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When the system shown in Fig.4a is subjected to a unit-step input, the output responds as shown in Fig.4b. Determine the values of K and T from the response curve. c(t) |0.254 K R(s) C(s) 1 s(Ts+1) 3 Fig.4a Fig.4b Fig.5a shows a mechanical vibratory system. When 2-lb of force (stęp input) is applied to the system, the mass oscillates as shown in Fig.5b. Determine m, B, K of the system from this response curve. x(t) K- P(2lb force) .0095ft m 0.1 ft В 0 1 2 3 4 5

When the system shown in Fig.4a is subjected to a unit-step input, the output responds as shown in Fig.4b. Determine the values of K and T from the response curve. c(t) |0.254 K R(s) C(s) 1 s(Ts+1) 3 Fig.4a Fig.4b Fig.5a shows a mechanical vibratory system. When 2-lb of force (stęp input) is applied to the system, the mass oscillates as shown in Fig.5b. Determine m, B, K of the system from this response curve. x(t) K- P(2lb force) .0095ft m 0.1 ft В 0 1 2 3 4 5

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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When the system shown in Fig.4a is subjected to a unit-step input, the output responds as shown in Fig.4b. Determine the values of K and T from the response curve. c(t) 0.254 K R(s)– C(s) 1 |s(Ts+1) 3 Fig.4a Fig.4b Fig.5a shows a mechanical vibratory system. When 2-lb of force (step input) is applied to the system, the mass oscillates as shown in Fig.5b. Determine m, B, K of the system from this response curve. x(t) K3 P(2lb force) .0095ft m 0.1 ft В 0 1 3 4
Transcribed Image Text:When the system shown in Fig.4a is subjected to a unit-step input, the output responds as shown in Fig.4b. Determine the values of K and T from the response curve. c(t) 0.254 K R(s)– C(s) 1 |s(Ts+1) 3 Fig.4a Fig.4b Fig.5a shows a mechanical vibratory system. When 2-lb of force (step input) is applied to the system, the mass oscillates as shown in Fig.5b. Determine m, B, K of the system from this response curve. x(t) K3 P(2lb force) .0095ft m 0.1 ft В 0 1 3 4
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