Semi_active damper and equation of motion
Posted: 18 Jul 2023, 03:25
I would like to know if there is a project ongoing to incorporate Semi_active Dampers in the software.
My second question:
For the modeling of the 2D frames under seismic loading, you integrate the equation of motion. I saw the results and checked the velocity and acceleration of the nodes of my frames. The software shows me the acceleration values, but in accordance with the theory the equation of motion only incorporates Mddx+Cdx+f(x) = f_ext(t). The software includes an equation of motion for the rotational degree of freedom. If the answer is yes, what is the literature used for it? because I did not get any detail about how the equation of motion is established.
ddx: acceleration vector
dx: velocity vector.
x: displacement vector.
M: Mass matrix
C: Damping matrix
My second question:
For the modeling of the 2D frames under seismic loading, you integrate the equation of motion. I saw the results and checked the velocity and acceleration of the nodes of my frames. The software shows me the acceleration values, but in accordance with the theory the equation of motion only incorporates Mddx+Cdx+f(x) = f_ext(t). The software includes an equation of motion for the rotational degree of freedom. If the answer is yes, what is the literature used for it? because I did not get any detail about how the equation of motion is established.
ddx: acceleration vector
dx: velocity vector.
x: displacement vector.
M: Mass matrix
C: Damping matrix