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<?xml-stylesheet type="text/xsl" href="https://e2echina.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>开关和多路复用器论坛 - 最近的话题</title><link>https://e2echina.ti.com/support/switches-multiplexers/f/switches-multiplexers-forum</link><description /><dc:language>zh-CN</dc:language><generator>Telligent Community 13</generator><lastBuildDate>Thu, 14 May 2026 13:01:38 GMT</lastBuildDate><atom:link rel="self" type="application/rss+xml" href="https://e2echina.ti.com/support/switches-multiplexers/f/switches-multiplexers-forum" /><item><title>TS3A27518E-Q1: TS3A27518E 3级串联的有效带宽</title><link>https://e2echina.ti.com/thread/1073616?ContentTypeID=0</link><pubDate>Thu, 14 May 2026 13:01:38 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:417c7651-c737-4add-aaef-d9e9a0a44adf</guid><dc:creator>xu Ying</dc:creator><slash:comments>1</slash:comments><comments>https://e2echina.ti.com/thread/1073616?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/switches-multiplexers/f/switches-multiplexers-forum/1073616/ts3a27518e-q1-ts3a27518e-3/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/TS3A27518E-Q1" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TS3A27518E-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.cn/product/cn/TS3A27518E" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TS3A27518E&lt;/a&gt;&lt;/p&gt;&lt;p&gt;你好：&lt;/p&gt;
&lt;p&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;我现在使用TS3A27518E扩展SPI接口，由于需要支持3个FLASH芯片，要使用3个TS3A27518E进行串联，具体信号拓扑见附件。关于这种3个TS3A27518E串联的方式，有两个问题：&lt;/p&gt;
&lt;p&gt;（1）从DEVICE_A或者DEVICE_B到FLASH1通路的带宽是多少？&lt;/p&gt;
&lt;p&gt;（2）从DEVICE_A或者DEVICE_B到FLASH2/FLASH3通路的带宽是多少？&lt;img src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/116/8156._D3625162FE56_.png" width="458" height="121" alt=" "&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TS3USB221: ts3usb211选型</title><link>https://e2echina.ti.com/thread/1072404?ContentTypeID=0</link><pubDate>Fri, 08 May 2026 03:38:40 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:35a08c20-6cdf-4e2c-8c90-322aa96779da</guid><dc:creator>NOARH HOWARD</dc:creator><slash:comments>3</slash:comments><comments>https://e2echina.ti.com/thread/1072404?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/switches-multiplexers/f/switches-multiplexers-forum/1072404/ts3usb221-ts3usb211/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/TS3USB221" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TS3USB221&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;使用QFN封装，工作温度-40～85℃，还是有很多型号，有什么特殊差异点&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>CD4051B: CD4051 channel damage issue</title><link>https://e2echina.ti.com/thread/1069659?ContentTypeID=0</link><pubDate>Wed, 22 Apr 2026 02:22:08 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:b1896a1c-aeef-4d66-9e39-a12c6aa4d63c</guid><dc:creator>Jayden Yin</dc:creator><slash:comments>2</slash:comments><comments>https://e2echina.ti.com/thread/1069659?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/switches-multiplexers/f/switches-multiplexers-forum/1069659/cd4051b-cd4051-channel-damage-issue/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/CD4051B" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;CD4051B&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="margin:0in;font-size:12pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:14.0pt;color:#156082;"&gt;&lt;span style="font-size:14pt;color:#156082;"&gt;As we all know, there is an internal diode between each channel and VDD in the CD4051.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="font-size:11.0pt;font-family:Aptos, sans-serif;"&gt;&lt;img style="height:4.145in;width:7.979in;" 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" width="766" height="398" alt=" "&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin:0in;font-size:12pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:14.0pt;color:#156082;"&gt;We found that applying 13.5V to a channel for a short duration (~1 s) while VDD is unpowered may lead to channel damage.&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin:0in;font-size:12pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:14.0pt;color:#156082;"&gt;&lt;span style="font-size:11.0pt;font-family:Aptos, sans-serif;"&gt;&lt;img style="height:3.854in;width:7.958in;" 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width="764" height="370" alt=" "&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin:0in;font-size:12pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:14.0pt;color:#156082;"&gt;However, different CD4051 devices exhibit different behaviors under the same conditions.&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin:0in;font-size:12pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:14.0pt;color:#156082;"&gt;&lt;span style="font-size:11.0pt;font-family:Aptos, sans-serif;"&gt;&lt;img style="height:4.055in;width:7.93in;" 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***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" width="761" height="389" alt=" "&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin:0in;font-size:12pt;font-family:Aptos, sans-serif;"&gt;&lt;span style="font-size:14.0pt;color:#156082;"&gt;We would like to understand the differences between these CD4051 devices.&lt;/span&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>SN74CB3Q3384A: 目前EMMC_VCCQ1.8V供电，EMMC 50M速率,请问SN74CB3Q3384APWR,TI,这个物料用来做信号隔离是否OK</title><link>https://e2echina.ti.com/thread/1066855?ContentTypeID=0</link><pubDate>Wed, 08 Apr 2026 04:23:13 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:8d3b56e3-5076-4cc3-9a4c-9a9cec4341db</guid><dc:creator>Anna dong</dc:creator><slash:comments>2</slash:comments><comments>https://e2echina.ti.com/thread/1066855?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/switches-multiplexers/f/switches-multiplexers-forum/1066855/sn74cb3q3384a-emmc_vccq1-8v-emmc-50m-sn74cb3q3384apwr-ti-ok/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/SN74CB3Q3384A" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;SN74CB3Q3384A&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;
&lt;p&gt;1.EMMC_VCCQ1.8V供电，EMMC 50M速率&lt;/p&gt;
&lt;p&gt;2.SN74CB3Q3384APWR VCC--3.3v供电，OE 也是3.3V 的电平或者0电平，1A0-2A4 分别接EMMC 的MSH_CLK/MSH_CMD，MSH_DATA0-7这些输入信号是1.8V.&lt;/p&gt;
&lt;p&gt;请问输入和输出是不是不受VCC供电影响，可以支持1.8V 的输入输出&lt;/p&gt;
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&lt;/div&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMUX1309A: TMUX1309A的信号完整性问题</title><link>https://e2echina.ti.com/thread/1065562?ContentTypeID=0</link><pubDate>Thu, 26 Mar 2026 08:40:00 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:026bc4ed-c68a-44cf-b124-881a6d205eb5</guid><dc:creator>user3555665</dc:creator><slash:comments>9</slash:comments><comments>https://e2echina.ti.com/thread/1065562?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/switches-multiplexers/f/switches-multiplexers-forum/1065562/tmux1309a-tmux1309a/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/TMUX1309A" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMUX1309A&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt;  &lt;a href="https://www.ti.com.cn/product/cn/SN74LV4052A" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;SN74LV4052A&lt;/a&gt;, &lt;a href="https://www.ti.com.cn/product/cn/TMUX1574" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMUX1574&lt;/a&gt;, &lt;a href="https://www.ti.com.cn/product/cn/TMUX1109" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMUX1109&lt;/a&gt;, &lt;a href="https://www.ti.com.cn/product/cn/TMUX1209" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMUX1209&lt;/a&gt;, &lt;a href="https://www.ti.com.cn/product/cn/SN74CB3Q3253" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;SN74CB3Q3253&lt;/a&gt;&lt;/p&gt;&lt;p&gt;TI的工程师们好！因为论坛的反应速度奇慢，导致之前的贴子重复提交被删除了，只好重新发一次抱歉！&lt;/p&gt;
&lt;p&gt;我在用2片500M带宽的TMUX1309A完成3路I2S信号切换时（频率仅为12.288M)，遇到明显的信号上升下降沿变缓的问题，因为I2S信号是边沿动作的，这将影响一组信号的同步性。请问有什么办法解决吗？有没有信号完整性更好的I2S信号复用器芯片推荐？原理图在附件&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/116/196d1332cec7f09524b075f500a05226.jpg" alt="196d1332cec7f09524b075f500a05226.jpg" data-temp-id="196d1332cec7f09524b075f500a05226.jpg-513226"&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/116/vanward_5F00_dac_5F00_sch.pdf" target="_blank" rel="noopener" data-temp-id="vanward_dac_sch.pdf-458740"&gt;vanward_dac_sch.pdf&lt;/a&gt;&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMUX6209: Noise Isolation Solutions for Digital Control Signals Passing Through Analog Areas - TMUX Series Multiplexers</title><link>https://e2echina.ti.com/thread/1065473?ContentTypeID=0</link><pubDate>Thu, 26 Mar 2026 05:30:06 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:35272937-154a-4350-9c8a-87b7f4a8ce08</guid><dc:creator>haowei cheng</dc:creator><slash:comments>2</slash:comments><comments>https://e2echina.ti.com/thread/1065473?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/switches-multiplexers/f/switches-multiplexers-forum/1065473/tmux6209-noise-isolation-solutions-for-digital-control-signals-passing-through-analog-areas---tmux-series-multiplexers/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/TMUX6209" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMUX6209&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;
&lt;p&gt;Hello,&lt;br&gt;&lt;br&gt;I am designing a high-precision data acquisition system using TI multiplexers (such as the TMUX6209) to switch multiple analog sensor signals to a single-channel ADC.&lt;br&gt;&lt;br&gt;The problem I am encountering:&lt;br&gt;The digital control signals for the multiplexer need to pass through the analog signal region on the PCB to reach the MUX. I am concerned that the edge noise of the digital signals could couple into the sensitive analog signal path and affect ADC sampling accuracy (target accuracy &amp;ge;16 bits).&lt;br&gt;&lt;br&gt;Specific questions:&lt;br&gt;1. How does TI recommend handling the situation where MUX digital control lines pass through the analog area?&lt;br&gt;2. Is it necessary to add isolation components or RC filtering on the control lines?&lt;br&gt;3. Does the TMUX series have specific layout recommendations to minimize digital-to-analog crosstalk?&lt;br&gt;4. How much does the edge rate of control signals affect analog signal quality?&lt;br&gt;&lt;br&gt;Thank you for your guidance!&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>CD74HC4051: CD74HC4051M96引脚有点发黑</title><link>https://e2echina.ti.com/thread/1063034?ContentTypeID=0</link><pubDate>Fri, 13 Mar 2026 06:39:34 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:5cc1fb33-a12a-4abb-a427-94483e1ef483</guid><dc:creator>WEN SIXI</dc:creator><slash:comments>2</slash:comments><comments>https://e2echina.ti.com/thread/1063034?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/switches-multiplexers/f/switches-multiplexers-forum/1063034/cd74hc4051-cd74hc4051m96/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/CD74HC4051" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;CD74HC4051&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;您好，物料批次2445+的，请问这个物料引脚有点发黑，是跟引脚镀层有关系吗？如是镀层原因，这个是什么镀层&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMUX131: AHD切换</title><link>https://e2echina.ti.com/thread/1057854?ContentTypeID=0</link><pubDate>Tue, 10 Feb 2026 02:38:29 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:dd893280-525f-46c2-bf71-54f92a908f4c</guid><dc:creator>zhang baoli</dc:creator><slash:comments>1</slash:comments><comments>https://e2echina.ti.com/thread/1057854?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/switches-multiplexers/f/switches-multiplexers-forum/1057854/tmux131-ahd/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/TMUX131" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMUX131&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;
&lt;p&gt;你好：TMUX131用于3路AHD信号切换是否合适。谢谢&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMUX1108: TMUX1108用于光模块中MPD和RSSI信号复用的几个问题</title><link>https://e2echina.ti.com/thread/1057660?ContentTypeID=0</link><pubDate>Mon, 09 Feb 2026 02:23:44 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:e3fb8d36-a391-492a-b92e-7a983f58d646</guid><dc:creator>shen jie</dc:creator><slash:comments>2</slash:comments><comments>https://e2echina.ti.com/thread/1057660?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/switches-multiplexers/f/switches-multiplexers-forum/1057660/tmux1108-tmux1108-mpd-rssi/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/TMUX1108" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMUX1108&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;
&lt;p&gt;Hi,&lt;/p&gt;
&lt;p&gt;我有2个关于TMUX1108用于光模块中MPD和RSSI信号复用的问题：&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;TMUX1108手册里由两处提到faster settling time, 但是没有具体数值或者曲线说明这个参数。在MPD或者RSSI信号测量中，settling time会不会关系到后面ADC的采样率的选择？&lt;/li&gt;
&lt;li&gt;下面应用电路架构是否OK？&amp;nbsp;MPD电流信号通过MUX多选一 -&amp;gt; 跨阻放大TIA转化为电压&amp;nbsp; -&amp;gt; 放大器放大&amp;nbsp; -&amp;gt; ADC采集&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;&lt;img alt="image.png" src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/116/8306.image.png" data-temp-id="image.png-1103441"&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;多谢！&lt;/p&gt;
&lt;p&gt;Best regards！&lt;/p&gt;
&lt;p&gt;Jason&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMUX136: 请提供TMUX136与TMUX1547 的crosstalk vs frequency 图表信息</title><link>https://e2echina.ti.com/thread/1057645?ContentTypeID=0</link><pubDate>Sun, 08 Feb 2026 07:38:10 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:1140bec0-0429-474e-b79e-4be542bb685c</guid><dc:creator>Huanyi Chen</dc:creator><slash:comments>1</slash:comments><comments>https://e2echina.ti.com/thread/1057645?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/switches-multiplexers/f/switches-multiplexers-forum/1057645/tmux136-tmux136-tmux1547-crosstalk-vs-frequency/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/TMUX136" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMUX136&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt;  &lt;a href="https://www.ti.com.cn/product/cn/TMUX1574" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMUX1574&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;设计需要了解TMUX136与TMUX1547 的crosstalk 在3.3V power supply，2-5MHz frequency 的值真实值。&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TIDA-020033-TD-DESIGN: TIDA-00602 Files</title><link>https://e2echina.ti.com/thread/1057311?ContentTypeID=0</link><pubDate>Fri, 06 Feb 2026 04:08:55 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:4837405f-7619-4508-924a-21973183a9f9</guid><dc:creator>lol lol</dc:creator><slash:comments>1</slash:comments><comments>https://e2echina.ti.com/thread/1057311?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/switches-multiplexers/f/switches-multiplexers-forum/1057311/tida-020033-td-design-tida-00602-files/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; TIDA-020033-TD-DESIGN&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/tool/cn/TIDA-00602" class="internal-link folder tool" title="Link to Tool Folder" target="_blank"&gt;TIDA-00602&lt;/a&gt;&lt;/p&gt;&lt;p&gt;Dear Ti support,&lt;br&gt;&lt;br&gt;I hope your day is well. I was wondering what the native layout files are for the TIDA-00602.&lt;br&gt;&lt;br&gt;Thank you for your assistane.&lt;br&gt;&lt;br&gt;Best Regards,&lt;br&gt;&lt;br&gt;Bob&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMUX646: TMUX646是否支持C-PHY切换</title><link>https://e2echina.ti.com/thread/1056265?ContentTypeID=0</link><pubDate>Sat, 31 Jan 2026 08:04:54 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:97257bbb-c8f9-47e1-b9a1-384e6722764d</guid><dc:creator>? ?</dc:creator><slash:comments>2</slash:comments><comments>https://e2echina.ti.com/thread/1056265?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/switches-multiplexers/f/switches-multiplexers-forum/1056265/tmux646-tmux646-c-phy/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/TMUX646" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMUX646&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;TMUX646是否支持C-PHY切换，3根线连接，比如clkp，clkn，data0p，data0n连接50R电阻到地&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>SN74CB3Q3253: SN74CB3Q3253能否支持电流信号的切换？</title><link>https://e2echina.ti.com/thread/1054162?ContentTypeID=0</link><pubDate>Sat, 24 Jan 2026 05:02:47 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:e622a100-6413-42b8-820f-2978128157a3</guid><dc:creator>shen jie</dc:creator><slash:comments>7</slash:comments><comments>https://e2echina.ti.com/thread/1054162?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/switches-multiplexers/f/switches-multiplexers-forum/1054162/sn74cb3q3253-sn74cb3q3253/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/SN74CB3Q3253" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;SN74CB3Q3253&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt;  &lt;a href="https://www.ti.com.cn/product/cn/TMUX1104" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMUX1104&lt;/a&gt;, &lt;a href="https://www.ti.com.cn/product/cn/TMUX1108" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMUX1108&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;你好，&lt;/p&gt;
&lt;p&gt;光模块里有很多直流的&lt;span style="color:#e03e2d;"&gt;电流&lt;/span&gt;信号需要监控，比如MPD和RSSI信号。能否把多路的MPD和RSSI电流信号接入到SN74CB3Q3253里，通过MCU的控制OE和SS来选择一路输出？也就是这种SN74CB3Q3253能否使用于电流信号的切换？&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;多谢！&lt;/p&gt;
&lt;p&gt;Jason&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TLV61070A: 关于TLV61070A输入电压比输出电压大时纹波过大问题</title><link>https://e2echina.ti.com/thread/1054135?ContentTypeID=0</link><pubDate>Thu, 22 Jan 2026 09:38:16 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:135f01a2-0546-4d76-9501-222bf622fe08</guid><dc:creator>hebo</dc:creator><slash:comments>6</slash:comments><comments>https://e2echina.ti.com/thread/1054135?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/switches-multiplexers/f/switches-multiplexers-forum/1054135/tlv61070a-tlv61070a/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/TLV61070A" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TLV61070A&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;你好，目前我使用TLV61070A设计一款升压电路，输入电压为2V~4.2V，输出电压为3.5V，当输入电压在3.4V以下时，电路无任何异常。当输入电压大于我的输出电压时，输出的两个22uF电容会发出啸叫，并且纹波有时高达150mV。请问在现有电路上需要怎么优化呢？&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TPS25981: TPS259814LRPWR的EN脚异常，无法控制开关的导通和关断</title><link>https://e2echina.ti.com/thread/1051562?ContentTypeID=0</link><pubDate>Tue, 06 Jan 2026 02:58:38 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:d50fa78a-108b-41a6-9ebe-4d2f33d51142</guid><dc:creator>zhigang wang</dc:creator><slash:comments>2</slash:comments><comments>https://e2echina.ti.com/thread/1051562?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/switches-multiplexers/f/switches-multiplexers-forum/1051562/tps25981-tps259814lrpwr-en/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/TPS25981" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TPS25981&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;我们在使用TPS259814LRPWR时，想通过EN脚控制开关的导通和关断，原理图如下。当我们将ORIN_PWR_EN_H拉高为3.3V时，R183为10K，发现12V_ORIN为0V，测试TPS259814LRPWR的EN脚电平为0.3V左右。R183后续验证了多个电阻，20K、51K、62K和100K，测试发现20K和51K时，12V_ORIN依然为0V；但是当电阻为62K和100K时，12V_ORIN为12V，恢复正常。另外，将R183去掉，也可以回复正常。这个非常奇怪，猜测是外部电阻大小影响了内部，想知道具体什么原因。&lt;img alt="Snipaste_2026-01-06_10-48-29.png" src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/116/Snipaste_5F00_2026_2D00_01_2D00_06_5F00_10_2D00_48_2D00_29.png" data-temp-id="Snipaste_2026-01-06_10-48-29.png-48354"&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>HD3SS3220: 关于datasheet上CC检测阈值电压的问题</title><link>https://e2echina.ti.com/thread/1044135?ContentTypeID=0</link><pubDate>Thu, 04 Dec 2025 15:09:45 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:a29b365a-903d-40ff-b173-eecd4c6c6508</guid><dc:creator>xx wang</dc:creator><slash:comments>2</slash:comments><comments>https://e2echina.ti.com/thread/1044135?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/switches-multiplexers/f/switches-multiplexers-forum/1044135/hd3ss3220-datasheet-cc/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/HD3SS3220" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;HD3SS3220&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;
&lt;p&gt;TI工程师你好，我想问一下，当作为DFP时，检测UFP，为什么CC检测电压阈值是1.6（default/1.5A）/2.6(3A)？我的理解是，UFP端会接5.1k电阻，算下来CC可能会很低呀，比如80u*5.1k=0.408V。以及为什么默认电流和1.5A的阈值是一样的呢？还有检测Ra时的电压我也不明白，我理解是CC端电压会小到80u*1k=0.08V。期待你的解答，谢谢。&lt;img alt="image.png" src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/116/1373.image.png" data-temp-id="image.png-244888"&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMUX9616N: TMUX9616N 能否通过恒流信号？</title><link>https://e2echina.ti.com/thread/1043724?ContentTypeID=0</link><pubDate>Mon, 01 Dec 2025 04:00:54 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:63000b99-ed52-48c0-853d-ddd8d6042795</guid><dc:creator>GWC</dc:creator><slash:comments>5</slash:comments><comments>https://e2echina.ti.com/thread/1043724?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/switches-multiplexers/f/switches-multiplexers-forum/1043724/tmux9616n-tmux9616n/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/TMUX9616N" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMUX9616N&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;
&lt;p&gt;你好，&lt;/p&gt;
&lt;p&gt;继之前出现故障情况后更换PCB并插上新的芯片，我们发现好像无法正常开关 S/D&lt;/p&gt;
&lt;p&gt;&lt;img alt="030918ED7CF5E7988B03AE70CC91A7FF.jpg" src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/116/030918ED7CF5E7988B03AE70CC91A7FF.jpg" data-temp-id="030918ED7CF5E7988B03AE70CC91A7FF.jpg-212239"&gt;&lt;/p&gt;
&lt;p&gt;逻辑电源3.3V，正负高压为正负90V；&lt;/p&gt;
&lt;p&gt;所有chn都是on的时候, 控制clr=0或者=1时,控制通道的开关；&lt;/p&gt;
&lt;p&gt;source输入的是1ms的+1ma恒流90V以及1ms的-1ma恒流90V；&lt;/p&gt;
&lt;p&gt;操作流程是&lt;br&gt;1. chn=on, clr=1, 给source输入+1ma&lt;br&gt;2. clr=0, 延时1ms后, clr=1&lt;br&gt;3. 给source输入-1ma&lt;br&gt;4. clr=0, 延时1ms后, clr=1&lt;br&gt;重复以上流程10次&lt;/p&gt;
&lt;p&gt;波形图如上&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMUX9616N: TMUX9616N 上电后导致电源出现问题</title><link>https://e2echina.ti.com/thread/1043289?ContentTypeID=0</link><pubDate>Thu, 27 Nov 2025 04:31:25 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:d12ac0a2-ab04-4e39-afbb-0fb62eb90a54</guid><dc:creator>GWC</dc:creator><slash:comments>7</slash:comments><comments>https://e2echina.ti.com/thread/1043289?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/switches-multiplexers/f/switches-multiplexers-forum/1043289/tmux9616n-tmux9616n/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/TMUX9616N" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMUX9616N&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;
&lt;p&gt;你们好，&lt;/p&gt;
&lt;p&gt;我们选用了TMUX9616N无泄放电阻版本设计了一个开关电路。其中该部分在pcb中是独立出来的。&lt;/p&gt;
&lt;p&gt;13pin=VEE=-90V ； 15pin=VCC=+90V ； 18pin=VDD=+3.3V ; &amp;plusmn;90V电源供给能力为双路20mA。&lt;/p&gt;
&lt;p&gt;我们直接上电正负90V电源，出现一个现象：高压低压上电后，&amp;plusmn;90V电源路径的62mA保险丝全部烧断。SPI无操作，亦无法操作。&lt;/p&gt;
&lt;p&gt;此问题在竞品P2P的芯片亦有出现。&lt;/p&gt;
&lt;p&gt;附上sch。&lt;/p&gt;
&lt;p&gt;求解。&lt;/p&gt;
&lt;p&gt;感谢&lt;/p&gt;
&lt;p&gt;&lt;img alt="scp1.png" src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/116/scp1.png" data-temp-id="scp1.png-80164"&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMUXHS4412: TMUXHS4412  S参数文件</title><link>https://e2echina.ti.com/thread/1043281?ContentTypeID=0</link><pubDate>Thu, 27 Nov 2025 02:45:05 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:b50ff0fa-0ae6-4204-8328-300322c6d97f</guid><dc:creator>Simba Su</dc:creator><slash:comments>1</slash:comments><comments>https://e2echina.ti.com/thread/1043281?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/switches-multiplexers/f/switches-multiplexers-forum/1043281/tmuxhs4412-tmuxhs4412-s/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/TMUXHS4412" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMUXHS4412&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;客户的产品现在需要用到 PCIE gen 4 mux/demux chip，当前在评估评估 SI，需要仿真，帮忙提供TMUXHS4412 S参数文件，谢谢&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TS5A23157-Q1: TS5A23157QDGSRQ1 按照附件表格进行信息补充 共计两个sheet</title><link>https://e2echina.ti.com/thread/1039550?ContentTypeID=0</link><pubDate>Mon, 10 Nov 2025 05:15:27 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:4803ec01-e6ec-44d3-9c23-5bcceb48d25a</guid><dc:creator>Luka Guo</dc:creator><slash:comments>1</slash:comments><comments>https://e2echina.ti.com/thread/1039550?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/switches-multiplexers/f/switches-multiplexers-forum/1039550/ts5a23157-q1-ts5a23157qdgsrq1-sheet/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/TS5A23157-Q1" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TS5A23157-Q1&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;a href="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/116/IC_0652CB7A6856F64E_Component-Questionnaire_2800_1_2900_-_2800_002_2900_-TI.xlsx" target="_blank" rel="noopener"&gt;IC分立器件Component Questionnaire(1) (002) TI.xlsx&lt;/a&gt;&amp;nbsp;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>SN74CB3Q3253: SN74CB3Q3253是否可以用于IIC的扩展</title><link>https://e2echina.ti.com/thread/1033158?ContentTypeID=0</link><pubDate>Thu, 23 Oct 2025 09:35:43 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:a40eae6f-90f0-4708-9f2f-6e10c2779c31</guid><dc:creator>shen jie</dc:creator><slash:comments>2</slash:comments><comments>https://e2echina.ti.com/thread/1033158?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/switches-multiplexers/f/switches-multiplexers-forum/1033158/sn74cb3q3253-sn74cb3q3253-iic/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/SN74CB3Q3253" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;SN74CB3Q3253&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Hi,&amp;nbsp;&lt;/p&gt;
&lt;p&gt;关于SN74CB3Q3253复用器，我有2个问题;&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;是否可以用于IIC的扩展? 比如 portA 的一路IIC扩展为portB的四路IIC&lt;/li&gt;
&lt;li&gt;如果可以用于IIC扩展，那么是否只要portA这边IIC做上拉，portB的四路IIC不需要做上拉？&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;多谢！&lt;/p&gt;
&lt;p&gt;Best regards！&lt;/p&gt;
&lt;p&gt;Jason&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>MUX36D04: 关于MUX36D04切换过程的尖峰抑制与tina仿真</title><link>https://e2echina.ti.com/thread/1033128?ContentTypeID=0</link><pubDate>Wed, 22 Oct 2025 02:40:18 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:93e090dc-a621-466e-9559-4b590e1bf457</guid><dc:creator>Super丶</dc:creator><slash:comments>5</slash:comments><comments>https://e2echina.ti.com/thread/1033128?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/switches-multiplexers/f/switches-multiplexers-forum/1033128/mux36d04-mux36d04-tina/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/MUX36D04" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;MUX36D04&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;
&lt;p&gt;目前，我在使用MUX36D04过程中遇到2个问题：&lt;br&gt;1.在使用MUX36D04过程中，模拟开关切换过程中会产生一个电压尖峰，可能时切换过程中的抖动，这个尖峰可能会导致我的负载损坏，我应该怎么避免这个尖峰的产生呢？这个尖峰大小是个随机的，可能很小，可能会和电源轨一致。&lt;br&gt;2.我在使用tina进行仿真时，我想通过微动开关来切换MUX36D04的A0和A1,但是在微动开关闭合的时候会提醒我收敛问题，如下图所示，这个收敛问题我应该怎么规避呢？&lt;/p&gt;
&lt;p&gt;&lt;img alt="image.png" src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/116/1805.image.png" data-temp-id="image.png-101632"&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMUX7219: MUX7219 D pin Output Voltage Recovery Time</title><link>https://e2echina.ti.com/thread/1032736?ContentTypeID=0</link><pubDate>Thu, 16 Oct 2025 08:22:34 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:906525fa-dbad-4052-968d-4b399a4a0154</guid><dc:creator>kai zhou</dc:creator><slash:comments>4</slash:comments><comments>https://e2echina.ti.com/thread/1032736?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/switches-multiplexers/f/switches-multiplexers-forum/1032736/tmux7219-mux7219-d-pin-output-voltage-recovery-time/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/TMUX7219" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMUX7219&lt;/a&gt;&lt;br /&gt;&lt;b&gt;Other Parts Discussed in Thread:&lt;/b&gt;  &lt;a href="https://www.ti.com.cn/product/cn/OPA2192" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;OPA2192&lt;/a&gt;&lt;/p&gt;&lt;p&gt;电路如下图所示，TMUX7219的输入分别接到+10V和-10V，输入增加一级buffer，buffer与TMUX7219之间增加RC滤波，测试TMUX7219的D端电压波形。&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/116/image.png" alt="image.png" width="651" height="352" data-temp-id="RTE-image.png-1760602861837"&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp; &amp;nbsp; 当TMUX7219的输出从-10V切换到+10V时，TMUX7219的D端出现11.05V的overshoot，其恢复时间超过20uS。这个时间有办法降低吗？&lt;/p&gt;
&lt;p&gt;&lt;img src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/116/5584.image.png" alt="image.png" width="664" height="276" data-temp-id="RTE-image.png-1760602666888"&gt;&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMUX6236: 生物电信号模拟切换</title><link>https://e2echina.ti.com/thread/1032044?ContentTypeID=0</link><pubDate>Sat, 11 Oct 2025 06:55:51 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:04e8dbea-f19b-472d-8899-f60355d59751</guid><dc:creator>xiaoqing wei</dc:creator><slash:comments>4</slash:comments><comments>https://e2echina.ti.com/thread/1032044?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/switches-multiplexers/f/switches-multiplexers-forum/1032044/tmux6236/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/TMUX6236" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMUX6236&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;
&lt;p&gt;项目需要测试神经元放电信号，信号放电幅值约几百uV。另外需要对神经元进行电刺激，电刺激电压幅值最大约10V。&lt;/p&gt;
&lt;p&gt;问题：一共只有2个电极接入神经元，电刺激的2个电极和采集信号的2个电极想使用TMUX6236芯片进行模拟切换，请问方案是否可行？&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item><item><title>TMUX6201: 请问有没有如下功能的开关切换芯片</title><link>https://e2echina.ti.com/thread/1031771?ContentTypeID=0</link><pubDate>Fri, 10 Oct 2025 10:15:36 GMT</pubDate><guid isPermaLink="false">91561404-af28-475a-b96b-cb6cbaadd097:0baac738-1095-489f-b515-ac0fbcc7c0a5</guid><dc:creator>user4583488</dc:creator><slash:comments>1</slash:comments><comments>https://e2echina.ti.com/thread/1031771?ContentTypeID=0</comments><wfw:commentRss>https://e2echina.ti.com/support/switches-multiplexers/f/switches-multiplexers-forum/1031771/tmux6201/rss?ContentTypeId=0</wfw:commentRss><description>&lt;p&gt;&lt;b&gt;Part Number:&lt;/b&gt; &lt;a href="https://www.ti.com.cn/product/cn/TMUX6201" class="internal-link folder product" title="Link to Product Folder" target="_blank"&gt;TMUX6201&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;请问有没有这样一种开关切换芯片：&lt;/p&gt;
&lt;p&gt;输入是0-3.3V的低速（&amp;lt;2Khz）模拟信号。&lt;/p&gt;
&lt;p&gt;希望该芯片可以满足6路~16路的输入，然后有一个总的使能信号，例如是8路的芯片，使能时，这8路输入直接接通输出，禁用时，8路输入和输出完全断开，只需一根使能线就可以同时让8路信号接通或关闭。&lt;/p&gt;
&lt;p&gt;有类似的芯片推荐吗&lt;/p&gt;&lt;div style="clear:both;"&gt;&lt;/div&gt;</description></item></channel></rss>