Wondering if I'm doing this correctly....have a 4000 series 4060 divider/oscillator hooked up in the typical RC configuration seen in the datasheet. Rt is 470k and Ct is 0.22uf. R1 is 2M. The circuit oscillates, but the frequency seems quite a bit off. I have a frequency meter hooked up to pin 7 (divide by 16). My frequency, when calculated, is 4.20Hz. Divide by 16 gives me 0.26hz at pin 7. When measured with my frequency meter I get 0.323hz. Is this much error normal with an RC configuration? I understand the RC setup is typically pretty inaccurate, and the frequency can vary with temperature and supply voltage, but this seems a little extreme. I have had accurate results with a watch crystal which I used as the heart of a digital clock I built. But I was hoping the simplicity of an RC network would give me better results for my new application which is a simple cycle timer and doesn't require pinpoint accuracy. This still seems like a ways off. Any advice? Do you think adding a fixed voltage regulator on the input would give me better results? Like a 7812?
I've used polarized electrolytics for experimentation purposes only and I would get longer than calculated delays. Some frequently published timer schematics using this chip recommend putting electrolytics in in series to half the capacitance and create a non-polarised high capacitance Ct. I've tried those circuits and they seem to be more accurate, using a 500k variable instead of a fixed resistor, and a much higher value resistor connected to pin 11...like 4M7.
Any explanations would be welcome, thanks!
I've used polarized electrolytics for experimentation purposes only and I would get longer than calculated delays. Some frequently published timer schematics using this chip recommend putting electrolytics in in series to half the capacitance and create a non-polarised high capacitance Ct. I've tried those circuits and they seem to be more accurate, using a 500k variable instead of a fixed resistor, and a much higher value resistor connected to pin 11...like 4M7.
Any explanations would be welcome, thanks!