2008F_Test2

# 2008F_Test2 - Problem 2. Determine the internal shear force...

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EM 306 – Statics TEST 2 Fall 2008 - Landis Name ___________________________________ EID ___________________________________ Unique Number ___________________________ Instructions: Correctly drawn and labeled free body diagrams are required for all problems (unless you use the differential equation method for the beam problem). Show all of your work. Place a box around your final answers and include units. Problem 1. Determine the forces carried by members AB , AI , BC , BI, BJ , IJ, and JC . Indicate whether each of these members is in tension or compression with a (t) or (c) respectively. (20 points)

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Unformatted text preview: Problem 2. Determine the internal shear force and bending moment distributions V(x) and M(x) for the compound beam. Each beam has length L /2 and they are joined together by a frictionless pin. If the x-coordinate has its origin at the simple support the equation for the distributed load is q ( x ) = q x / L . (20 points) EM 306 – Statics TEST 2 Fall 2008 - Landis Problem 3 . Determine the vertical and horizontal components of force at pins A , B , and E . The suspended cylinder has a weight of 80 lb. The support at A is identical to a roller support. (20 points)...
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## This note was uploaded on 01/25/2009 for the course EM 306 taught by Professor Rodin during the Fall '07 term at University of Texas.

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2008F_Test2 - Problem 2. Determine the internal shear force...

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