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21ic问答首页 - TAG - PWM
  • HC32F460 TIMA的PWM 无法输出0%和100% sos

    如题。当设置占空比输出0%时端口输出确实100% 当设置占空比输出100%时端口输出却是50%

    华大 HC32 PWM TI hc32f460 HC

    3581浏览量 0回复量 关注量
  • HK32F030MF4P6,6路PWM+SPI,SPI工作异常 sos

    调试HK32F030MF4P6,遇到SPI工作异常的问题,把PWM初始化全部去掉,SPI接收slaver器件数据都正常,打开PWM后,SPI只在刚启动的那一下,收到正确数据,之后就再也收不到slaver的数据了,有人遇到过吗?从逻辑分析仪的波形上看,发送数据是成功了的

    PWM spi slave 器件 调试 逻辑分析仪

    3644浏览量 0回复量 关注量
  • 【HC32F4A0】 TIMER6输出引脚输出的PWM信号高电平电压不正确

    各位前辈好!我有个问题想向大家请教!【使用平台】 我目前在使用HC32F4A0进行项目开发。使用的具体型号是HEC32F4A0SITB。 【问题大致描述】 在使用引脚128(Pin_H13)输出TIMER6_5_B PWM信号时,引脚输出高电平只有100mV以下,但是其他引脚工作正常。并且使用其他引脚输出TIMER6_5_B PWM信号时都可以正常工作。 【可能问题排查过程】 (1)器件虚寒(或没焊上)——已排除,因为在芯片引脚与排针间,我在未上电的情况下用万用表测了测是短路的。 (2)软件程序设计——已排除,因为在除了选用引脚更改而软件程序未更改的情况下,替代的引脚能够正常输出相关信号;

    DSP 引脚电压 PWM 电平 HC 电压

    7021浏览量 7回复量 关注量
  • AC7811怎么实现PWM一个通道输出的强制同步?

    [color=#444444][backcolor=rgb(255, 255, 255)][font=Tahoma, "][size=15px]在产品设计中用到PWM的一个功能,需要对PWM通道输出做出精准控制。想实现的功能是:在命令发出时立刻终止当前通道的PWM输出周期,同时需要立刻再开启一个新的输出周期。目的是可以随时改变占空比对电磁阀开启时间做出精准无延时控制。[/size][/font][/backcolor][/color] [color=#444444][backcolor=rgb(255, 255, 255)][font=Tahoma, "][size=15px]现在能实现的功能:开启一个新的PWM输出周期只能在当前PWM输出周期结束后下一个周期开始时才可以。问题是如果我的PWM周期为10MS,如果我的控制指令是在该PWM输出周期刚开始时发出的,PWM要到10MS之后结束前一个周期才能执行我刚才发出的指令。这样就会造成有接近10ms的延时。[/size][/font][/backcolor][/color][color=#444444][backcolor=rgb(255, 255, 255)][font=Tahoma, "][size=15px]现在的控制策略:用PWM通道的周期作为主程序的循环周期,10MS的周期,查询PWM通道计数器的值,在PWM计数器走到8MS时运行主程序并输出PWM通道控制,这样在下一个周期开始时,就可以执行新的PWM通道赋值,这样延时基本上在1MS左右。这个策略接近我原来用NXPs12的控制效果了,但是还是有差异。不能做到完全相同。[/size][/font][/backcolor][/color]

    AC PWM 控制 PWM输出 主程序 指令

    5850浏览量 1回复量 关注量
  • PWM 间隔没有波形? sos

    为什么中间有停止呢?[img]data:image/png;base64,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[/img] 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**9+bj3qtMzvvHF/unur1S5wifyios438qPThbyHn2n2FeRA/LhYITTKr9p6DvU4IQGyxE6wYanHY84zQxrZRhSeRu7WSSLl60rF+Xom6zI4gEw9e3zkV37Vpi0Xsh4QeNBCibiOeUzzmPK9ZNS1pIQu0wdNbBJcc3jp6B5jGqMdMVGCpPGPbAojRPGidfGRgeGsPXlOckLvEl9bYFovIBxeAYE**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[/img]

    PWM

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  • ac78013 定时器PWM通道表 sos

    ac78013 定时器PWM通道表,PWM通道对应那个定时器呢?

    PWM 定时 定时器 AC

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  • [HDSC][HC32L110B6]advanced timer 做PWM比较输出遇到的问题

    做一个简单的呼吸灯,使用advance Timer的比较输出做PWM来使用,通过调整GCMxR的值来改变PWM的占空比,从而改变灯的亮度。现在遇到的问题是灯偶尔会亮闪一下,请问在其他定时器中断中不能更改GCMxR的值吗??

    HDSC advanced hd hc32l110 timer PWM

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  • DSPIC33E系列新品PWM发波问题请教 sos

    您好,我想用dsp33E系列(dsp33EP64GS505)的芯片产生一个双脉冲的PWM波,在一个PWM周期内产生两个脉冲,这两个脉冲关于周期中间时刻对齐。请问各位大牛,有什么办法产生这样的PWM脉冲吗?非常感谢!

    dsp33EP dspic33 PWM 脉冲 芯片 4G

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  • igbt关断一定要负压嘛? 遇到一个问题igbt怎么没关不断?

    igbt关断一定要负压嘛? 遇到一个问题igbt怎么没关不断?我用的就这个电路, IO_pwm发一个脉冲去控制负载速度或灯的亮度 但现在遇到一个问题就是,当io_pwm为低时, 也就是电压为0时, 两个igbt没有完全关断, 如果接一个灯的话, 灯还是有一些亮度, 这个什么原因, 请大侠帮忙看一下

    半桥 调光 IGBT 负压 PWM IO

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  • H桥驱动变压器,输出波形不是正弦波

    1、原理图驱动部分,用SPWM驱动H桥 [url=//bbs.21ic.com/data/attachment/album/202104/07/104154mnu4dtoy43klurk0.jpg][img]//bbs.21ic.com/data/attachment/album/202104/07/104154mnu4dtoy43klurk0.jpg[/img][/url] 2、现象 H桥输出波形如图: [url=//bbs.21ic.com/data/attachment/album/202104/07/104334anyidnpi2kid6ddp.jpg][img]//bbs.21ic.com/data/attachment/album/202104/07/104334anyidnpi2kid6ddp.jpg[/img][/url] 加上变压器后H桥的输出波形 [url=//bbs.21ic.com/data/attachment/album/202104/07/104321i7oqh8u7bz8bou2h.jpg][img]//bbs.21ic.com/data/attachment/album/202104/07/104321i7oqh8u7bz8bou2h.jpg[/img][/url] 求大佬指点,为什么会这样?并且变压器的输出不是正弦波

    变压器 正弦波 输出波形 H桥驱动 PWM SPWM

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  • HK32F030MF4P6 PC3-TIM1_CH3 PWM 没输出

    void TIM1_WindPwm_Config(void) //16K TIM1_CH3 { GPIO_InitTypeDef GPIO_InitStructure; TIM_TimeBaseInitTypeDef TIM_TimeBaseStructure; TIM_OCInitTypeDef TIM_OCInitStructure; RCC_AHBPeriphClockCmd( RCC_AHBPeriph_GPIOC, ENABLE ); RCC_APB2PeriphClockCmd(RCC_APB2Periph_TIM1 , ENABLE); // 使能IOMUX时钟 RCC_APB1PeriphClockCmd(RCC_APB1Periph_IOMUX,ENABLE); GPIO_IOMUX_PinAFConfig(GPIOC,GPIO_PinSource3,IOMUX_PC3_TIM1CH3); GPIO_InitStructure.GPIO_Mode = GPIO_Mode_AF; GPIO_InitStructure.GPIO_OType = GPIO_OType_PP; GPIO_InitStructure.GPIO_Pin = GPIO_Pin_3; GPIO_InitStructure.GPIO_PuPd = GPIO_PuPd_NOPULL;//GPIO_PuPd_DOWN; GPIO_InitStructure.GPIO_Speed = GPIO_Speed_50MHz; GPIO_Init(GPIOC, &GPIO_InitStructure); GPIO_PinAFConfig(GPIOC,GPIO_PinSource3,GPIO_AF_3); /* Time Base configuration */ TIM_TimeBaseStructure.TIM_Prescaler = 0; TIM_TimeBaseStructure.TIM_CounterMode = TIM_CounterMode_Up; TIM_TimeBaseStructure.TIM_Period = TIM1_PERIOD-1; TIM_TimeBaseStructure.TIM_ClockDivision = 0; TIM_TimeBaseStructure.TIM_RepetitionCounter = 0; TIM_TimeBaseInit(TIM1, &TIM_TimeBaseStructure); /* Channel 1, 2,3 and 4 Configuration in PWM mode */ TIM_OCInitStructure.TIM_OCMode = TIM_OCMode_PWM2; TIM_OCInitStructure.TIM_OutputState = TIM_OutputState_Enable; TIM_OCInitStructure.TIM_OutputNState = TIM_OutputNState_Disable;//TIM_OutputNState_Enable; TIM_OCInitStructure.TIM_Pulse = 1000; TIM_OCInitStructure.TIM_OCPolarity = TIM_OCPolarity_Low; //TIM_OCInitStructure.TIM_OCNPolarity = TIM_OCNPolarity_Low; TIM_OCInitStructure.TIM_OCIdleState = TIM_OCIdleState_Set; //TIM_OCInitStructure.TIM_OCNIdleState = TIM_OCIdleState_Reset; TIM_OC3Init(TIM1, &TIM_OCInitStructure); /* TIM1 counter enable */ TIM_Cmd(TIM1, ENABLE); /* TIM1 Main Output Enable */ TIM_CtrlPWMOutputs(TIM1, ENABLE); }

    pc TI PWM IO pi ST

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  • FPGA程序,不能正确输出,各位帮忙看下

    我编写了两个文件,配置了输出口,,LASER_PWM 始终输出不了波形,请问下,这个是什么原因呀?modesiem仿真是有波形输出的//////////////-------PWM.V 文件 `timescale 1 ns / 1 ps module pwm( input rsn, input clk, input [15:0]pwm_counter, input [15:0]pwm_duty, output pwm_out ); //reg[15:0]pwm_counter; //reg [15:0]pwm_duty; reg [15:0]counter=16'd0; reg pwm_out_r; always@(posedge clk or negedge rsn) //begin if(!rsn) begin counter <= 16'd0; end else begin if(counter >= pwm_counter)counter <= 16'd0; else counter <= counter + 1'd1; end // end always@(posedge clk or negedge rsn) if(!rsn) begin pwm_out_r <= 1'd0; end else if(counter>=pwm_duty) pwm_out_r<=1'b0; else pwm_out_r<=1'b1; //wire pwm_out; assign pwm_out = pwm_out_r;//((counter > pwm_duty) ? 1'd0 : 1'd1); endmodule ////// top_indepen.v 文件 //-------------------------Timescale----------------------------// `timescale 1 ns / 1 ps //--------------------FSMC_SIG---------------------// module FSMC_INDEP( FPGA_CLK, //鏉堟挸鍙嗛弶鑳祰閺呰埖灏烥PGA_CLK,25M FPGA_LEDR, FPGA_LEDG, FPGA_LEDB, WR, //FSMC閸愭瑤淇婇崣 RD, //FSMC鐠囪淇婇崣 CS0, //FSMC閻楀洭鈧 A, //FSMC閸︽澘**冮幀鑽ゅ殠 DB, //FSMC閺佺増宓侀幀鑽ゅ殠 NADV, //FSMC閻ㄥ嚞ADV //LASER PWM LASER_PWM, //interpn_exti Interp_ex, testclk, testclk_100, testclk_50, FPGA_KEY ); input FPGA_KEY; input FPGA_CLK,NADV; input WR,RD,CS0; inout [15:0]DB; input [24:16]A; output FPGA_LEDB,FPGA_LEDG,FPGA_LEDR; assign FPGA_LEDR = 1'd1; assign FPGA_LEDG = 1'd0; assign FPGA_LEDB = 1'd1; output LASER_PWM; output Interp_ex,testclk,testclk_100,testclk_50; //-------------------------MY_PLL-------------------------------// wire PLL_100M; wire PLL_8M; wire PLL_50M; wire PLL_12_5M; reg LaserCtrl1; reg [15:0] dbPower1;//閸旂喓宸 閸楃姷鈹栧В reg [15:0]dbQFreq1;//妫版垹宸 reg [15:0]counter; initial begin dbQFreq1 <= 16'd106; dbPower1 <= 16'd53; LaserCtrl1 <= 1'd1; end MY_PLL U1( .inclk0(FPGA_CLK), .c0(PLL_100M), .c1(PLL_50M), .c2(PLL_8M), .c3(PLL_12_5M) );// //------------------------RST_Ctrl-----------------------------// wire RST_n; RST_Ctrl U2( .FPGA_CLK(FPGA_CLK), .RST_n(RST_n) ); //娓氬瀵睷ST_Ctrl濡€虫健,鏉堟挸鍤崗銊ョ湰婢跺秳缍呮穱鈥冲娇RST_n pwm U5( .rsn(RST_n), .clk(PLL_8M), .pwm_counter(dbQFreq1), .pwm_duty(dbPower1),//閸旂喓宸 .pwm_out(LASER_PWM) ); endmodule

    FPGA PWM counter TE npu

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  • HC32F030如何实现不用中断更新CCR调节互补PWM占空比?

    因为要使用互补PWM控制H桥来驱动电机,参考HC32F030驱动下的产生互补PWM的例子“HC32F030_DDL_Rev1.2.0\example\timer3\timer3_m23_tpcmp_pwm”,可以产生控制互补PWM占空比控制电机转动。但问题是这种方式需要在定时器溢出中断频繁更新CCR的值,频繁的中断服务程序频繁占用系统处理时间,而我只需要输出互补PWM而已。 尝试在参考例子中关掉中断,使能PWM自动输出。 //stcTim3BaseCfg.pfnTim3Cb = Tim3_LRMotorPWM_Int; //中断函数入口 //Tim3_ClearAllIntFlag(); //清中断标志 //Tim3_Mode23_EnableIrq(Tim3UevIrq); //使能TIM3 UEV更新中断 //EnableNvic(TIM3_IRQn, IrqLevel0, TRUE); //TIM3中断使能 Tim3_M23_EnPWM_Output(TRUE, TRUE); //端口输出使能 应用程序中改变CCR的值,试图改变PWM占空比: Init_LRMotor_PWM(); Tim3_M23_CCR_Set(Tim3CCR0A, 250); Tim3_M23_CCR_Set(Tim3CCR0B, 750); Tim3_M23_CCR_Set(Tim3CCR1A, 250); Tim3_M23_CCR_Set(Tim3CCR1B, 750); Tim3_M23_Run(); Delay_MS(2000); Tim3_M23_Stop(); Delay_MS(2000); Tim3_M23_CCR_Set(Tim3CCR0A, 750); Tim3_M23_CCR_Set(Tim3CCR0B, 250); Tim3_M23_CCR_Set(Tim3CCR1A, 750); Tim3_M23_CCR_Set(Tim3CCR1B, 250); Tim3_M23_Run(); 下载视频

    HC PWM TI se ev

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  • 为什么A会有half,B没有啊?

    为什么装载PWM的时候,会写成EPwm1Regs.CMPA.half.CMPA = int,和 EPwm4Regs.CMPB = int。为什么A会有half,B没有啊?

    PWM

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  • 散热风扇,3.3v io接到fg和pwm吗

    请教这个风扇调速pwm管脚可以直接接到单片机3.3v IO口吗,fg反馈管脚上拉3k电阻后可以直接接到3.3v IO口吗

    PWM IO 管脚 vi 单片机

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