4 1 4 m A spring system with 3 objects and 4 springs has the coefficient matrix A. Similar to the vibrational systems we
Posted: Tue Apr 26, 2022 5:38 pm
please solve it on matlab
4 1 4 m A spring system with 3 objects and 4 springs has the coefficient matrix A. Similar to the vibrational systems we have seen in our lectures. Observe the following code and the results therein. A = 3x3 A = [3 4 1; 4 3 2; 1 2 3] 3 3 2 [V, E] = eig(A) 1 2 3 E = 3x3 0.6573 -0.7285 0. 1932 -0.8963 w NP 0.4203 0.1416 0.6255 0.6703 0.3993 V = 3x3 -1.1394 e @ 2.2151 7.9243 Which one of the following is the vibrational mode attached to the eigenvalue 7.9243?
4 1 4 m A spring system with 3 objects and 4 springs has the coefficient matrix A. Similar to the vibrational systems we have seen in our lectures. Observe the following code and the results therein. A = 3x3 A = [3 4 1; 4 3 2; 1 2 3] 3 3 2 [V, E] = eig(A) 1 2 3 E = 3x3 0.6573 -0.7285 0. 1932 -0.8963 w NP 0.4203 0.1416 0.6255 0.6703 0.3993 V = 3x3 -1.1394 e @ 2.2151 7.9243 Which one of the following is the vibrational mode attached to the eigenvalue 7.9243?