1. How many state variables are required to express a 4th order ordinary differential equation using a state variable
2. There is a system of which response is expressed by
v(t) = 3t 15 + 15e0.2t
Find the steady-
ME3260 Homework #7-2
This homework will not be tested in Quiz. Just some examples to help you study for Midterm 2.
Figure P13.7 shows a system being driven by a base excitation through a damping element. Assume that the ba
HW7.1 Bode Plot
ME3260 Homework #7
Solve Pr. 9.2c, Pr 9.8a, c: Use asymptotic approximations to sketch the bode plot for the following transfer function.
HW7.2 Resonant frequency
Derive the resonant frequency
ME3260 Homework #5
HW5.1. Response of 1st Order System. Obtain the total response of the system and the time constant.
1) Solve Pr 8.3b, Obtain the free response and the time constant, if any
12# + 5# = 12, # 0 = 3
2) Solve Pr 8.5
ME3260 Homework #6
HW6.1. Freqyency Response of 1st Order System.
1) Solve Pr 9.1a
Use the following transfer function to find the steady-state response, yss(t) to the given input function f(t):
, = 15sin (1.5)
() 14 +
Laplace Transform Table
1. Find the equation of motion of the system shown in Fig. 2, when the coordinate x is measured from the ground (i.e, x is
the distance from the ground to the mass m). The unstretched lengt