[Remember one key thing about small targets. They need a discharge coil TC that is 5 times faster than the target TC to fully stimulate that target for maximum potential detection. A 2uS target needs a coil discharge TC of 0.4uS. A 300uH coil needs a damping value of 750 ohms to meet this criteria and that means that low a capacitance coil and TX circuit is required to achieve this.]
Playing with spice. Simulation of a fairly high resonance 300uH coil that critically damps with a 800 ohm resistor. (Time constant) L/R=.375usec, critical damped coil=.23usec, coil with diodes and 1k resistor=.61usec. Is the simulation predicting what really happens? Are the decay time differences enough to cause a significant change in detection distance with a 2usec target time constant? Ran the simulation with a very low time constant target to see the effect on coil decay. If I made the target time constant 2usec could the simulation give me an indication of detection distance difference?
Are the decay time differences enough to cause a significant change in detection distance with a 2usec target time constant? assuming the same delay time.
Playing with spice. Simulation of a fairly high resonance 300uH coil that critically damps with a 800 ohm resistor. (Time constant) L/R=.375usec, critical damped coil=.23usec, coil with diodes and 1k resistor=.61usec. Is the simulation predicting what really happens? Are the decay time differences enough to cause a significant change in detection distance with a 2usec target time constant? Ran the simulation with a very low time constant target to see the effect on coil decay. If I made the target time constant 2usec could the simulation give me an indication of detection distance difference?
Are the decay time differences enough to cause a significant change in detection distance with a 2usec target time constant? assuming the same delay time.
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