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Proposed Method of Transfer Function Determination
Chapter h Application of Analog Computers for
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adjusted analog computer techniques analog system become a maximum capacitor complex conjugate Consider curve decay to zero decibels per octave denominator polynomial desired transient response determine the transfer electrical equal exponential function exponential sine wave expression forcing function frequency response given group of exponential high frequency highest power inductor integral integrand intersection LaPlace transform large number large values linear low frequency assymptotes maximum value method of transfer multiply the test obtained operational amplifiers order differential equation parameters partial fractions plane plot procedure pulse pure sine wave rad./sec radians real numbers residues result Ridgewood second order differential servo shown in Figure simple poles sin(u slope subtract test system response transfer function determination transfer functions associated transient response data uj)T unit impulse function unit step function unknown transfer function vacuum tube amplifier valid value of I(T variables voltage volts