3. Derive the system transfer function H(s) in terms of He(s) and H₂ (s). Given input x(t) = V₁u(t), if K₂ = K₁ = m = b

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3. Derive the system transfer function H(s) in terms of He(s) and H₂ (s). Given input x(t) = V₁u(t), if K₂ = K₁ = m = b

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3 Derive The System Transfer Function H S In Terms Of He S And H S Given Input X T V U T If K K M B 1
3 Derive The System Transfer Function H S In Terms Of He S And H S Given Input X T V U T If K K M B 1 (53.56 KiB) Viewed 15 times
3. Derive the system transfer function H(s) in terms of He(s) and H₂ (s). Given input x(t) = V₁u(t), if K₂ = K₁ = m = b = 1, derive the expression for output y(t) and verify the steady state of y(t) is approaching Vo. Hp = m = 1300; % mass of the car in kg b = 60; % damping coefficient in Ns/m v0 = 18; % reference car speed in m/s (40mph) H = 970 s + 49 1300 s^2+1030 s +49 1 1300 s60 Continuous-time transfer function. Hc. = 970 +49
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