1.

The radial stress component σr due to inclined line load of intensity Q per unit length is given by ___________

A. \(σ_r=\frac{2Q}{r}(\frac{cosβcosθ}{2α+sin2α})\)
B. \(σ_r=\frac{2Q}{r} (\frac{cosβcosθ}{2α+sin2α}+\frac{sinβsinθ}{2α-sin2α})\)
C. \(σ_r=\frac{Q}{r} (\frac{cosβcosθ}{2α+sin2α}+\frac{sinβsinθ}{2α-sin2α})\)
D. \(σ_r=\frac{2Q}{r}(\frac{sinβsinθ}{2α-sin2α})\)
Answer» C. \(σ_r=\frac{Q}{r} (\frac{cosβcosθ}{2α+sin2α}+\frac{sinβsinθ}{2α-sin2α})\)


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