Question #237653

two wires A and B of the same material and equal lengths but of radii r and soldered coaxially the free end of B is twisted by an angle the ratio of the twist at the junction and angle phi is


Expert's answer

Angle of twist is inversely proportional to the fourth square of the radiusθ=kr4k is constantθA=krA4θB=krB4θAθB=(rBrA)4\text{Angle of twist is inversely proportional to the fourth square of the radius}\\ \theta=\dfrac{k}{r^4}\\ \text{k is constant}\\ \theta_A=\dfrac{k}{r_A^4}\\ \theta_B=\dfrac{k}{r_B^4}\\ \dfrac{\theta_A}{\theta_B}=(\dfrac{r_B}{r_A})^4


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