Question

The cruise control system is modelled as a simple mass and damper system. It is assumed that the rolling resistance and air drag are proportional to the car's speed.\ bv\ (friction)\ m\ u\ Using Newton's 2nd law of motion, the governing equation for this system becomes:\ mv' = u - bv\ where m and b are constants. Draw a Simulink model of this cruise control system and display the output. Assume that\ m = 2000 kg\ b = 60 N.sec/m\ u = 500 N

          The cruise control system is modelled as a simple mass and damper system. It is assumed that the rolling resistance and air drag are proportional to the car's speed.\
bv\
(friction)\
m\
u\
Using Newton's 2nd law of motion, the governing equation for this system becomes:\
mv' = u - bv\
where m and b are constants. Draw a Simulink model of this cruise control system and display the output. Assume that\
m = 2000 kg\
b = 60 N.sec/m\
u = 500 N

The cruise control system is modelled as a simple mass and damper system. It is assumed that the rolling resistance and air drag are proportional to the car's speed.bv(friction)muUsing Newton's 2nd law of motion, the governing equation for this system becomes:mv' = u - bvwhere m and b are constants. Draw a Simulink model of this cruise control system and display the output. Assume thatm = 2000 kgb = 60 N.sec/mu = 500 N

Added by Brittany M.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Kamalesh Bagrecha

Step 1

First, we need to create a constant block for the values of m, b, and u. Show more…

Show all steps

Thanks for your feedback!

The cruise control system is modeled as a simple mass and damper system. It is assumed that the rolling resistance and air drag are proportional to the car's speed. Using Newton's 2nd law of motion, the governing equation for this system becomes: mv = u - bv where m and b are constants. Draw a Simulink model of this cruise control system and display the output. Assume that: m = 2000 kg b = 60 N.sec/m u = 500 N