swimforever
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λ=-(1/2τ)±√[(1/4∏^2)-(ω^2)]
I'm supposed to write the solutions of the differential equation for the over-damped case. The overdamped case is where ω<(1/2τ). I don't know how to write the solution.
I know that when ω=(1/2τ) we get the stuff under the square root to equal zero, but I am unsure of what happens or what the solution is when it's less than that.
I'm supposed to write the solutions of the differential equation for the over-damped case. The overdamped case is where ω<(1/2τ). I don't know how to write the solution.
I know that when ω=(1/2τ) we get the stuff under the square root to equal zero, but I am unsure of what happens or what the solution is when it's less than that.