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Transfer Function Models
Corresponding to each linear state space equation in the time domain with input u(t) and output y(t) is a matrix of transfer functions relating the Laplace tranforms of the input, U(s) to that of the output, Y(s). The transfer function matrix consists of (scalar) elements gij(s). For example if there are three inputs ( ie U(s) is of size 3×1 ) and there are four outputs ( ie Y(s) is of size 4×1 ) the transfer function matrix has the form
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Acoustic linings in Aircraft engine: One method of suppressing the noise from the fan stage of a high by-pass ratio engine is to incorporate a noise absorbent liner around the
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Transfer Function Models Corresponding to each linear state space equation in the time domain with input u(t) and output y(t) is a matrix of transfer functions relating the Lap
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THE INVERTER ('NOT' GATE) Figure shows the symbol for an inverter, where the output will produce the complement of the input. This device is often employed when the complement
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