from
Structural Vibration Control System
by M.Mohsin Siraj
Simulation of structural vibration control system using semi actively controlled MR Dampers.
|
| paramters.m |
clear all, clc, close all
% Load Elcentro Earthquake Signals
load t % time vector
load g % Ground acceleration in m/s2
% Tend = t(2000)
% Building Parameters interms of mass, stiffness and damping
m = 100; % Model mass
k = m*(1*2*pi)^2; % stiffness
w = sqrt(k/m);
zetta = 0.01; % damping factor
c = (2*m*w)*zetta; % amount of damping
A = [0 1;-k/m -c/m];
B = [0;-1] ;
C = [1 0;0 1;-k/m -c/m];
D = [0;0;0];
B2 = [0;-1/m];
D2 = [0;0;-1/m];
% MR damper Model
% F = Ke*x + Ce*x. + Fmr*sgn (x.)
%where x = displacement
% x.= velocity
%sgn = signum function
Ke = 0.527e-02;
Ce = 1300;
% H=(1000*I)/0.002;
% FMR=(0.003*(H^1.25))*sign(z2)
% where I is the output of the current driver
% Controllers Parameters
p = [0 1;1 1]; %Arbitrary value
b = [0;-1];
vmax = 5;
|
|
Contact us at files@mathworks.com