Question

Problem 4: Consider the following model for a dynamic system. $k_1$=300 N/m m=1 kg $k_2$=350 N/m b1 b2 $b_1$= 12 N-s/m $b_2$= 60 N-s/m The initial position is 0 and the initial velocity is 1 m/s. Find x(t) and plot it in MATLAB for four system time constants.

          Problem 4: Consider the following model for a dynamic system.
$k_1$=300 N/m
m=1 kg
$k_2$=350 N/m
b1
b2
$b_1$= 12 N-s/m
$b_2$= 60 N-s/m
The initial position is 0 and the initial velocity is 1 m/s. Find x(t) and plot it in MATLAB for four system time constants.

Problem 4: Consider the following model for a dynamic system.
k1=300 N/m
m=1 kg
k2=350 N/m
b1
b2
b1= 12 N-s/m
b2= 60 N-s/m
The initial position is 0 and the initial velocity is 1 m/s. Find x(t) and plot it in MATLAB for four system time constants.

Added by Tina M.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Dave Kratz

Step 1

The system equation for a dynamic system can be represented as: m * x''(t) + b1 * x'(t) + b2 * x(t) + k * x(t) = 0 Show more…

Show all steps

Thanks for your feedback!

Problem 4: Consider the following model for a dynamic system. x k = 300 N/m m = 1 kg k = 350 N/m b1 b2 b1 = 12 N-s/m b2 = 60 N-s/m The initial position is 0 and the initial velocity is 1 m/s. Find x(t) and plot it in MATLAB for four system time constants.