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  • 基于TLV3501AIDR搭建的滞回比较电路出现过冲现象如何解决? 赏800家园币

    [i=s] 本帖最后由 dsjidha 于 2024-8-28 18:40 编辑 [/i] 输入的是100kHz,+-700mV的方波,输出高低电平为0V和3.3V符合预期,但是过冲现象比较严重,该怎么解决呀?[img]data:image/png;base64,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[/img]

    方波 电平 输出 TLV3501AIDR 滞回比较电路 kHz

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  • KF32A156参考例程将PE0配置PWM捕获,引脚有方波但不进中断

    #define PE0_CCP19_CH4_PIN GPIOE_SFR, GPIO_PIN_MASK_0 #define PE0_CCP19_CH4_AF9 GPIOE_SFR, GPIO_Pin_Num_0, GPIO_RMP_AF9 { GPIO_Write_Mode_Bits(PE0_CCP19_CH4_PIN, GPIO_MODE_RMP); GPIO_Pin_RMP_Config(PE0_CCP19_CH4_AF9); Ccp_IntConfig_t ccpIntConfig; ccpIntConfig.ccpInterrupt = CCP_INT_CAPTURE_CH4; ccpIntConfig.intIndex = INT_T19; ccpIntConfig.newState = TRUE; ccpIntConfig.preemption = 4; ccpIntConfig.subPriority = 0; CCP_Capture_Mode_Init(CCP19_SFR, CCP_CHANNEL_4, CCP_CAP_RISING_EDGE); CCP_INT_Config(CCP19_SFR, &ccpIntConfig); INT_All_Enable(TRUE); } void __attribute__((interrupt))_T19_exception (void) { if (0U != CCP_Get_Channel_Trigger_INT_Flag(CCP19_SFR, CCP_CHANNEL_4)) { /* Clear interrupt flag */ CCP_Clear_Channel_INT_Flag(CCP19_SFR, CCP_CHANNEL_4); } }

    参考例程 引脚 方波 KF32A156 MUC 嵌入式

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  • 3.3V方波信号(300KHz)转为1.0-1.2V方波信号方法有哪些

    1、请教各位大佬,把FPGA输出的3.3V方波信号(300KHz)转为1.0-1.2V(要求高电平可调)方波信号有哪些方法?目前尝试了下按照如下一种方案去做,但是在U19的Num#2管脚TX_A信号测试得到的波形有过冲,这个输出加个电容是否可以滤掉?2、其它转换方法我看有电平转换芯片,但都是固定电平的转换,1.2V,1.8V,3.3V,5V等,有没有其它的方法,可以探讨下。[url=/data/attachment/album/202202/13/165628pjsyokteje2d8yez.jpg][img]/data/attachment/album/202202/13/165628pjsyokteje2d8yez.jpg[/img][/url][url=/data/attachment/album/202202/13/165719bk7wr2v3rkkh6ohh.jpg][img]/data/attachment/album/202202/13/165719bk7wr2v3rkkh6ohh.jpg[/img][/url][url=/data/attachment/album/202202/13/165723d5e1q4vededyr0e6.jpg][img]/data/attachment/album/202202/13/165723d5e1q4vededyr0e6.jpg[/img][/url]

    逻辑电平转换 电路 30 kHz 方波 信号

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  • 方波驱动末端开路同轴电缆上升沿时间

    使用自制的方波脉冲驱动末端开路的同轴线,测量在末端的边沿时间。驱动器的输出内阻大概30欧姆,同轴电缆应该是50欧姆的。 我看网上说如果同轴电缆的末端进行了阻抗匹配,那么从驱动端看同轴线这一端,应该是纯阻性的,在同轴线末端去测量边沿时间应该和线缆长度无关。 那么如果末端没有阻抗匹配,只是简单开路,会是什么情况,我做了实验,发现边沿时间随线长度变化,线从2m变为6m时候,边沿时间从100ns变为78ns。这我不能理解,我的看法是即使没有末端端接,线的特征阻抗不变,边沿时间也应该和线长无关。 另外,我发现给定长度的线,如果驱动电压加大,其末端测到的边沿时间也会变大,尤其是驱动电压超过100V后。这我更不能理解,即使同轴线可以被看成电容,整根线的RC常数应该不随驱动电压变化,边沿时间也应该不变才对。是不是我少考虑了什么? 求解答,感激不尽!

    边沿时间 同轴电缆 方波 轴线 阻抗 电压

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  • STM32F103生成方波问题求教

    [color=#444444][backcolor=rgb(242, 249, 253)][font=Tahoma, "][size=16px]最近使用STM32F103RB做了个小东西,其中需要输出一路频率大约在1Hz左右的方波信号。我使用定时器3来产生,配置好定时器后,在中断里面使一个IO口的电平翻转,从而产生方波。但产生的方波总是会断一下,就是时不时电平就少翻转一次,即总是有连续两个的高电平或者连续连个的低电平。我在中断里面放了一个变量,发现每次中断是能进去的,方波断的地方是电平该翻转没有翻转。翻转电平的语句我也试几种,用变量判断,或者直接该位取反,都试过了,都是这个问题。IO口配置的是推挽输出,50MHz频率。请教各位有没有遇到过类似问题,或者帮我分析一下可能是什么原因,还能做什么测试?谢谢。[/size][/font][/backcolor][/color]

    方波 STM32F103 电平 定时 定时器 IO

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  • STM32生成方波问题求教 sos

    最近使用STM32F103RB做了个小东西,其中需要输出一路频率大约在1Hz左右的方波信号。我使用定时器3来产生,配置好定时器后,在中断里面使一个IO口的电平翻转,从而产生方波。但产生的方波总是会断一下,就是时不时电平就少翻转一次,即总是有连续两个的高电平或者连续连个的低电平。我在中断里面放了一个变量,发现每次中断是能进去的,方波断的地方是电平该翻转没有翻转。翻转电平的语句我也试几种,用变量判断,或者直接该位取反,都试过了,都是这个问题。IO口配置的是推挽输出,50MHz频率。请教各位有没有遇到过类似问题,或者帮我分析一下可能是什么原因,还能做什么测试?谢谢。

    STM32 方波 电平 定时 IO hz

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  • 请问1KHZ的方波怎么提取幅值

    我有一个0--2V 1KHZ的方波请问我怎么用ADC芯片去测他的正幅值,需要用什么电路才能把方波的正幅值给提取出来 我adc读取得频率为16.7hz

    kHz 方波 ADC dc AD

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  • 方波上有20MV左右的纹波该怎么去除呢

    [i=s] 本帖最后由 ysmmm 于 2020-9-10 17:16 编辑 [/i] 我是用AD9833产生的一个方波经过一个电压跟随器作用在两个分压电阻上 ,测得电阻上的方波是这样的 。请问我有什么办法能使纹波减小呢。

    方波 纹波 电阻 压电 电压

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  • 何瞬间的波形如用示波器捕捉并且自动锁存

    两个问题 1.电化学试纸反应的波形往往是瞬间的,可能几百us,波形就消失了。像这种瞬间的波形如用示波器捕捉并且自动锁存? 2.有些IC或者MCU可以输出正弦波!正弦波对于测量生物阻抗很有意义?为什么不用方波,三角波,或者锯齿波?这些应用场合,正弦波有哪些优点?

    示波器 正弦波 MCU 方波 电化学

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