📄 sdofxfer.m
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echo off
% sdofxfer.m plotting frequency responses of sdof model for different
% damping values. Calculates and plots magnitude and phase for a single
% degree of freedom system over a range of damping values.
clf;
clear all;
% assign values for mass, percentage of critical damping, and stiffnesses
% zeta is a vector of damping values from 10% to 100% in steps of 10%
m = 1;
zeta = 0.1:0.1:1; % 0.1 = 10% of critical
k = 1;
wn = sqrt(k/m);
% Define a vector of frequencies to use, radians/sec. The logspace command uses
% the log10 value as limits, i.e. -1 is 10^-1 = 0.1 rad/sec, and 1 is
% 10^1 = 10 rad/sec. The 400 defines 400 frequency points.
w = logspace(-1,1,400);
% pre-calculate the radians to degree conversion
rad2deg = 180/pi;
% define s as the imaginary operator times the radian frequency vector
s = j*w;
% define a for loop to cycle through all the damping values for calculating magnitude and phase
for cnt = 1:length(zeta)
% define the frequency response to be evaluated
xfer(cnt,:) = (1/m) ./ (s.^2 + 2*zeta(cnt)*wn*s + wn^2);
% calculate the magnitude and phase of each frequency response
mag(cnt,:) = abs(xfer(cnt,:));
phs(cnt,:) = angle(xfer(cnt,:))*rad2deg;
end
% define a for loop to cycle through all the damping values for plotting magnitude
for cnt = 1:length(zeta)
loglog(w,mag(cnt,:),'k-')
title('SDOF frequency response magnitudes for zeta = 0.1 to 1.0 in steps of 0.1')
xlabel('frequency, rad/sec')
ylabel('magnitude')
grid
hold on
end
hold off
grid on
disp('execution paused to display figure, "enter" to continue'); pause
% define a for loop to cycle through all the damping values for plotting phase
for cnt = 1:length(zeta)
semilogx(w,phs(cnt,:),'k-')
title('SDOF frequency response phases for zeta = 0.1 to 1.0 in steps of 0.1')
xlabel('frequency, rad/sec')
ylabel('phase')
grid
hold on
end
hold off
grid on
disp('execution paused to display figure, "enter" to continue'); pause
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