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Last Updated: October 18, 2026
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using ode45 to solve motion equation of a A second order linear differential equation describing the motion of a simple This video was made to serve as an assignment submission for Lab 5 for ME-300. A 2nd order differential equation (d^2 θ)/(dt^2 )+b/m dθ/dt+g/L sinθ=0 is solved in Following initial conditions were used : Length =1 meter, mass=1 kg, Damping=0.5. acceleration due to Gravity=9.81 m/s^2.
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