Represent the translational mechanical system shown in Figure P3.5 in state space, where x1(1) is the output. [Section: 3.4] I3(1) M3 = 1 kg fv, = 1 N-s/m fv = 1 N-s/m K1 = 1 N/m M2 = 2 kg f(t) - K2 =1 N/m M1 = 1 kg Sv,=I N-s/m FIGURE P3.5

Q: Find the transfer function X(s)/G(s) of the block diagram below

A:

Q: For the next mechanic system, draw the free body diagram clearly and model the system in frequency…

A: The free-body diagram of the given system is shown below.

Q: A translational mechanical system is shown in Figure Q1. In this system, u(t) is the displacement of…

A:

Q: You are working at a medical device company, and are helping to design a new needle system that…

A:

Q: 니 K₁ 100m B M 000 K K3 ㅠㅠㅠ B

A:

Q: 3. Consider the system shown below. The outputs of the system are the angular displacement of the…

A: Given: To find: State space model Transfer function Characteristic equation Poles Unit step…

Q: F, (t) k₁ B₁ www. k₂ m Figure 4: A translational system B2 2. Consider a translational system shown…

A:

Q: X1 1*14 B₁ A x2 K www M XX fa(t) B₂ For the system shown in the figure above, differential model…

A: The equation is

Q: Translational mechanical systems Get the input-output model Get the Transfer Function Get…

A:

Q: 11. Consider a system that can be modeled as shown. The input x in (t) is a prescribed motion at the…

A: To findCalculates the natural frequency, damping ratio, and damped natural frequency for the…

Q: Given a system model, d²x (1) dt² x (0) = 1 dx (1) dt dx (1) +2+x(t) =f(t) dt r=0 What is the…

A:

Forced undamped vibrations

In mechanical engineering, vibration is expressed as the term that occurs due to an object's backward and forward movement about a point of equilibrium. Generally, there are three types of vibrations which are,