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| hey guys: I am trying to design a circuit that finds the square root of a number. The way to do that is by building 3 circuits: one to find the log of a number, the other one to find the anti log, and the third one is a simple voltage divider. you can easily prove that the output voltage will be the square root of your input voltage when these three circuits are combined. I am just wondering if any of you guys have tried this before, because I am facing some difficulties in building the log circuit and I am not sure how to get it to work. Thanks. Moneer. | |
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The obvious easy way is to use a microprocessor and calculate it, otherwise you're talking an analogue computer. | ||
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| hey: yeah I am doing as a part of project on op amps for a class. we have to use op amps. | |
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Try googling for 'analogue computer' and see what you can find. | ||
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| Very strange project. Op amps are always applied in a basically linear or saturated mode as far as I've seen. I could see trying to do an exponential by charging a cap with an RC circuit which gets switched off with a separate circuit with a linear voltage rise feeding a comparator against the voltage input. But it's a switched circuit, not an immediate response thing. I'd suspect you'd need a component with an exponential DC I/V curve. Diodes, varistors, etc have sort of exponential responses but they're far from clean. | |
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| There are myriad log-antilog converters in the literature. Just going to National's op amp app notes, I found these: http://www.national.com/an/AN/AN-301.pdf http://www.national.com/an/AN/AN-30.pdf http://www.national.com/an/AN/AN-31.pdf http://www.national.com/an/AN/AN-20.pdf http://www.national.com/an/LB/LB-25.pdf There may be others there. I believe all of them contain examples of circuitry that should help you. You might want to try other mfr's app notes: Analog Devices, Linear Technology, Texas Instruments, etc. | |
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