Question

Problem-1: Consider the system depicted below in Figure-1, where u is the force input and $x_1$ and $x_2$ are the position outputs; a) Assuming a step force input of u = $C_1$ N, find the value of the output $x_1(t)$ as $t \to \infty$. b) Assuming a step force input of u = $C_2$ N, find the value of the output $x_2(t)$ as $t \to \infty$.

          Problem-1: Consider the system depicted below in Figure-1, where u is the force input and $x_1$ and $x_2$ are the position outputs;
a) Assuming a step force input of u = $C_1$ N, find the value of the output $x_1(t)$ as $t \to \infty$.
b) Assuming a step force input of u = $C_2$ N, find the value of the output $x_2(t)$ as $t \to \infty$.

Problem-1: Consider the system depicted below in Figure-1, where u is the force input and x1 and x2 are the position outputs;
a) Assuming a step force input of u = C1 N, find the value of the output x1(t) as t →∞.
b) Assuming a step force input of u = C2 N, find the value of the output x2(t) as t →∞.

Added by Matthew Q.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Morgan Cheatham

08/11/2022

Step 1

For mass m1, the equation of motion is given by: m1 * x1''(t) + b * x1'(t) + k1 * (x1(t) - u) + k2 * (x1(t) - x2(t)) = 0 For mass m2, the equation of motion is given by: m2 * x2''(t) + b * x2'(t) + k2 * (x2(t) - x1(t)) + k3 * x2(t) = 0 Show more…

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Please answer that correctly, i need general formula of this question.m1=3 m2=2k1=460k2=200k3=520b=40c1=64c2=32 Problem-1: Consider the system depicted below in Figure-1, where u is the force input and x1 and x2 are the position outputs; a) Assuming a step force input of u = C N, find the value of the output xt) as t o. b)Assuming a step force input of u= C N, find the value of the output x(t) as t o u x1 2 k2 W m1 m2 W k3 k1 b Figure-1