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1. |
For a triangular and uniformly distributed semi-infinite loads, the shear stress τxz in the plane xz is ___________ |
A. | \(τ_{xz}=-\frac{qz}{aπ} α \) |
B. | \(τ_{xz}=-\frac{q}{π} α\) |
C. | \(τ_{xz}=-\frac{q}{π} \left[\frac{az}{a^2+z^2}\right]\) |
D. | \(τ_{xz}=-\frac{q}{π} z\) |
Answer» B. \(τ_{xz}=-\frac{q}{π} α\) | |