Write code to determine engineering constants for a single ply
in the laminate coordinate system for a ply for which engineering
constants are known and measured through ASTM testing. Assume that
these engineering constants are measured for a particular material:
E11, E22, E33, v12, v13, v23, G12, G13, G23. (these are the inputs
to the code). The second input to the code is the lamina angle
relative to the laminate coordinate system.
Run the following example (for a unidirectional lamina): E11=20Msi,
E22=1 Msi, v12=0.34, v23=0.4, G12=0.8 Msi, G23=0.5 Msi. Determine
effective engineering constants in the laminate coordinate system
for when the ply angle of the single lamina is 0-deg, 30-deg,
45-deg, 60-deg, 75-deg, and 90-deg. Make observations about your
findings for each of the cases. Can you explain why using this code
could be beneficial?
***/ Matlab program for plotting the Campbell diagram (Non dimensional) considering Gyroscopic effect for the rotational motions of a rotor with four degrees of freedom in which translational and rotational motions are uncoupled /***
for omega1 = 0:0.1:3;
for d = 0:0.5:2;
w1 = ((d)*(omega1)) + sqrt((((d^2)*((omega1)^2))/4) + 1);
w2 = ((d)*(omega1)) - sqrt((((d^2)*((omega1)^2))/4) + 1);
w3 = 0;
plot(omega1,w1,'*');
hold on;
plot(omega1,w2,'+');
hold on;
plot(omega1,w3,'.');
hold on;
xlabel('omega*');
ylabel('w*');
title('Campbell Diagram');
end
end
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