(Solved):
**Updated with initial conditions
Please show steps
FOR THE SYSTEM BELOW: (3) K=2000N/mC=40k ...
**Updated with initial conditions
Please show steps
FOR THE SYSTEM BELOW: (3) K=2000N/mC=40kg/sM=10kgX(0)=0 (a) IF F(t)=60sin(40t), FIND THE STENDY. STATE RESPONSE xss(+). (b) 1FF(t)=60sin(40t)+4 FIND THE STEADY STATE RESPONSE XSS(t).
The given problem is a harmonically excited single degree of freedom system. To solve such a problem we need to consider the differential equation. The complementary function (CF) of the given differential eq. gives the transient response and the particular integral ( PI) of the given differential eq. gives the steady-state response. Although for the case of (a) we have a pre-defined formula but for the case of (b) we will need to find the PI of the differential eq..