1. 高速计数器占用输入端子
CPU224有六个高速计数器,其占用的输入端子如表1所示。
表1 高速计数器占用的输入端子
![兼容西门子S7-200 CPU22x系列PLC占用输入/输出端子](data:image/png;base64,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)
各高速计数器不同的输入端有专用的功能,如:时钟脉冲端、方向控制端、复位端、起动端。
注意:同一个输入端不能用于两种不同的功能。但是高速计数器当前模式未使用的输入端均可用于其他用途,如作为中断输入端或作为数字量输入端。例如,如果在模式2中使用高速计数器HSC0,模式2使用I0.0和I0.2,则I0.1可用于边缘中断或用于HSC3。
2. 高速脉冲输出占用的输出端子
S7-200有PTO、PWM两台高速脉冲发生器。 PTO脉冲串功能可输出指定个数、指定周期的方波脉冲(占空比50%);PWM功能可输出脉宽变化的脉冲信号,用户可以指定脉冲的周期和脉冲的宽度。若一台发生器指定给数字输出点Q0.0,另一台发生器则指定给数字输出点Q0.1。当PTO、PWM发生器控制输出时,将禁止输出点Q0.0、Q0.1的正常使用;当不使用PTO、PWM高速脉冲发生器时,输出点Q0.0、Q0.1恢复正常的使用,即由输出映像寄存器决定其输出状态。