal-commands-without-continuous-mode/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Hello Keith,&lt;/p&gt;
&lt;p&gt;Would the following sequence work if using calibration commands (commands crossed red are not executed)? Would nDRDY still behave like shown in the figure?&lt;br /&gt;&lt;img style="max-height:240px;max-width:320px;" src="https://e2e.ti.com/resized-image/__size/640x480/__key/communityserver-discussions-components-files/73/pastedimage1783507331945v1.png" alt=" " /&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RE: DAC63204: DAC63204 design questions</title><link>https://e2e.ti.com/thread/6409104?ContentTypeID=1</link><pubDate>Wed, 08 Jul 2026 10:35:50 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:fde71462-3a42-4231-ac8d-045284f080be</guid><dc:creator>Logan</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/6409104?ContentTypeID=1</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1661697/dac63204-dac63204-design-questions/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;Thanks,refer to your response,we plan to use 4.02K.&lt;/p&gt;
&lt;p&gt;There are some other questions.&lt;/p&gt;
&lt;p&gt;1.I&lt;span&gt;dac tolerance range,from above application VDD1 we can calculate Idac maximum is 149uA when R3 value set to 4.02K [(0-0.6)/4.02=149uA] ,we are worry about whether this current is too large for the DAC63204 output PIN.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;2.Below is another use case,VDD2 voltage is 1.01~1.12V,typical is 1.05V,Vdac=0~1.8V.considering with E-96 series&amp;nbsp;calculate R3 value is 7.15K.Could you help me check if this value is correct?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;img style="max-height:207px;max-width:477px;" height="207" src="https://e2e.ti.com/resized-image/__size/954x414/__key/communityserver-discussions-components-files/73/pastedimage1783505814492v1.png" width="477" alt=" " /&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>DAC63204: DAC63204 design questions</title><link>https://e2e.ti.com/thread/1661697?ContentTypeID=0</link><pubDate>Tue, 07 Jul 2026 01:54:04 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:7cf8d708-6f9d-4efb-a2e8-ed847f8d21da</guid><dc:creator>Logan</dc:creator><slash:comments>2</slash:comments><comments>https://e2e.ti.com/thread/1661697?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1661697/dac63204-dac63204-design-questions/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; DAC63204&lt;/p&gt;&lt;p&gt;Hi Ti teams&lt;/p&gt;
&lt;p&gt;Currently,we plan to use the DAC63204 as DAC to regulate the output voltage of the TLV62569 and the TPS548A23,use the ADS1015L as ADC to measure remote feedback.There are some questions:&lt;/p&gt;
&lt;p&gt;1.Is this design feasible?&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/73/Snipaste_5F00_2026_2D00_07_2D00_07_5F00_09_2D00_24_2D00_06.png" alt="Snipaste_2026-07-07_09-24-06.png" width="489" height="159" data-temp-id="Snipaste_2026-07-07_09-24-06.png-109108" /&gt;&lt;/p&gt;
&lt;p&gt;2.As shown in the picture above,VDD1 voltage is 1.7~1.95V,Vdac is 0~1.8V,R1/R4 value is fixed,according to the calculation formula &amp;quot;Vout =Vfb(1+R1/R2)-R1/R3*(Vdac-Vfb)&amp;quot; ,the Rdac=4.058K,right?&lt;/p&gt;
&lt;p&gt;If above right,R3 value need &amp;lt;4.058K. If Rdac value set to 1K same as R4,the Vout calculation formula&amp;nbsp; &amp;quot;Vout =Vfb(1+R1/R2)-R1/R3*(Vdac-Vfb)&amp;quot; is easier,which resistance value or any other value would you recommend.,4.02K or 1K or other?&lt;/p&gt;
&lt;p&gt;2.DAC63204 I2C port pull up voltage support 1.8V right? Can the DAC63204 I2C port be directly connected with ADS1015L, then connected to host through level shift.&lt;/p&gt;
&lt;p&gt;3.From SPEC seems pin.cap need use 1.5uF capacitor connect to AGND,can this cap value use 1uF?&lt;/p&gt;
&lt;p&gt;4.If use Pin.VREF, then directly connect to power rail same as VDD,is this way okay?&lt;/p&gt;
&lt;p&gt;&amp;nbsp; If not use Pin.VREF, then place 100nF cap to GND and through 10K res connect to VDD rail,right?&lt;/p&gt;</description></item><item><title>ADS8698: Design support</title><link>https://e2e.ti.com/thread/1662291?ContentTypeID=0</link><pubDate>Wed, 08 Jul 2026 09:05:57 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:7ba0d1ce-cf2c-4da4-ad0e-05f519e98341</guid><dc:creator>Rakesh Reddy Yara</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1662291?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/data-converters-group/data-converters/f/data-converters-forum/1662291/ads8698-design-support/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; ADS8698&lt;/p&gt;&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/73/5710.adc1.PNG" alt="adc1.PNG" data-temp-id="adc1.PNG-122691" /&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/73/2148.adc2.PNG" alt="adc2.PNG" data-temp-id="adc2.PNG-39694" /&gt;&lt;/p&gt;
&lt;p&gt;Dear Support Team,&lt;/p&gt;
&lt;p&gt;We are using the ADS8698 device in our circuit and would appreciate your guidance on a few points regarding the analog input stage.&lt;/p&gt;
&lt;p&gt;Our analog input voltage range is &lt;strong&gt;&amp;plusmn;10 V&lt;/strong&gt;. Could you please clarify whether an external operational amplifier is required at the analog input, or if the ADS8698 can interface directly with this input range?&lt;/p&gt;
&lt;p&gt;Additionally, our design requires overvoltage protection (OVP) up to &lt;strong&gt;&amp;plusmn;20 V&lt;/strong&gt;. The ADS8698 datasheet also mentions an OVP rating of &lt;strong&gt;&amp;plusmn;20 V&lt;/strong&gt;, but it does not clearly specify the reference point for this rating. Could you please clarify whether the &lt;strong&gt;&amp;plusmn;20 V OVP&lt;/strong&gt; is specified with respect to &lt;strong&gt;AGND (analog ground)&lt;/strong&gt; or another reference?&lt;/p&gt;</description></item></channel></rss>