Introduction to Laplace Transforms for Radio and Electronic Engineers |
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Page 159
... IMPULSE RESPONSE = at and i ( t ) given by Equation 19 , the first form of From V1 Equation 9 gives us √ 2 = = - aag „ R1 s ' ( t − 7 ) e - Kα2 dr -Κατ aagmR1 [ † S'e - Ka2 dr - Sote - Kar dr ] = aagm R1 { t ( e - Kat t Κα 1 ) + e ...
... IMPULSE RESPONSE = at and i ( t ) given by Equation 19 , the first form of From V1 Equation 9 gives us √ 2 = = - aag „ R1 s ' ( t − 7 ) e - Kα2 dr -Κατ aagmR1 [ † S'e - Ka2 dr - Sote - Kar dr ] = aagm R1 { t ( e - Kat t Κα 1 ) + e ...
Page 160
William David Day. 9.7 . Exercises 1. Obtain the impulse response of the circuit shown in Fig . 9.7.1 . 2. Find the indicial response of a circuit consisting of two parallel branches , one of C in series with R1 , the other L in series ...
William David Day. 9.7 . Exercises 1. Obtain the impulse response of the circuit shown in Fig . 9.7.1 . 2. Find the indicial response of a circuit consisting of two parallel branches , one of C in series with R1 , the other L in series ...
Page 182
... Impulse response , 146 , 159 Indicial response , 146 , 159 Inductance , 3 , 5 Infinity , point at , 98 Initial conditions , 16 , 82 , 85 Initial Value theorem , 41 , 54 Input transform , 36 Integral transform , 168 Integration , contour ...
... Impulse response , 146 , 159 Indicial response , 146 , 159 Inductance , 3 , 5 Infinity , point at , 98 Initial conditions , 16 , 82 , 85 Initial Value theorem , 41 , 54 Input transform , 36 Integral transform , 168 Integration , contour ...
Contents
The Laplace Transformation | 14 |
Properties of Transforms 333 | 33 |
Further Theorems | 50 |
Copyright | |
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