Calculating Relative Velocity in a Rotating Beam System

[mholland]

I've attached a drawing, simplified of the layout of the system I'm working on.
I've figured out a function to give me the length of the beam 'x' for a given angle, easy enough, but i need to know the velocity that the end of the rotating beam moves relative to the lower fixed end, so the rate of change of 'x'.
Now i know that the rotating beams angular velocity is ω=2.289 rad/s and a=1077625 and b=522600 and the length of the rotating beam is 1005mm, and the fixed part is 260mm. ω=2.289 rad/s

Basically, there is a damper attached between the two points and i need to know the velocity it'll be moving at points of its rotation

Any pointers would be great, I'm baffled!

 

[Navin A S]

The rate of change of x can be determined using the equation v = ωx, where v is the velocity of the end of the rotating beam relative to the lower fixed end, ω is the angular velocity of the rotating beam, and x is the length of the beam. Therefore, we can calculate the velocity of the end of the rotating beam relative to the lower fixed end by multiplying the angular velocity (2.289 rad/s) by the length of the rotating beam (1005 mm). This gives a result of v = 2289 mm/s.