Soviet Automatic ControlScripta Publishing Company, 1968 |
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Page 10
... transfer functions with respect to the sum and difference outputs will be k_ = x = A , k + Å 2 = = À 2 X ( 15 ) Hence the overall transfer function of two multiplier passages belonging to one closed loop will be * the product of two ...
... transfer functions with respect to the sum and difference outputs will be k_ = x = A , k + Å 2 = = À 2 X ( 15 ) Hence the overall transfer function of two multiplier passages belonging to one closed loop will be * the product of two ...
Page 11
... transfer functions k ( jw ) and k [ j ( w— @ q ) ] . The multiplier loop which enters twice in the circuit under consideration ( once with the transfer function Á / 2 and a second time with  / 2 ) does not contribute any phase shift ...
... transfer functions k ( jw ) and k [ j ( w— @ q ) ] . The multiplier loop which enters twice in the circuit under consideration ( once with the transfer function Á / 2 and a second time with  / 2 ) does not contribute any phase shift ...
Page 2
... TRANSFER FUNCTIONS The transfer function of a linear system will be written where n > 1 . c , p ' + C1_ , p'- ' + -1 ... Φ ( ρ ) = ... tap to + a1p + ao It is required to determine the coefficients of a transfer function of lower order ...
... TRANSFER FUNCTIONS The transfer function of a linear system will be written where n > 1 . c , p ' + C1_ , p'- ' + -1 ... Φ ( ρ ) = ... tap to + a1p + ao It is required to determine the coefficients of a transfer function of lower order ...
Contents
Number | 1 |
Dynamics of a DelayLock Relay Correlator | 5 |
Physical Realizability at Nonlinear Invariant Systems | 13 |
Copyright | |
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A. G. Ivakhnenko a₁ accuracy algorithm amplitude analog computer analysis analyzer approximation approximation error assume Avtomatika i Telemekhanika Avtomatyka b₁ block diagram calculated circuit coefficients constraints control system correlation corresponding criterion determined device differential equation dynamic Electronica Electronics elements engineering example factor feedback filter formula Hence i-th initial conditions input integral interval invariance inverter Kiev Let us consider linear loop matrix mean-square error method microprogram Moscow multivariable nonlinear normal equations obtain open-loop operation optimal output P₁ parameters pattern pattern recognition perceptron performance permeance plant polynomial possible prediction problem pulse R₁ random realization recognition system sampling self-learning sequence single copies solution solving Soviet Automatic Control specified stability stochastic stochastic approximation stochastic process switches synthesis T₁ theory threshold tion transfer function transform transient process V₁ values variables vector voltage x₁ y₁ zero