(a) For each of the following cases, determine what functions of time, e.g., constant, e ?8t ,...
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(a) For each of the following cases, determine what functions of time, e.g., constant, e?8t, will appear in y(t). (Note that you do not have to find (t)1) Which y(t) are oscillatory? Which exhibit a constant value of y(t) for large values of t?
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(i) Y(s) s(s + 4s) (ii) Y(s) 3(s + 4s + 3) (ii) Y(s) s(s? + 4s + 4) (iv) Y(s) = s(s + 4s + 8) (b) For the case 2(s + 1) s(2 + 4) Y(s) find y().
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a b Equating coefficients on like powers of s i 11 111 Ys ...View the full answer
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Related Book For
Process Dynamics And Control
ISBN: 978-0471000778
2nd Edition
Authors: Dale E. Seborg, Thomas F. Edgar, Duncan A. Mellich
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