a) Write the equations for this system in state space form. Use
x and v as state variables. Output is x.
b) Find the equalibrium point of the system when f(t)
= 0.
c) Write the linearized equations about the equlibrium
point found in b).
f(t) E g B fa (x) m=100kg, k = 5.0kN/m, a=10.0/m, B=0.50kN / m/s, g=10m/s2 fx (x)= k·x:(1+a-x)
f(t) E g B fa (x) m=100kg, k = 5.0kN/m, a=10.0/m, B=0.50kN / m/s, g=10m/s2 fx (x)= k·x:(1+a-x)
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f(t) E g B fa (x) m=100kg, k = 5.0kN/m, a=10.0/m, B=0.50kN / m/s, g=10m/s2 fx (x)= k·x:(1+a-x)
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