逻辑论坛 - 最近的话题https://e2echina.ti.com/support/logic/f/logic-forumzh-CNTelligent Community 13Wed, 05 Aug 2026 14:11:41 GMTCD4046B: 定制高温芯片https://e2echina.ti.com/thread/1087582?ContentTypeID=0Wed, 05 Aug 2026 14:11:41 GMT91561404-af28-475a-b96b-cb6cbaadd097:09b8486d-e9f5-4d09-823d-3a454bc80da2a d2https://e2echina.ti.com/thread/1087582?ContentTypeID=0https://e2echina.ti.com/support/logic/f/logic-forum/1087582/cd4046b/rss?ContentTypeId=0<p><b>Part Number:</b> <a href="https://www.ti.com.cn/product/cn/CD4046B" class="internal-link folder product" title="Link to Product Folder" target="_blank">CD4046B</a><br /><b>Other Parts Discussed in Thread:</b> <a href="https://www.ti.com.cn/product/cn/SM28VLT32-HT" class="internal-link folder product" title="Link to Product Folder" target="_blank">SM28VLT32-HT</a></p><p>这个CD4046BPWR目前只支持最大结温为125摄氏度，我想要做到支持最大结温为175摄氏度可以嘛</p><div style="clear:both;"></div>SN74AHCT540: SN74AHCT540https://e2echina.ti.com/thread/1084933?ContentTypeID=0Fri, 17 Jul 2026 10:00:44 GMT91561404-af28-475a-b96b-cb6cbaadd097:2f7f4352-68cd-4305-a701-32db3d71a78cSeason group Emily Chen1https://e2echina.ti.com/thread/1084933?ContentTypeID=0https://e2echina.ti.com/support/logic/f/logic-forum/1084933/sn74ahct540-sn74ahct540/rss?ContentTypeId=0<p><b>Part Number:</b> <a href="https://www.ti.com.cn/product/cn/SN74AHCT540" class="internal-link folder product" title="Link to Product Folder" target="_blank">SN74AHCT540</a><br /></p><p>上锡不良及上锡不饱满<img src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/122/_0D4E6F82FE564772_1.jpg" alt=" "><img src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/122/_0D4E6F82FE564772_.jpg" alt=" "></p><div style="clear:both;"></div>SN74ACT14: SN74ACT14DR 反相器的电路故障https://e2echina.ti.com/thread/1084315?ContentTypeID=0Tue, 14 Jul 2026 04:46:08 GMT91561404-af28-475a-b96b-cb6cbaadd097:0e65342a-1975-4149-bdfb-423a83fdbafdzhang wei2https://e2echina.ti.com/thread/1084315?ContentTypeID=0https://e2echina.ti.com/support/logic/f/logic-forum/1084315/sn74act14-sn74act14dr/rss?ContentTypeId=0<p><b>Part Number:</b> <a href="https://www.ti.com.cn/product/cn/SN74ACT14" class="internal-link folder product" title="Link to Product Folder" target="_blank">SN74ACT14</a><br /></p><p>给一个相对短一点的时间的高电平信号，输入输出端都会卡住，稳定电平也会出现，但是概率较小，输入端维持在大概大几百mV左右（无其他输入，是反相器自己维持），输出端还是保持低电平无法拉高。</p> <p>请帮忙审核一下原理图</p> <p>&nbsp;</p> <p><span><img style="height:708px;width:960px;" src="data:image/jpeg;base64,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" width="524" height="387" alt=" "></span></p><div style="clear:both;"></div>SN74AC244: The radiation test margin is less than 3 dBhttps://e2echina.ti.com/thread/1083154?ContentTypeID=0Wed, 08 Jul 2026 08:24:54 GMT91561404-af28-475a-b96b-cb6cbaadd097:f6b42694-983c-4fe9-ae7e-22fcc4bb44f0songqing Peng2https://e2echina.ti.com/thread/1083154?ContentTypeID=0https://e2echina.ti.com/support/logic/f/logic-forum/1083154/sn74ac244-the-radiation-test-margin-is-less-than-3-db/rss?ContentTypeId=0<p><b>Part Number:</b> <a href="https://www.ti.com.cn/product/cn/SN74AC244" class="internal-link folder product" title="Link to Product Folder" target="_blank">SN74AC244</a><br /></p><p><strong>The radiation test margin is less than 3 dB</strong> &nbsp;<a href="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/122/6710._5B00_Macaron-DS_2D00_50000_5D00_-Old-and-New-TI-buffer-IC-comparison_2800_e_2900_.xlsx" target="_blank" rel="noopener">[Macaron DS-50000] Old and New TI buffer IC comparison(e).xlsx</a></p><div style="clear:both;"></div>SN74AC244: EMC測試不過，https://e2echina.ti.com/thread/1083152?ContentTypeID=0Wed, 08 Jul 2026 08:22:09 GMT91561404-af28-475a-b96b-cb6cbaadd097:46b73a9c-6103-485f-be2b-124115114156songqing Peng2https://e2echina.ti.com/thread/1083152?ContentTypeID=0https://e2echina.ti.com/support/logic/f/logic-forum/1083152/sn74ac244-emc/rss?ContentTypeId=0<p><b>Part Number:</b> <a href="https://www.ti.com.cn/product/cn/SN74AC244" class="internal-link folder product" title="Link to Product Folder" target="_blank">SN74AC244</a><br /></p><p>EMC測試不過<a href="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/122/_5B00_Macaron-DS_2D00_50000_5D00_-Old-and-New-TI-buffer-IC-comparison_2800_e_2900_.xlsx" target="_blank" rel="noopener">[Macaron DS-50000] Old and New TI buffer IC comparison(e).xlsx</a>&nbsp;</p><div style="clear:both;"></div>TXB0104: TXB0104串联阻抗问题https://e2echina.ti.com/thread/1076815?ContentTypeID=0Thu, 04 Jun 2026 03:16:28 GMT91561404-af28-475a-b96b-cb6cbaadd097:2b22da3e-af42-4de0-a91b-d88d421ade3fGuangfeng Wei1https://e2echina.ti.com/thread/1076815?ContentTypeID=0https://e2echina.ti.com/support/logic/f/logic-forum/1076815/txb0104-txb0104/rss?ContentTypeId=0<p><b>Part Number:</b> <a href="https://www.ti.com.cn/product/cn/TXB0104" class="internal-link folder product" title="Link to Product Folder" target="_blank">TXB0104</a><br /></p><p>TXB0104在a1a2a3a4b1b2b3b4 转换口串的电阻误贴成2k阻值调试测试过，经发现后改成47欧姆电阻，后来a1-a4没有输出了, 再换回2k电阻也没有输出，可能是什么原因？谢谢。</p> <p><img src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/122/TXB0104.jpg" alt="TXB0104.jpg" width="663" height="373" data-temp-id="TXB0104.jpg-598675"></p><div style="clear:both;"></div>SN74CB3Q3257: SN74CB3Q3257结温疑问https://e2echina.ti.com/thread/1076408?ContentTypeID=0Sat, 30 May 2026 04:27:37 GMT91561404-af28-475a-b96b-cb6cbaadd097:f956432f-2316-4166-bd20-8d1b6dcaacf4?? ?3https://e2echina.ti.com/thread/1076408?ContentTypeID=0https://e2echina.ti.com/support/logic/f/logic-forum/1076408/sn74cb3q3257-sn74cb3q3257/rss?ContentTypeId=0<p><b>Part Number:</b> <a href="https://www.ti.com.cn/product/cn/SN74CB3Q3257" class="internal-link folder product" title="Link to Product Folder" target="_blank">SN74CB3Q3257</a><br /></p><p>请问下SN74CB3Q3257的最大结温是多少？我看有的地方写85℃，有的地方写105℃。</p><div style="clear:both;"></div>SN74LVC1G08: 器件Tj温度寻求https://e2echina.ti.com/thread/1076373?ContentTypeID=0Fri, 29 May 2026 06:01:12 GMT91561404-af28-475a-b96b-cb6cbaadd097:e610fa0a-5b74-4fbf-9fae-1327a6aeb441zhou wenqiang1https://e2echina.ti.com/thread/1076373?ContentTypeID=0https://e2echina.ti.com/support/logic/f/logic-forum/1076373/sn74lvc1g08-tj/rss?ContentTypeId=0<p><b>Part Number:</b> <a href="https://www.ti.com.cn/product/cn/SN74LVC1G08" class="internal-link folder product" title="Link to Product Folder" target="_blank">SN74LVC1G08</a><br /></p><p>HI,</p> <p>请帮忙给一下SN74LVC1G08DCKR 这个器件的Tj温度，以便我屏蔽热风险，谢谢。</p><div style="clear:both;"></div>SN74LV595A: X-RAY内部不一致https://e2echina.ti.com/thread/1075602?ContentTypeID=0Tue, 26 May 2026 09:52:31 GMT91561404-af28-475a-b96b-cb6cbaadd097:0f7f05c1-853b-4feb-805e-ee711ac4a021Andy Cai1https://e2echina.ti.com/thread/1075602?ContentTypeID=0https://e2echina.ti.com/support/logic/f/logic-forum/1075602/sn74lv595a-x-ray/rss?ContentTypeId=0<p><b>Part Number:</b> <a href="https://www.ti.com.cn/product/cn/SN74LV595A" class="internal-link folder product" title="Link to Product Folder" target="_blank">SN74LV595A</a><br /></p><p>TI的料号会因为年份产地这些导致X-RAY不一样吗？有PCN吗？具体料号SN74LV595APWR</p><div style="clear:both;"></div>SN74HC14: SN74HC14 的input电压高于VCC电压https://e2echina.ti.com/thread/1075599?ContentTypeID=0Tue, 26 May 2026 08:58:37 GMT91561404-af28-475a-b96b-cb6cbaadd097:658f4aba-ca41-43d1-b223-48e4c729d521zhang xinyu3https://e2echina.ti.com/thread/1075599?ContentTypeID=0https://e2echina.ti.com/support/logic/f/logic-forum/1075599/sn74hc14-sn74hc14-input-vcc/rss?ContentTypeId=0<p><b>Part Number:</b> <a href="https://www.ti.com.cn/product/cn/SN74HC14" class="internal-link folder product" title="Link to Product Folder" target="_blank">SN74HC14</a><br /></p><p>你好：我们是SN74HC14, INPUT信号的高电平是5V，VCC供电电压是3.3V，请问是否可以？HC14的的输入INPUT到VCC的二极管作用是什么？为什么要这个二极管？</p> <p><img src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/122/8422.image.png" alt="image.png" data-temp-id="image.png-34387"></p><div style="clear:both;"></div>SN74HCS573-Q1: 需要该器件的封装规格信息https://e2echina.ti.com/thread/1075006?ContentTypeID=0Fri, 22 May 2026 07:32:20 GMT91561404-af28-475a-b96b-cb6cbaadd097:ceec98c7-e954-4fc1-86eb-74c30e1a348dhaiyou xie1https://e2echina.ti.com/thread/1075006?ContentTypeID=0https://e2echina.ti.com/support/logic/f/logic-forum/1075006/sn74hcs573-q1/rss?ContentTypeId=0<p><b>Part Number:</b> <a href="https://www.ti.com.cn/product/cn/SN74HCS573-Q1" class="internal-link folder product" title="Link to Product Folder" target="_blank">SN74HCS573-Q1</a><br /></p><p>官网上只找到这器件的3D模型，找不到书面上的规格信息。</p><div style="clear:both;"></div>SN74HC14: SN74HC14的输入信号高电平比VCC高https://e2echina.ti.com/thread/1074478?ContentTypeID=0Thu, 21 May 2026 02:56:26 GMT91561404-af28-475a-b96b-cb6cbaadd097:cfa4d4c5-c4c4-4e18-bf8a-9862a2520412zhang xinyu3https://e2echina.ti.com/thread/1074478?ContentTypeID=0https://e2echina.ti.com/support/logic/f/logic-forum/1074478/sn74hc14-sn74hc14-vcc/rss?ContentTypeId=0<p><b>Part Number:</b> <a href="https://www.ti.com.cn/product/cn/SN74HC14" class="internal-link folder product" title="Link to Product Folder" target="_blank">SN74HC14</a><br /></p><p>你好：我们是SN74HC14, INPUT信号的高电平是5V，VCC供电电压是3.3V，请问是否可以？如果不可以直接这样用，那么在输入信号串联一个电阻，是否可以? 如果串联电阻，串联的电阻要多大？</p> <p>&nbsp;</p> <p><img src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/122/a113cefe_2D00_4810_2D00_43b7_2D00_a381_2D00_9ef1119a57e6.png" alt="a113cefe-4810-43b7-a381-9ef1119a57e6.png" width="510" height="247" data-temp-id="a113cefe-4810-43b7-a381-9ef1119a57e6.png-49892"></p> <p>&nbsp;</p><div style="clear:both;"></div>SN74AVC4T774: SN74AXC4T774 和SN74AVC4T774软件无法兼容https://e2echina.ti.com/thread/1074466?ContentTypeID=0Wed, 20 May 2026 12:42:46 GMT91561404-af28-475a-b96b-cb6cbaadd097:27a00d32-8088-444b-8a22-c23c266b94a7switch2https://e2echina.ti.com/thread/1074466?ContentTypeID=0https://e2echina.ti.com/support/logic/f/logic-forum/1074466/sn74avc4t774-sn74axc4t774-sn74avc4t774/rss?ContentTypeId=0<p><b>Part Number:</b> <a href="https://www.ti.com.cn/product/cn/SN74AVC4T774" class="internal-link folder product" title="Link to Product Folder" target="_blank">SN74AVC4T774</a><br /><b>Other Parts Discussed in Thread:</b> <a href="https://www.ti.com.cn/product/cn/SN74AXC4T774" class="internal-link folder product" title="Link to Product Folder" target="_blank">SN74AXC4T774</a></p><p>Hi ti team，</p> <p>新项目调试时遇到SN74AXC4T774 和SN74AVC4T774软件兼容问题，你能帮忙看下原因吗？附件是SN74AXC4T774 和SN74AVC4T774使用过程问题汇总，Thanks！</p> <p><a href="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/122/_73518E4E_SN74AXC4T774-_8C54_SN74AVC4T774_AF8247727F4F28757C51B95B2760EE959898476C3B60_.docx" target="_blank" rel="noopener">关于SN74AXC4T774 和SN74AVC4T774芯片使用兼容性问题汇总.docx</a>&nbsp;</p><div style="clear:both;"></div>SN74LVTH2245: hip output malfuntionhttps://e2echina.ti.com/thread/1073565?ContentTypeID=0Wed, 13 May 2026 09:21:20 GMT91561404-af28-475a-b96b-cb6cbaadd097:fc3638d7-a9ea-4ec4-bd55-8b9dd5188f20jia ri1https://e2echina.ti.com/thread/1073565?ContentTypeID=0https://e2echina.ti.com/support/logic/f/logic-forum/1073565/sn74lvth2245-hip-output-malfuntion/rss?ContentTypeId=0<p><b>Part Number:</b> <a href="https://www.ti.com.cn/product/cn/SN74LVTH2245" class="internal-link folder product" title="Link to Product Folder" target="_blank">SN74LVTH2245</a><br /></p><p>SN74LVTH2245PWR The 7th pin of the chip has normal high/lowlevel input fluctuation，while the 13th pin output is stuck at high level。The function returns to normal after power reset。Please analyze the possible root causes of this failure and the types of interference that may lead to this issue</p><div style="clear:both;"></div>SN74AXC4T774: SN74AXC4T774不同电压转换时候的支持速率数据https://e2echina.ti.com/thread/1070271?ContentTypeID=0Fri, 24 Apr 2026 07:14:37 GMT91561404-af28-475a-b96b-cb6cbaadd097:ea19c7e7-555b-4d36-bef5-650e3611e35f?? ?3https://e2echina.ti.com/thread/1070271?ContentTypeID=0https://e2echina.ti.com/support/logic/f/logic-forum/1070271/sn74axc4t774-sn74axc4t774/rss?ContentTypeId=0<p><b>Part Number:</b> <a href="https://www.ti.com.cn/product/cn/SN74AXC4T774" class="internal-link folder product" title="Link to Product Folder" target="_blank">SN74AXC4T774</a><br /></p><p>SN74AXC4T774在1.2V跟1.8V之间互相转换支持的频率是多少？在1.2V跟3.3V之间互相转换支持的频率是多少？规格书并没有看到</p><div style="clear:both;"></div>SN74AHC1G04: SN74AHC1G04DBVR，来料有披锋https://e2echina.ti.com/thread/1069682?ContentTypeID=0Wed, 22 Apr 2026 08:51:32 GMT91561404-af28-475a-b96b-cb6cbaadd097:f353954a-f812-4d9b-8959-8ef58cafa926Yan Yan2https://e2echina.ti.com/thread/1069682?ContentTypeID=0https://e2echina.ti.com/support/logic/f/logic-forum/1069682/sn74ahc1g04-sn74ahc1g04dbvr/rss?ContentTypeId=0<p><b>Part Number:</b> <a href="https://www.ti.com.cn/product/cn/SN74AHC1G04" class="internal-link folder product" title="Link to Product Folder" target="_blank">SN74AHC1G04</a><br /></p><p>Dears，<br>我司收到3000pcs&nbsp;SN74AHC1G04DBVR，来料有披锋，具体如下图，请给解决方案。</p> <p><img src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/122/3618.image.png" alt="image.png" data-temp-id="image.png-532468"></p><div style="clear:both;"></div>TXS0108E: 规格书描述冲突https://e2echina.ti.com/thread/1069680?ContentTypeID=0Wed, 22 Apr 2026 08:23:19 GMT91561404-af28-475a-b96b-cb6cbaadd097:d6323ac8-b74b-4cf8-80bb-1a8a74dba803chunyi liu3https://e2echina.ti.com/thread/1069680?ContentTypeID=0https://e2echina.ti.com/support/logic/f/logic-forum/1069680/txs0108e/rss?ContentTypeId=0<p><b>Part Number:</b> <a href="https://www.ti.com.cn/product/cn/TXS0108E" class="internal-link folder product" title="Link to Product Folder" target="_blank">TXS0108E</a><br /></p><p>在TXS0108ENMER规格书中</p> <p>在第三部分中提到OE引脚需要连接3.3V，才能三态输出，</p> <p><img src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/122/Snipaste_5F00_2026_2D00_04_2D00_22_5F00_16_2D00_19_2D00_24.png" alt="Snipaste_2026-04-22_16-19-24.png" width="396" height="312" data-temp-id="Snipaste_2026-04-22_16-19-24.png-165101"></p> <p>而在引脚功能表里，却相反</p> <p>&nbsp;</p> <p><img src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/122/Snipaste_5F00_2026_2D00_04_2D00_22_5F00_16_2D00_19_2D00_50.png" alt="Snipaste_2026-04-22_16-19-50.png" width="430" height="354" data-temp-id="Snipaste_2026-04-22_16-19-50.png-116145"></p> <p>请double check,然后更新datasheet</p> <p>&nbsp;</p><div style="clear:both;"></div>SN74AVC4T774-Q1: SPI电平转换芯片推荐https://e2echina.ti.com/thread/1069679?ContentTypeID=0Wed, 22 Apr 2026 08:04:23 GMT91561404-af28-475a-b96b-cb6cbaadd097:fa8cfc15-5281-40cd-8834-eaf2ec4d8264?? ?7https://e2echina.ti.com/thread/1069679?ContentTypeID=0https://e2echina.ti.com/support/logic/f/logic-forum/1069679/sn74avc4t774-q1-spi/rss?ContentTypeId=0<p><b>Part Number:</b> <a href="https://www.ti.com.cn/product/cn/SN74AVC4T774-Q1" class="internal-link folder product" title="Link to Product Folder" target="_blank">SN74AVC4T774-Q1</a><br /><b>Other Parts Discussed in Thread:</b> <a href="https://www.ti.com.cn/product/cn/TXS0104W-Q1" class="internal-link folder product" title="Link to Product Folder" target="_blank">TXS0104W-Q1</a>, <a href="https://www.ti.com.cn/product/cn/SN74AXC4T774" class="internal-link folder product" title="Link to Product Folder" target="_blank">SN74AXC4T774</a></p><p>你好，请帮忙推荐个常用的SPI电平转换芯片，1.2V/1.5V 转1.8V的。速率25MHz。</p> <p>谢谢，我目前看到SN74AVC4T774-Q1好像比较适用，请问有没有其他更常用合适的推荐？</p><div style="clear:both;"></div>SN74AHC1G04: 来料披锋：SN74AHC1G04DBVRhttps://e2echina.ti.com/thread/1069672?ContentTypeID=0Wed, 22 Apr 2026 06:52:27 GMT91561404-af28-475a-b96b-cb6cbaadd097:9a14e5e8-7985-4a0d-80c6-df6e1728cc8eYan Yan2https://e2echina.ti.com/thread/1069672?ContentTypeID=0https://e2echina.ti.com/support/logic/f/logic-forum/1069672/sn74ahc1g04-sn74ahc1g04dbvr/rss?ContentTypeId=0<p><b>Part Number:</b> <a href="https://www.ti.com.cn/product/cn/SN74AHC1G04" class="internal-link folder product" title="Link to Product Folder" target="_blank">SN74AHC1G04</a><br /></p><p>Dears，</p> <p>我司收到3000pcs SN74AHC1G04DBVR，来料有披锋，具体如下图，请给解决方案。</p> <p>&nbsp;</p> <p><img src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/122/5811.image.png" alt="image.png" data-temp-id="image.png-295861"></p> <p><img src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/122/7077.image.png" alt="image.png" data-temp-id="image.png-209451"></p><div style="clear:both;"></div>SN54LS138: SN54LS138J 输入低电平电流（IIL）在选择输入端超过数据手册限值的疑问https://e2echina.ti.com/thread/1069311?ContentTypeID=0Mon, 20 Apr 2026 03:55:39 GMT91561404-af28-475a-b96b-cb6cbaadd097:9f264bc4-13fb-418d-ba88-2c52ebbe93bajiyansong jiyansong8https://e2echina.ti.com/thread/1069311?ContentTypeID=0https://e2echina.ti.com/support/logic/f/logic-forum/1069311/sn54ls138-sn54ls138j-iil/rss?ContentTypeId=0<p><b>Part Number:</b> <a href="https://www.ti.com.cn/product/cn/SN54LS138" class="internal-link folder product" title="Link to Product Folder" target="_blank">SN54LS138</a><br /></p><p>您好，</p> <p>我在对 SN54LS138J 器件进行直流参数测试时，遇到了关于输入低电平电流（IIL）规格的疑问，希望得到TI官方的确认。</p> <p>一、测试条件</p> <ul style="list-style-type:disc;"> <li>器件型号：SN54LS138J（TI，陶瓷封装）</li> <li>电源电压：VCC = 5.5 V（最大推荐值）</li> <li>被测输入电压：VI = 0.4 V</li> <li>其他输入端：固定在有效逻辑电平（无悬空）</li> <li>输出端：正常状态（未强制负载）</li> <li>测试方式：ATE PMU 强制电压，测量电流</li> </ul> <p>二、测试结果</p> <p>对多颗器件（10颗）测试，结果一致性较好：</p> <ul style="list-style-type:disc;"> <li>选择输入端（A、B、C）：约 -245 &micro;A ~ -250 &micro;A</li> <li>使能输入端（G1、G2A、G2B）：约 -240 &micro;A ~ -250 &micro;A</li> </ul> <p>测试结果具有以下特点：</p> <ul style="list-style-type:disc;"> <li>多颗器件一致</li> <li>更换测试板一致</li> <li>更换测试机台一致</li> </ul> <p>三、问题描述</p> <p>根据数据手册，IIL规格如下：</p> <ul style="list-style-type:disc;"> <li>选择输入端：&plusmn;200 &micro;A</li> <li>使能输入端：&plusmn;400 &micro;A</li> </ul> <p>但当前测试结果表明：</p> <ul style="list-style-type:disc;"> <li>选择输入端的IIL超过了&plusmn;200 &micro;A限值</li> <li>所有输入端（包括使能端）电流数值基本一致</li> </ul> <p>四、疑问</p> <p>想请教以下问题：</p> <ol style="list-style-type:decimal;"> <li>当前器件（SN54LS138J）是否适用于&ldquo;选择输入&plusmn;200 &micro;A&rdquo;的IIL规格？</li> <li>该器件内部是否对选择输入和使能输入采用不同结构，还是实际上相同？</li> <li>是否存在以下可能性：<br> <ul style="list-style-type:circle;"> <li>不同版本数据手册之间存在差异？</li> <li>LS系列老器件的工艺分布导致IIL偏大？</li> </ul> </li> <li>在工程应用中，是否可以认为所有输入端更接近&plusmn;400 &micro;A等级？</li> </ol> <p>五、补充观察</p> <ul style="list-style-type:disc;"> <li>当VCC降低时，IIL明显减小，在4.5V时达到180uA。</li> <li>输入电流随VI变化趋势符合TTL典型特性（低电平电流较大，接近高电平时迅速减小）</li> </ul> <p>希望能得到TI官方对该器件IIL规格适用性的说明，非常感谢！</p> <p>&nbsp;</p><div style="clear:both;"></div>LSF0204: mdio电平转换选型https://e2echina.ti.com/thread/1068485?ContentTypeID=0Wed, 15 Apr 2026 07:28:26 GMT91561404-af28-475a-b96b-cb6cbaadd097:273ebd1e-3546-4b45-aaee-cefc212cf734?? ?5https://e2echina.ti.com/thread/1068485?ContentTypeID=0https://e2echina.ti.com/support/logic/f/logic-forum/1068485/lsf0204-mdio/rss?ContentTypeId=0<p><b>Part Number:</b> <a href="https://www.ti.com.cn/product/cn/LSF0204" class="internal-link folder product" title="Link to Product Folder" target="_blank">LSF0204</a><br /></p><p><img src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/122/ScreenShot_5F00_2026_2D00_04_2D00_15_5F00_152558_5F00_697.png" alt="ScreenShot_2026-04-15_152558_697.png" data-temp-id="ScreenShot_2026-04-15_152558_697.png-102873"></p> <p>请问有没有mdio电平转换芯片推荐，支持1.2V转1.8v的，速率至少是25MHz。</p><div style="clear:both;"></div>TMS320F280025C: 新版本处理器280025在CLB子系统，没有了结构体的例子代码，导致编程困难，望技术支持给原厂反映情况。https://e2echina.ti.com/thread/1067976?ContentTypeID=0Mon, 13 Apr 2026 02:34:17 GMT91561404-af28-475a-b96b-cb6cbaadd097:526a5520-45ea-48a2-8891-24e2404afbc5jiangtao zhou5https://e2echina.ti.com/thread/1067976?ContentTypeID=0https://e2echina.ti.com/support/logic/f/logic-forum/1067976/tms320f280025c-280025-clb/rss?ContentTypeId=0<p><b>Part Number:</b> <a href="https://www.ti.com.cn/product/cn/TMS320F280025C" class="internal-link folder product" title="Link to Product Folder" target="_blank">TMS320F280025C</a><br /><b>Other Parts Discussed in Thread:</b> <a href="https://www.ti.com.cn/tool/cn/SYSCONFIG" class="internal-link folder tool" title="Link to Tool Folder" target="_blank">SYSCONFIG</a>, <a href="https://www.ti.com.cn/tool/cn/C2000WARE" class="internal-link folder tool" title="Link to Tool Folder" target="_blank">C2000WARE</a></p><p>下面我自己总结了一个真值表，不知道要如何填充到FSM的S0,S1，以及如何填写LUT表(最终控制PWM1A高或低),由于无例子可参考，希望SUPPORT指点一下：</p> <p>NO &nbsp; &nbsp; &nbsp;S1 S0 INPUT &nbsp;H L NOTE &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;S1 S0<br>当前状态 0 0 外部输入0 0 &nbsp;后面是填跳转 0 0&nbsp;<br>当前状态 0 0 外部输入0 1 &nbsp;后面是填跳转 0 0&nbsp;<br>当前状态 0 0 外部输入1 0 &nbsp;后面是填跳转 0 1 (H=1触发）<br>当前状态 0 0 外部输入1 1 &nbsp;后面是填跳转 0 1 (H=1触发）</p> <p>当前状态 0 1 外部输入0 0 &nbsp;后面是填跳转 0 1 (状态2只由超时跳转，否则保持）&nbsp;&nbsp;<br>当前状态 0 1 外部输入0 1 &nbsp;后面是填跳转 0 1&nbsp;<br>当前状态 0 1 外部输入1 0 &nbsp;后面是填跳转 0 1&nbsp;<br>当前状态 0 1 外部输入1 1 &nbsp;后面是填跳转 0 1</p> <p>当前状态 1 0 外部输入0 0 &nbsp;后面是填跳转 1 0&nbsp;<br>当前状态 1 0 外部输入0 1 &nbsp;后面是填跳转 1 1 （L=1触发或超时触发）<br>当前状态 1 0 外部输入1 0 &nbsp;后面是填跳转 1 1&nbsp;<br>当前状态 1 0 外部输入1 1 &nbsp;后面是填跳转 1 1 （L=1触发或超时触发）</p> <p>当前状态 1 1 外部输入0 0 &nbsp;后面是填跳转 1 1 （状态4只由超时跳转，否则保持）<br>当前状态 1 1 外部输入0 1 &nbsp;后面是填跳转 1 1&nbsp;<br>当前状态 1 1 外部输入1 0 &nbsp;后面是填跳转 1 1&nbsp;<br>当前状态 1 1 外部输入1 1 &nbsp;后面是填跳转 1 1&nbsp;</p><div style="clear:both;"></div>SN74LVC4245A: 不同批次芯片表现不同https://e2echina.ti.com/thread/1066888?ContentTypeID=0Wed, 08 Apr 2026 12:25:22 GMT91561404-af28-475a-b96b-cb6cbaadd097:4a263b6f-4028-4fda-8db3-18da0fccc2c5user40831772https://e2echina.ti.com/thread/1066888?ContentTypeID=0https://e2echina.ti.com/support/logic/f/logic-forum/1066888/sn74lvc4245a/rss?ContentTypeId=0<p><b>Part Number:</b> <a href="https://www.ti.com.cn/product/cn/SN74LVC4245A" class="internal-link folder product" title="Link to Product Folder" target="_blank">SN74LVC4245A</a><br /></p><p>我有一款电路板使用了贵司的SN74LVC4245APWR芯片，已经正常使用了三年以上。但最近批次发现芯片在上电后温度异常偏高，经排查后发现芯片引脚9，10在输入悬空的情况下输出为高电平，且与GND直连，导致温度异常；当将对应输入引脚连接GND后，芯片表现正常。未将未使用的输入引脚连接至GND或者VCC，这个设计缺陷我是承认的。发此帖子的目的只是想知道新旧批次芯片表现为什么不一致。附上对应原理图和不同批次丝印照片。<img src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/122/_E765_.jpg" alt=" "><img src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/122/_B065_.jpg" alt=" "><img src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/122/8461._9F530674FE56_.png" alt=" "></p><div style="clear:both;"></div>SN74AHC08: SN74AHC08PWR 物料丝印含义https://e2echina.ti.com/thread/1066854?ContentTypeID=0Wed, 08 Apr 2026 04:10:02 GMT91561404-af28-475a-b96b-cb6cbaadd097:cb2b49f7-f350-4d3d-821d-b736aa5395aeyang zhao2https://e2echina.ti.com/thread/1066854?ContentTypeID=0https://e2echina.ti.com/support/logic/f/logic-forum/1066854/sn74ahc08-sn74ahc08pwr/rss?ContentTypeId=0<p><b>Part Number:</b> <a href="https://www.ti.com.cn/product/cn/SN74AHC08" class="internal-link folder product" title="Link to Product Folder" target="_blank">SN74AHC08</a><br /></p><p><img src="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/122/e28cc66c01d71c87b4ed6f29dbf793f4_5F00_compress.jpg" alt="e28cc66c01d71c87b4ed6f29dbf793f4_compress.jpg" data-temp-id="e28cc66c01d71c87b4ed6f29dbf793f4_compress.jpg-147781"></p> <p>此物料最后一行3个数字分别代表什么</p><div style="clear:both;"></div>SN74AHC1G32: 引脚氧化https://e2echina.ti.com/thread/1066019?ContentTypeID=0Mon, 30 Mar 2026 09:11:13 GMT91561404-af28-475a-b96b-cb6cbaadd097:cb1d6d1e-7078-426c-b80f-45e34db60296Diana Huang2https://e2echina.ti.com/thread/1066019?ContentTypeID=0https://e2echina.ti.com/support/logic/f/logic-forum/1066019/sn74ahc1g32/rss?ContentTypeId=0<p><b>Part Number:</b> <a href="https://www.ti.com.cn/product/cn/SN74AHC1G32" class="internal-link folder product" title="Link to Product Folder" target="_blank">SN74AHC1G32</a><br /></p><p>SN74AHC1G32DRLRG4 来料检验发现物料Pin脚100%氧化，数量180PCS，DC：2231<a href="https://e2echina.ti.com/cfs-file/__key/communityserver-discussions-components-files/122/_69729965155F1A81276C1653FE564772_.pdf" target="_blank" rel="noopener">物料引脚氧化图片.pdf</a>&nbsp;</p><div style="clear:both;"></div>