differential of force oscillation and its solution
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Write force equation and differential equation of motion in forced oscillation - example. ... mdt2d2x+bdtdx+kx=F0cosωt⟹dt2d2x+2βdtdx+ω02x=AcosωtThe expected solution is of form x=Dcos(ωt−δ)Put this is in above equation gives,tanδ=ω02−ω22βωFor resonant oscillation, ω0=ω⟹δ=π/2 which is the phase difference between x and F.
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