mechanical vibrations of semidefinite and definite systems,(holzer method and strodola method)Full description
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The best way to escape from a problem is to solve it.This ebook helps in your day to day problem solving by using very simple problem solving techniques.
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*Solving following problem by Holzer method in MATLAB.
Code for program:
m1=input('Enter m1=input('Enter value of mass 1='); 1='); m2=input('Enter m2=input('Enter value of mass 2='); 2='); k1=input('Enter k1=input('Enter value of stiffness 1='); 1='); k2=input('Enter k2=input('Enter value of stiffness 2='); 2='); k3=input('Enter k3=input('Enter value of stiffness 3='); 3='); for i=1:3501 for i=1:3501 w(i)=0.02*(i-1); x1(i)=1; x2(i)=(x1(i)-((w(i)^2*m1*x1(i))/k2)); x3(i)=(x2(i)-(w(i)^2*(m1*x1(i)+m2*x2(i))/k3)); end plot(w,x3); line([0 0], yL); %x-axis line(xL, [0 0]); %y-axis axis([0,80,-10,10]); % set limit xlabel('w' xlabel('w'); ); ylabel('x' ylabel('x'); );
