The boundary value problem Ty"+ ρ(ω^2)y' = 0 , y(0) = 0, y(L) = 0 is the model of the shape
Of a rotating string. Suppose T and ρ are constants. Find the critical angular speed ω = ωn for
which there is non-trivial solutions.
Of a rotating string. Suppose T and ρ are constants. Find the critical angular speed ω = ωn for
which there is non-trivial solutions.
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1 answer
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