use taylor expansion please to linearize
3 Given the equations of state: dxi/dt -sec(xi +r2) 2, dx2/dt -u + y here y is the output of a sy...
3 Given the equations of state: dxi/dt -sec(xi +r2) 2, dx2/dt -u + y here y is the output of a system and we consider a XI +π/4, state-space vector, x: Identify locations of stability for this system, where dx/dt = 0. Since we are dealing with trigonometric functions there will be multiple stability points, but notice that your choice should not affect the following sections of this problem Linearize to determine A such that x = Ax A B...
Problem 1: Given the transfer function from input u(t) to output y(t), Y (s) U(s) = s 2 − 4s + 3 (s 2 + 6s + 8)(s 2 + 25) (a) Develop a state space model for this transfer function, in the standard form x˙ = Ax + Bu y = Cx + Du (b) Suppose that zero input is applied, such that u = 0. Perform a modal analysis of the state response for this open-loop system. Your...
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 We...