- Tension The Mass Spring System Can Be Modelled By The Following Ivp Weight Mx T Mg Kx T X 0 0 X 1 (59.95 KiB) Viewed 18 times
Tension ==== -(!!!!!) The mass-spring system can be modelled by the following IVP: Weight mx"(t) =mg-kx (t) x (0) =0, x'
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Tension ==== -(!!!!!) The mass-spring system can be modelled by the following IVP: Weight mx"(t) =mg-kx (t) x (0) =0, x'
Tension ==== -(!!!!!) The mass-spring system can be modelled by the following IVP: Weight mx"(t) =mg-kx (t) x (0) =0, x'(0) = 0, where & ER, m=2.0 and g -9.8. Use the midpoint method with a step size of h=0.5 to find an approximation for x (t) at t= 1. Suppose it was found during experimentation that after one unit of time the spring had an extension of one unit of length, that is x (1) = 1. Use your estimation of x (1) obtained from the midpoint method to find an estimation of the spring constant kE R. Write your answer to three decimal places.