a. Is the beam statically indeterminate? If yes, why? b. Draw the primary and redundant beam. Hint: use the roller at B as redundant. c. Determine the compatibility equation. The roller at B does not settle. d. Determine the reaction at the roller at B using the force method. A is a pin and C is a roller. El is constant.

The compound shaft as shown is attached to rigid supports. It is subjected to concentrated torque at the junction. The length of the steel segment is 1m. a. Determine the ratio of the length of the steel segment to that of the bronze such that the materials willI be stressed to their limits. b. Determine the torsional reaction, in N-m, at the right supports if the applied torque at the junction is maximized. C. determine the angle of the twist, in ° degrees, at the junction.

solve the following problem with the correct answer please, please make sure to show all work so I can understand..

Both ends of the steel shaft are attached to rigid supports. Find the distance a where the torque T must be applied so that the reactive torques at A and B are equal. L L 2 2 0.75d A В T a -

Please solve the following problem with step by step solutions

Please make it simple and solve it fast with FBD. Urgent

Castigliano's theorem Continuous frame ABC has a pin at A, a guided bracket at C, and a rigid corner connection at B (see figure). The elements AB and BC have a bending stiffness El. Determine the magnitudes of the bending moment Mc and the reaction Hc. (Note: ignore axial strains in members AB and BC and consider only the effects of bending.) Mc -8 m- Hc B 4 m 16 kN. 4 m A

1. (A rigid rod AB is attached to a hinge at A and to a spring with stiffness Eat D. The critical buckling load P., is: (C) 3kh (D) Rh (A) kh (B) kh B D 3h

ONLY (c).

Determine the reactions at the pin at A and the rollers at B and C. EI is constant.