I tried to solve this problem by using Simulink:
Here was my attempt using the state-space block in Simulink:
Unfortunately, I got this error:
please help me. this is pretty urgent!
Symbol Ks Value 9015 Suspension parameters spring stiffness coefficient damping coefficient tire stiffness coefficient Sprung mass Un-sprung mass Unit N/m Ns/m2031 N/m Kg Kg 41815 295 39 Lul ANALYTICAL SOLUTION (STATE SPACE MODEL) FOR LINEAR SUSPENSION SYSTEM dx1 dx2 dx3 Ks/ Ms Ks/ Ms Y=Cx + Du x4
Function Block Parameters: State-Space1 State Space State-space model: dx/dt Ax Bu Parameters A: [00 1 0:000 1;-31 231-77;231 1303 7 52] B: [0:0:0;41815] C: [100 0] D: Initial conditions: 0 Absolute tolerance: auto State Name: (e.g., 'position') Apply OK Cancel Help
Diagnostic Viewer asearch untitled Simulation 2 11:19:28 PM May 9, 2019 Elapsed: 1:50 min Simulation 2 11:28:48 PM May 9, 2019 Elapsed: 1 sec Parameter 'D' in block 'untitled/State-Space' is incorrect The dimensions of D matrix are not consistent with B and C matrices. The number of columns in D matrix of a state-space system must be same as the number of columns in B matrix. Also, the number of rows in D matrix must be same as the number of rows in C matrix Component: Simulink Category: Block error X Parameter 'ים în block tuntitled/State-spa cel, is incorrect The dimensions of D matrix are not consistent with B and C matrices. The number of columns in D matrix of a state-space system must be same as the number of columns in B matrix. Also, the number of rows in D matrix must be same as the number of rows in C matrix. Component: Simulink | Category: Block error
I tried to solve this problem by using Simulink: Here was my attempt using the state-space block in Simulink: Unfortunately, I got this error: please help me. this is pretty urgent! Symbol Ks Valu...
Symbol Ks Value 9015 Suspension parameters spring stiffness coefficient damping coefficient tire stiffness coefficient Sprung mass Un-sprung mass Unit N/m Ns/m2031 N/m Kg Kg 41815 295 39 Lul ANALYTICAL SOLUTION (STATE SPACE MODEL) FOR LINEAR SUSPENSION SYSTEM dx1 dx2 dx3 Ks/ Ms Ks/ Ms Y=Cx + Du x4