DIY Wavemaker timer

[rodasphoto]

I am toying with the idea of making a wavemaker timer using either a 555 or 556 timer and solid state relay to minimize noise, and mechanical wear. Does anyone have any experience with 555 or 556 timers. I was thinking of using it in astable and use the 556 or a single 555 in a sinking and sourcing.

 

[rodasphoto]

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
1MEDw4s/RsWPMIh+M6Cl3jVBaNpHROt++9nPP/cW3un8m/spR9XkuDR0/wKwbmOLfS6W7DW/565GqRtb6uCB4cUfo+JHGESQigoSRhyS9oXZyx9TTVK6ubB5UnrhEDpVd02GtnX+ufhcWFLesKHUjS118MDw4o9R8SMMIkhFBQkjgr152uSp6bwlj6wyKf3ZSgOa3G7Z3EnlIWbuTnG0ykvXn//2vLeknIW2bR6pG1vq4IHhxR+j4kcYRJCKChJGXzXTs2lT0xnLHF/qtpg6+MHcHNf2noUW/t27kVFYckfqxpY6eGB48ceo+BEGEaSigoTRV2UlzFlXM5Y5vtRtMXXwY1hnhtey00VSungsv7lk8+h7gd2XurGlDh4YXvwxKn6EQdQ8mmv7VZP1x3OqBipfSCy/27i3zuWZ4aNiRcOvaK3klNTBp3Y4xJwdgPbyyb3XdBc5amH9VlI3ttTBA8OLP0bFjzCIckUVrtHXvroWxvBqZmiL2/2Fmi98Xuefi8+PPi24I1Ao/AnVRM5KHXxqlVeI+tT07J228uD4xD251I0tdfDA8IKPUTEf9cQkKY2g8pnB3rTqe0lhhZrlklL+6/OvvXVejqqhvcErdaGyOEz/BjsRqcuSOnhgeJHHqJqpFH/K6dDeate+uhbGDCrPwk8x57yTlJYfIUQQKJTZ1LfOXPa6EC9YP8bc+3EMqUuUOnhgeB/m8H3GFw3g2lcc2qvMdR8s1G1h2/Xyz84pKxz9fYFCmUq5EYRqImfVdzZesDkCDiN1uVIHD9BRYYrPWn0VFdKVmq8Gntze911Lm58Lm6x/XCelleeuvGZfgUKZx+EwGqqJnFW4r9MrpDkt6nzIU5C6RKmDB+jL1KLeqVoqPIK79tW1MMazzkUPc4GaZHJzP+vp32K1mN0nVjSz2WsN0VrJKVnuxwysMNAEHIPuSF2W1MEDkIWkNIgLJ2Iq0xW4u5okLXVDlJRGcPb2W1KpS5E6eACyOHu5ufYq3+FRXPV+qithzrqasczd1TyyfzOettbBx3xJYAbDV3vq0qUOHoAsJKVx1EzMhp+87ZmxzPGtHzYuXgRfrLn5vvjNABY7LB+0EDzdDXxGUhctdfAAZBHkchMkjAj2puvTpqO/5i15ZHuvvO7lh+vPI4XBfaMOc6kLlTp4ALIIcrkJEkYcn5XeEXU2e/ljCpINBgmDVsYb8lIXJ3XwAGQR5HITJAzCStA+1jcSZvBd/MXn8rdta37vLCyWOF8FbU/KfTGjuiZ1QVIHD0AWPedA/+pdE4SWoH1M2Ig/IZPSzTDWB53wfBVEq43Brgqpy5I6eACAhhLMiiacuiVKStfHnfB8FcSpjcHS0V+pS5Q6eACAhhLMiiacuq3TvEVGsfkiRK+ktPCZ7rUx9jszqcuVOngAgIYSzIomnLqlLnLq4JvrWBsD56J/UhcwdfAAAA0lmBVNOHVLXeTU***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