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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>Amplifiers forum - Recent Threads</title><link>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum</link><description /><dc:language>en-US</dc:language><generator>Telligent Community 13</generator><lastBuildDate>Sat, 07 Mar 2026 11:51:48 GMT</lastBuildDate><atom:link rel="self" type="application/rss+xml" href="https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum" /><item><title>OPA355: Gain BW</title><link>https://e2e.ti.com/thread/1623797?ContentTypeID=0</link><pubDate>Sat, 07 Mar 2026 11:51:48 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:b57108a5-2f86-4f96-9893-0d2692f64706</guid><dc:creator>sruthi siripuram</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1623797?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1623797/opa355-gain-bw/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/OPA355" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;OPA355&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;OPA355 datasheet mentioned GBW = 200MHz at G=10 but as per graph in page13 Gain at 10v/v is ~ 15MHz can u explain me where i am wrong &lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/14/0131.image.png" alt="image.png" data-temp-id="image.png-58342"&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/14/83304.image.png" alt="image.png" data-temp-id="image.png-19419"&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TLV2316-Q1: Request for Whisker Test Standard Information – BMW DCDC Gen Basis Project</title><link>https://e2e.ti.com/thread/1623785?ContentTypeID=0</link><pubDate>Sat, 07 Mar 2026 09:24:50 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:9be910fe-c831-43ff-987a-0d6d8d856c41</guid><dc:creator>Deepan Govindharaj Shanmugam</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1623785?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1623785/tlv2316-q1-request-for-whisker-test-standard-information-bmw-dcdc-gen-basis-project/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/TLV2316-Q1" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TLV2316-Q1&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Dear Supplier,&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Good day!&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;We are in the process of collecting information regarding the &lt;strong&gt;BMW DCDC Gen Basis Project&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Kindly provide the details requested below, specifically the &lt;strong&gt;standard used for whisker testing&lt;/strong&gt; and confirmation on &lt;strong&gt;whisker evaluation according to JESD201&lt;/strong&gt;.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Please fill in the missing information in the table:&lt;/p&gt;
&lt;table style="width:1171pt;" border="0" cellspacing="0" cellpadding="0"&gt;&lt;colgroup&gt;&lt;col style="width:69pt;"&gt; &lt;col style="width:132pt;"&gt; &lt;col style="width:115pt;"&gt; &lt;col style="width:166pt;"&gt; &lt;col style="width:329pt;"&gt; &lt;col style="width:360pt;"&gt;&lt;/colgroup&gt;
&lt;tbody&gt;
&lt;tr style="height:14.5pt;"&gt;
&lt;td style="width:69pt;"&gt;Manufacturer&lt;/td&gt;
&lt;td style="width:132pt;"&gt;Manufacturer Part Number&lt;/td&gt;
&lt;td style="width:115pt;"&gt;Flex Part Number&lt;/td&gt;
&lt;td style="width:166pt;"&gt;Item Description&lt;/td&gt;
&lt;td style="width:329pt;"&gt;Standard used for whisker test?&lt;br&gt;[DIN EN 60068-2-82 or JESD22-A121A]&lt;/td&gt;
&lt;td style="width:360pt;"&gt;Evaluation of whiskers&lt;br&gt;&amp;nbsp;according to JESD201 [Yes/No]&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style="height:14.5pt;"&gt;
&lt;td align="left"&gt;TI&lt;/td&gt;
&lt;td align="left"&gt;TLV2316QDGKRQ1&lt;/td&gt;
&lt;td align="left"&gt;FLX-BMW-ICS100267-00&lt;/td&gt;
&lt;td align="left"&gt;IC 10MHz Rail-to-Rail Input/Ou&lt;/td&gt;
&lt;td&gt;&amp;nbsp;&lt;/td&gt;
&lt;td&gt;&amp;nbsp;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>INA233: Supply voltage wrt I2C high voltage</title><link>https://e2e.ti.com/thread/1623627?ContentTypeID=0</link><pubDate>Fri, 06 Mar 2026 13:18:25 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:6d80daf1-8ff2-4683-b761-4014d662ba0c</guid><dc:creator>Adi R</dc:creator><slash:comments>3</slash:comments><comments>https://e2e.ti.com/thread/1623627?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1623627/ina233-supply-voltage-wrt-i2c-high-voltage/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/INA233" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;INA233&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hi,&lt;/p&gt;
&lt;p&gt;I could not make it from the datasheet. Is it allowed to supply the INA233 with 3.3V while using 5V for the high voltage on the&amp;nbsp;I2C bus?&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>THS3491: Gain setting</title><link>https://e2e.ti.com/thread/1623602?ContentTypeID=0</link><pubDate>Fri, 06 Mar 2026 12:18:13 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:162c59a0-e747-4f8c-9ce2-e30f4d5ba850</guid><dc:creator>ttd</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1623602?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1623602/ths3491-gain-setting/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/THS3491" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;THS3491&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Dear Technical Support Team,&lt;/p&gt;
&lt;p&gt;How do I extimate the gain such as G=8 for d Noninverting amp?&lt;/p&gt;
&lt;p&gt;THS3491 is current feedback, so resistor value is important.&lt;/p&gt;
&lt;p&gt;I use RF=576ohm and RG=82ohm for G=8. Is it correct?&lt;/p&gt;
&lt;p&gt;How about G=6 and G=7, G=9 for example?&lt;/p&gt;
&lt;p&gt;This is my TINA TI simulation.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;a href="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/14/THS3491_5F00_Non_5F00_invert_5F00_G_3D00_8_5F00_250M_5F00_Sine.TSC" target="_blank" rel="noopener" data-temp-id="THS3491_Non_invert_G=8_250M_Sine.TSC-12495232"&gt;THS3491_Non_invert_G=8_250M_Sine.TSC&lt;/a&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/14/0383.image.png" alt="image.png" data-temp-id="image.png-39820"&gt;&lt;/p&gt;
&lt;p&gt;Best Regards,&lt;/p&gt;
&lt;p&gt;ttd&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TRF1208: TRF1208 residual phase noise</title><link>https://e2e.ti.com/thread/1623591?ContentTypeID=0</link><pubDate>Fri, 06 Mar 2026 11:51:40 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:bf1c1478-8929-4f58-9eb5-147cbb992b2a</guid><dc:creator>Ali Aydın</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1623591?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1623591/trf1208-trf1208-residual-phase-noise/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/TRF1208" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TRF1208&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/TRF1108" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TRF1108&lt;/a&gt;,&lt;/p&gt;&lt;p&gt;Hi,&lt;/p&gt;
&lt;p&gt;I&amp;#39;ve been looking for DtS amplifiers and I&amp;#39;ve seen TRF1108 spcifiying its residiual phase noise but couldnt reach any data about TRF1208. 1108&amp;#39;s BW is not enough for me, can you help me about this issue?&lt;/p&gt;
&lt;p&gt;Thanks&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>LMV324-N-Q1: Voltage difference from IN A+ and IN A-</title><link>https://e2e.ti.com/thread/1623577?ContentTypeID=0</link><pubDate>Fri, 06 Mar 2026 11:04:05 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:4eb68a21-8324-4ac0-a34d-6e172aaaf256</guid><dc:creator>Hanbing Xiao</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1623577?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1623577/lmv324-n-q1-voltage-difference-from-in-a-and-in-a-/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/LMV324-N-Q1" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;LMV324-N-Q1&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hi team,&lt;/p&gt;
&lt;p&gt;Customer replied that they found the voltage of IN+ and IN- are not same when the circuit is running. 30 units failed out of 700 units. The problem can be solved after ABA test.&lt;/p&gt;
&lt;p&gt;Since the failure rate is pretty high, so i think it might not be a quality issue.&lt;/p&gt;
&lt;p&gt;Can you please check if there any problems with customer design?&lt;/p&gt;
&lt;p&gt;&lt;img 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width="1305" height="705" border="0" alt=" "&gt;&lt;/p&gt;
&lt;p&gt;BR&lt;/p&gt;
&lt;p&gt;Hanbing&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>XTR106: XTR106 Circuit Inquiry</title><link>https://e2e.ti.com/thread/1623497?ContentTypeID=0</link><pubDate>Fri, 06 Mar 2026 08:35:04 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:2659f771-7fef-4c20-8a33-691fad9b72c3</guid><dc:creator>JAE OK KIM</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1623497?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1623497/xtr106-xtr106-circuit-inquiry/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/XTR106" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;XTR106&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;I have implemented a circuit that converts a 1kohm loadcell output to 4~20mA, as shown in the image.&lt;br&gt;I&amp;#39;m only connection the load cell power to pin13, not pin 14&lt;/p&gt;
&lt;p&gt;Currenly, the circuit output remains unchanged at 4~20mA.&amp;nbsp;&lt;br&gt;What could ge the problem?&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/14/2047.XTR106-circuit.jpg" alt="XTR106 circuit.jpg" width="603" height="308" data-temp-id="XTR106 circuit.jpg-53018"&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TAS2563: Schematics Verification</title><link>https://e2e.ti.com/thread/1623486?ContentTypeID=0</link><pubDate>Fri, 06 Mar 2026 08:04:51 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:b4fa721a-f9e0-4a44-950b-3ad5f3f606a3</guid><dc:creator>Siddarth hudedamani</dc:creator><slash:comments>3</slash:comments><comments>https://e2e.ti.com/thread/1623486?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1623486/tas2563-schematics-verification/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/TAS2563" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TAS2563&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p data-end="560" data-start="519"&gt;Could you please advise on the following:&lt;/p&gt;
&lt;ol data-end="891" data-start="562"&gt;
&lt;li data-end="647" data-start="562" data-section-id="k55sm5"&gt;
&lt;p data-end="647" data-start="565"&gt;Whether the &lt;strong data-end="633" data-start="577"&gt;schematic implementation for the TAS2563 BGA package&lt;/strong&gt; is correct.&lt;/p&gt;
&lt;/li&gt;
&lt;li data-end="778" data-start="648" data-section-id="1awirkc"&gt;
&lt;p data-end="778" data-start="651"&gt;Is using a &lt;strong data-end="710" data-start="662"&gt;voltage divider to generate the 1.8 V supply&lt;/strong&gt; acceptable for this IC, or could it cause stability/noise issues?&lt;/p&gt;
&lt;/li&gt;
&lt;li data-end="891" data-start="779" data-section-id="5eugap"&gt;
&lt;p data-end="891" data-start="782"&gt;If the voltage divider is not recommended, what would be the &lt;strong data-end="890" data-start="843"&gt;preferred method to generate the 1.8 V rail&lt;/strong&gt;?&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/14/85300.image.png" alt="image.png" data-temp-id="image.png-114666"&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;/ol&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>AMC0311R-Q1: Max Analog input limit</title><link>https://e2e.ti.com/thread/1623453?ContentTypeID=0</link><pubDate>Fri, 06 Mar 2026 07:07:49 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:06fb67a7-0550-4b68-98b3-a2fd476cd283</guid><dc:creator>ABKD</dc:creator><slash:comments>4</slash:comments><comments>https://e2e.ti.com/thread/1623453?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1623453/amc0311r-q1-max-analog-input-limit/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/AMC0311R-Q1" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;AMC0311R-Q1&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/AMC0311R" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;AMC0311R&lt;/a&gt;&lt;/p&gt;&lt;p&gt;Hello,&lt;/p&gt;
&lt;p&gt;For AMC0311R-Q1 the recommeded conditions are given as -&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/14/64157.image.png" alt="image.png" width="567" height="289" data-temp-id="image.png-122911"&gt;&lt;/p&gt;
&lt;p&gt;But the absolute max ratings are as below -&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/14/84357.image.png" alt="image.png" width="626" height="271" data-temp-id="image.png-158829"&gt;&lt;/p&gt;
&lt;p&gt;So as per above absolute limit of upto 7V, can I apply 4.81V to the input for below application -&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/14/611125.image.png" alt="image.png" width="207" height="222" data-temp-id="image.png-21223"&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Here, Vin = 5V; the NTC max voltage goes to 4.81V and R1 = 68 kohm and min. 170mV&lt;/p&gt;
&lt;p&gt;Can I directly inteface AMC0311R-Q1 to above circuit ?&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>INA229: nA level current variation detection</title><link>https://e2e.ti.com/thread/1623420?ContentTypeID=0</link><pubDate>Fri, 06 Mar 2026 05:54:20 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:636773bc-689c-42eb-97ed-6f077f946f09</guid><dc:creator>Roy Chou1</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1623420?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1623420/ina229-na-level-current-variation-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/INA229" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;INA229&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/INA228" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;INA228&lt;/a&gt;&lt;/p&gt;&lt;p&gt;Hi Team,&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;I want to confirm if INA229 is appropriate solution for nA current detection?&lt;/p&gt;
&lt;p&gt;Do we have I2C interface corresponding solution?&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Regards,&lt;br&gt;Roy&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>OPAMP-NOISECALC: IBIS MODEL</title><link>https://e2e.ti.com/thread/1623401?ContentTypeID=0</link><pubDate>Fri, 06 Mar 2026 04:59:49 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:352979d8-dd49-4522-a067-c2b2c0c06e39</guid><dc:creator>Debasmita Deoghuria</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1623401?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1623401/opamp-noisecalc-ibis-model/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/OPAMP-NOISECALC" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;OPAMP-NOISECALC&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/OPA388" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;OPA388&lt;/a&gt;&lt;/p&gt;&lt;p&gt;I need the IBIS MODEL OF OPA388 for my research purpose.&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>OPA2695: Behavior of Output When Power is OFF</title><link>https://e2e.ti.com/thread/1623396?ContentTypeID=0</link><pubDate>Fri, 06 Mar 2026 04:38:51 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:51761e86-05f5-4480-abca-6e2862745f32</guid><dc:creator>kenji sakuma</dc:creator><slash:comments>3</slash:comments><comments>https://e2e.ti.com/thread/1623396?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1623396/opa2695-behavior-of-output-when-power-is-off/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/OPA2695" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;OPA2695&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;When the power is turned off while the DIS terminal is at a low (negative) level,&lt;br&gt;the output becomes energized. The device is operated with a &amp;plusmn;5 V power supply.&lt;br&gt;1. &amp;nbsp; &amp;nbsp; Is this behavior acceptable and intended according to your specifications?&lt;br&gt;2. &amp;nbsp; &amp;nbsp; If not, could you please advise on recommended countermeasures?&lt;br&gt;Specifically, I would like to avoid any output being energized when the power is off.&lt;br&gt;Could you please let me know if any of the following measures are appropriate or recommended for this device?&lt;br&gt;&amp;bull; &amp;nbsp; &amp;nbsp; Adding a pull-up or pull-down resistor on the DIS terminal&lt;br&gt;&amp;bull; &amp;nbsp; &amp;nbsp; Adding a series resistor or protection components on the output&lt;br&gt;&amp;bull; &amp;nbsp; &amp;nbsp; Changing the default logic level or connection method of the DIS terminal&lt;br&gt;If there are any reference circuits or application notes that address this situation,&lt;br&gt;I would appreciate it if you could share them.&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TLV3401: TLV3401IDBVR  COD place</title><link>https://e2e.ti.com/thread/1623336?ContentTypeID=0</link><pubDate>Fri, 06 Mar 2026 01:25:27 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:ee8a5438-d2b2-4d4f-a650-e534c101f181</guid><dc:creator>sam xu</dc:creator><slash:comments>0</slash:comments><comments>https://e2e.ti.com/thread/1623336?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1623336/tlv3401-tlv3401idbvr-cod-place/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/TLV3401" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TLV3401&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Pls show us the TLV3401IDBVR COD place, our customer need it, thanks a lot!&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>RES60A-Q1: Clarify detail each condition on absolute max parameter</title><link>https://e2e.ti.com/thread/1623319?ContentTypeID=0</link><pubDate>Thu, 05 Mar 2026 23:08:54 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:a5ca657e-8e5e-452d-91ef-deac5eadf741</guid><dc:creator>Ryuuichi machida</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1623319?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1623319/res60a-q1-clarify-detail-each-condition-on-absolute-max-parameter/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/RES60A-Q1" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;RES60A-Q1&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hi,&lt;br&gt;My customer is interested in RES60A.&lt;br&gt;However, there are seveal values you defined in datasheet.&lt;br&gt;I think that each described in &amp;quot;Recommended operating conditions&amp;quot; as shown below means specification which user can apply as &amp;quot;DC voltage&amp;quot; and &amp;quot;AC voltage&amp;quot;.&lt;br&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/14/78052.image.png" alt="image.png" width="455" height="190" data-temp-id="image.png-104508"&gt;&lt;br&gt;However, I&amp;#39;m not sure meaning of description in &amp;quot;absolute maximum rating&amp;quot; as shown below.&lt;br&gt;Does three contents of row mean criteria of something standard specification (like IEC xxxx etc) ?&lt;br&gt;- &amp;quot;Maximum short-term overoad&amp;quot;&lt;br&gt;- &amp;quot;Transient high-potential voltage ac&amp;quot;&lt;br&gt;- &amp;quot;Transient high-potential voltage dc&amp;quot;&lt;br&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/14/2376.image.png" alt="image.png" width="468" height="291" data-temp-id="image.png-145739"&gt;&lt;br&gt;The point which I would like to confirm is how(what kind of method should use use) customer can confirm whether customer does not violate absolute max spec.&amp;nbsp;&lt;br&gt;&lt;br&gt;Best Regards,&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TLE2144M: Pinout for LCCC FK (20) Package?</title><link>https://e2e.ti.com/thread/1623314?ContentTypeID=0</link><pubDate>Thu, 05 Mar 2026 22:46:22 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:88d91794-e397-4d00-9f82-357d510df411</guid><dc:creator>Matthew Johnson</dc:creator><slash:comments>2</slash:comments><comments>https://e2e.ti.com/thread/1623314?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1623314/tle2144m-pinout-for-lccc-fk-20-package/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/TLE2144M" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TLE2144M&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Datasheet has skewing on pg 3 for pinout. Is 17 NC, 16 VCC-, 3 1IN-, 2 1OUT, 1 NC, 20 4OUT, 19 4IN-?&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>LM101AJAN: LM101AJAN vs M38510/1010 Pin Out</title><link>https://e2e.ti.com/thread/1623293?ContentTypeID=0</link><pubDate>Thu, 05 Mar 2026 20:33:34 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:e4d7ab3c-23ff-4930-8d38-a5b0cbc56724</guid><dc:creator>Mike Woodard</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1623293?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1623293/lm101ajan-lm101ajan-vs-m38510-1010-pin-out/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/LM101AJAN" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;LM101AJAN&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;I am looking for a replacement for an M38510/10101BGA opamp, both the LM101A and the LM101AJAN have been suggested as replacements. According to MIL-M-38510/101K pin-8 is floating (NC) on the TO-99 case. However, when reviewing the schematics for both the LM101A and the LM101AJAN it looks like pin-8 is connected to the collector of Q7, this would make them M38510/10103BGA opamps not M38510/10101BGA opamps, right? Can you confirm, if, for the TO-99 case, pin-8 is floating on the LM101A and/or LM101AJAN.?&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>LMH6654: Need space qualified equivalent component</title><link>https://e2e.ti.com/thread/1623290?ContentTypeID=0</link><pubDate>Thu, 05 Mar 2026 20:16:03 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:0621ede9-7977-4ae6-b330-6898262a8c7f</guid><dc:creator>cody campana</dc:creator><slash:comments>3</slash:comments><comments>https://e2e.ti.com/thread/1623290?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1623290/lmh6654-need-space-qualified-equivalent-component/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/LMH6654" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;LMH6654&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/LMH6628QML-SP" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;LMH6628QML-SP&lt;/a&gt;, &lt;a href="https://www.ti.com/product/LM6172QML-SP" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;LM6172QML-SP&lt;/a&gt;, &lt;a href="https://www.ti.com/product/LM7171QML-SP" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;LM7171QML-SP&lt;/a&gt;&lt;/p&gt;&lt;p&gt;Need an equivalent opamp for space as the LT6200 from ADI or LMH6654 which should be pin to pin compatible.&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>LM2903B-Q1: Die failure mode</title><link>https://e2e.ti.com/thread/1623182?ContentTypeID=0</link><pubDate>Thu, 05 Mar 2026 14:37:07 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:fb6473aa-16be-4e9a-a593-b8ddc8e13a65</guid><dc:creator>Scarlett Cao</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1623182?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1623182/lm2903b-q1-die-failure-mode/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/LM2903B-Q1" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;LM2903B-Q1&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hi team&lt;/p&gt;
&lt;p&gt;Could you please help share what does OUT functional not in speccificaiton means?&lt;/p&gt;
&lt;p&gt;what type of failure mode it covers? Does this include output oscillations?&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Thanks&lt;/p&gt;
&lt;p&gt;Scarlett&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/14/6675.png" alt="4.png" data-temp-id="4.png-32637"&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>INA310B: Datasheet Error</title><link>https://e2e.ti.com/thread/1623155?ContentTypeID=0</link><pubDate>Thu, 05 Mar 2026 13:35:37 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:b43c5eae-1f44-4967-98b6-0cc55284f3af</guid><dc:creator>Francis Jiang</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1623155?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1623155/ina310b-datasheet-error/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/INA310B" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;INA310B&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hi Team,&lt;/p&gt;
&lt;p&gt;Whether there is a error of figure 6-37? The Figure 6-40 and below table both show the tp is about 1us under 20mV OD condition, not 75ns.&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/14/8420.image.png" alt="image.png" width="401" height="297" data-temp-id="image.png-115497"&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/14/38843.image.png" alt="image.png" width="547" height="204" data-temp-id="image.png-71940"&gt;&lt;/p&gt;
&lt;p&gt;Thanks.&lt;/p&gt;
&lt;p&gt;BRs,&lt;/p&gt;
&lt;p&gt;Francis&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>LM1875: NEB package drawing confirmation needed</title><link>https://e2e.ti.com/thread/1623144?ContentTypeID=0</link><pubDate>Thu, 05 Mar 2026 13:24:40 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:f77092ba-0cb1-4e74-b005-5dbed05d888d</guid><dc:creator>Suresh G</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1623144?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1623144/lm1875-neb-package-drawing-confirmation-needed/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/LM1875" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;LM1875&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="margin:0cm;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:12.0pt;"&gt;Hello Team,&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin:0cm;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style="margin:0cm;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:12.0pt;"&gt;The Part LM1875T/L&lt;span style="color:red;"&gt;B&lt;/span&gt;02 got Obsoleted, and the recommended replacement was LM1875T/L&lt;span style="color:red;"&gt;F&lt;/span&gt;02 (just Pb-free difference). When cross checking the dimensions, I could see there are two versions of NEB package (Version A &amp;amp; B). May I know which rev does the Obsoleted and Alternate part follows?&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin:0cm;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style="margin:0cm;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:12.0pt;"&gt;Regards,&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin:0cm;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:12.0pt;"&gt;Suresh G&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin:0cm;font-size:10pt;font-family:Aptos, sans-serif;"&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/14/13457.image.png" alt="image.png" data-temp-id="image.png-197742"&gt;&lt;br&gt;&lt;br&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/14/8688.image.png" alt="image.png" data-temp-id="image.png-186035"&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>THS4552RTWEVM: Simulating THS4552</title><link>https://e2e.ti.com/thread/1623133?ContentTypeID=0</link><pubDate>Thu, 05 Mar 2026 12:57:04 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:355a5752-fa25-4ba2-9ffe-a78d95cffa97</guid><dc:creator>Uday Kumar Urimi</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1623133?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1623133/ths4552rtwevm-simulating-ths4552/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/THS4552RTWEVM" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;THS4552RTWEVM&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt; &lt;a href="https://www.ti.com/tool/TINA-TI" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;TINA-TI&lt;/a&gt;&lt;/p&gt;&lt;p&gt;Dear TI,&lt;/p&gt;
&lt;p&gt;I would like to understand the below circuit and below are my queries&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/14/2335.THS.png" alt="THS.png" width="482" height="330" data-temp-id="THS.png-31167"&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Technical :&amp;nbsp;&lt;/strong&gt;&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;Let us consider Vin as pulse of 0-3V 50MHz, VCM as 0.9V&lt;/li&gt;
&lt;li&gt;What will be the gain of this circuit?&lt;/li&gt;
&lt;li&gt;What will be the output voltage level for Bias of 0V and Bias of 2V&lt;/li&gt;
&lt;li&gt;What are the output levels of differential outputs?&lt;/li&gt;
&lt;li&gt;How the differnet VDD supply(4.3V in the circuit) affects the output voltage swing?&amp;nbsp;&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;&lt;strong&gt;Simulation :&amp;nbsp;&lt;br&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;How to simulate this circuit, if I want to experiment with different combinations?&lt;/li&gt;
&lt;li&gt;I got permission to download PSPICE . The link is directing to a online installer. I am looking for full software for a PC that will be offline&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;Thank you,&lt;br&gt;Uday&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TLV1701: TLV1701 vs LM139</title><link>https://e2e.ti.com/thread/1623097?ContentTypeID=0</link><pubDate>Thu, 05 Mar 2026 11:25:46 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:bba40216-2fbd-4b6e-b7e7-7a844bbe8ff4</guid><dc:creator>M. Bulent KAYA</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1623097?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1623097/tlv1701-tlv1701-vs-lm139/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/TLV1701" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TLV1701&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/LM139" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;LM139&lt;/a&gt;,&lt;/p&gt;&lt;p&gt;Hi,&lt;/p&gt;
&lt;p&gt;In my design, I used a TLV1701 instead of the LM139 from the previous circuit. Although the rest of the circuit is the same, my signal outputs are not the same. What could be the reason for this? I can send the drawings.&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>INA849: Regarding the unused Pins</title><link>https://e2e.ti.com/thread/1623071?ContentTypeID=0</link><pubDate>Thu, 05 Mar 2026 10:32:23 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:bc39f96b-9b2b-40c9-8da1-8eebcb5272d0</guid><dc:creator>Maharajan P</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1623071?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1623071/ina849-regarding-the-unused-pins/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/INA849" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;INA849&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Dear Team,&amp;nbsp;&lt;/p&gt;
&lt;p&gt;I am Planning to use this INA849DGKR part in my design,&lt;/p&gt;
&lt;p&gt;Please find the attached Snap shot&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/14/25643.image.png" alt="image.png" data-temp-id="image.png-7749"&gt;&lt;/p&gt;
&lt;p&gt;I want G=1,&amp;nbsp; so as per te given table i left it as Not connected, &lt;img src="https://e2e.ti.com/cfs-file/__key/communityserver-discussions-components-files/14/801875.image.png" alt="image.png" data-temp-id="image.png-37115"&gt;&lt;/p&gt;
&lt;p&gt;Please adivise me how to terminate VS- and IN- pins, also advise me how to use REF pin and why REF is needed. Can i terminate it to GND of 2.5V should be given as mentioned in datasheet?.&lt;/p&gt;
&lt;p&gt;Looking forward to your reply,&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Thank you and best regards,&amp;nbsp;&lt;br&gt;Maharajan P&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>OPA858DSGEVM: Mouser Tech Request - 504429</title><link>https://e2e.ti.com/thread/1623067?ContentTypeID=0</link><pubDate>Thu, 05 Mar 2026 10:29:01 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:e9e8bfe9-5380-4e75-8139-e399120ff1da</guid><dc:creator>Thomas Rosendahl</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1623067?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1623067/opa858dsgevm-mouser-tech-request---504429/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/OPA858DSGEVM" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;OPA858DSGEVM&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hi,&lt;/p&gt;
&lt;p&gt;We have a customer who ordered evaluation board OPA858DSGEVM from Mouser.&lt;/p&gt;
&lt;p&gt;They have reported the following issues:&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp; &amp;nbsp; &amp;quot;The appearance of the device is complete and defect free, but the gain&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; should be 7 times. Currently, the laboratory has measured that it is only&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 1 time. We use a waveform generator to give IN+a 20mV, 1MHz sine wave. The&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; input and output (IN+and OUT) waveforms are exactly the same, with no&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; change in amplitude, indicating that the gain is only 1.&amp;quot;&lt;/p&gt;
&lt;p&gt;Could you please advise if there is a way they can test or trouble-shoot this board?&lt;/p&gt;
&lt;p&gt;Kind regards&lt;/p&gt;
&lt;p&gt;Thomas Rosendahl&lt;/p&gt;
&lt;p&gt;Mouser Electronics&lt;/p&gt;
&lt;p&gt;S/O &lt;strong&gt;&lt;span style="font-size:9.5pt;line-height:115%;font-family:&amp;#39;Courier New&amp;#39;;"&gt;504429&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>OPA355: gain bandwidth product (OPA355)</title><link>https://e2e.ti.com/thread/1623054?ContentTypeID=0</link><pubDate>Thu, 05 Mar 2026 10:04:35 GMT</pubDate><guid isPermaLink="false">cb01d8b2-d089-468d-babb-77d1d8683490:ac544b54-885a-4793-8e94-9d71323f4e8b</guid><dc:creator>vemireddi Nagamani</dc:creator><slash:comments>1</slash:comments><comments>https://e2e.ti.com/thread/1623054?ContentTypeID=0</comments><wfw:commentRss>https://e2e.ti.com/support/amplifiers-group/amplifiers/f/amplifiers-forum/1623054/opa355-gain-bandwidth-product-opa355/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/OPA355" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;OPA355&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/OPA827" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;OPA827&lt;/a&gt;, &lt;a href="https://www.ti.com/product/OPA847" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;OPA847&lt;/a&gt;&lt;/p&gt;&lt;p data-end="335" data-start="324"&gt;Hello Team,&lt;/p&gt;
&lt;p data-end="476" data-start="291"&gt;In the &lt;strong data-end="308" data-start="298"&gt;OPA355&lt;/strong&gt; datasheet, multiple bandwidth-related parameters are specified, which is causing some confusion in deciding &lt;strong data-end="475" data-start="417"&gt;which parameter should be used for a given application&lt;/strong&gt;.&lt;/p&gt;
&lt;p data-end="517" data-start="478"&gt;For &lt;strong data-end="492" data-start="482"&gt;OPA355&lt;/strong&gt;, the datasheet mentions:&lt;/p&gt;
&lt;ul data-end="689" data-start="518"&gt;
&lt;li data-end="554" data-start="518"&gt;
&lt;p data-end="554" data-start="520"&gt;&lt;strong data-end="554" data-start="520"&gt;Unity-gain bandwidth &amp;asymp; 450 MHz&lt;/strong&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li data-end="606" data-start="555"&gt;
&lt;p data-end="606" data-start="557"&gt;&lt;strong data-end="606" data-start="557"&gt;Gain-bandwidth product &amp;asymp; 200 MHz at gain = 10&lt;/strong&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li data-end="689" data-start="607"&gt;
&lt;p data-end="689" data-start="609"&gt;&lt;strong data-end="689" data-start="609"&gt;Small-signal &amp;minus;3 dB bandwidth values specified at different closed-loop gains&lt;/strong&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-end="812" data-start="691"&gt;Since these values are not identical, it is unclear &lt;strong data-end="811" data-start="743"&gt;which gain bandwidth product specification should be considered during design&lt;/strong&gt;.&lt;/p&gt;
&lt;p data-end="831" data-start="814"&gt;My questions are:&lt;/p&gt;
&lt;ol data-end="1724" data-start="832"&gt;
&lt;li data-end="996" data-start="832"&gt;
&lt;p data-end="996" data-start="835"&gt;For a &lt;strong data-end="870" data-start="841"&gt;specific closed-loop gain&lt;/strong&gt;, should the &lt;strong data-end="932" data-start="883"&gt;small-signal bandwidth specified at that gain&lt;/strong&gt; be preferred over unity-gain bandwidth or GBW-based estimation?&lt;/p&gt;
&lt;/li&gt;
&lt;li data-end="1192" data-start="997"&gt;
&lt;p data-end="1059" data-start="1000"&gt;In what type of applications should each parameter be used?&lt;/p&gt;
&lt;ul data-end="1192" data-start="1063"&gt;
&lt;li data-end="1087" data-start="1063"&gt;
&lt;p data-end="1087" data-start="1065"&gt;Unity-gain bandwidth&lt;/p&gt;
&lt;/li&gt;
&lt;li data-end="1148" data-start="1091"&gt;
&lt;p data-end="1148" data-start="1093"&gt;Gain-bandwidth product specified at a particular gain&lt;/p&gt;
&lt;/li&gt;
&lt;li data-end="1192" data-start="1152"&gt;
&lt;p data-end="1192" data-start="1154"&gt;Small-signal bandwidth at a given gain&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ol&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item></channel></rss>