The solid rays can be made of Aluminum or carbon fiber material. Each ray has a...
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The solid rays can be made of Aluminum or carbon fiber material. Each ray has a of length L = 200 mm and diameter of d = 3 mm. Assume that the fin membrane exerts a load on the ray as shown in below in Figure 3. The load consists of a distributed force of uniform intensity f= 5 N/m and a distributed moment that is linear decreasing from a max value of Imax = 0.15 N at the tip of the ray (x = L) to zero at the base (x = 0). x = L Imax f x=0 determine equivalent concentrated loads and reaction loads. Construct normal and 2-D shear force, torque, and 2-D bending moment diagrams The solid rays can be made of Aluminum or carbon fiber material. Each ray has a of length L = 200 mm and diameter of d = 3 mm. Assume that the fin membrane exerts a load on the ray as shown in below in Figure 3. The load consists of a distributed force of uniform intensity f= 5 N/m and a distributed moment that is linear decreasing from a max value of Imax = 0.15 N at the tip of the ray (x = L) to zero at the base (x = 0). x = L Imax f x=0 determine equivalent concentrated loads and reaction loads. Construct normal and 2-D shear force, torque, and 2-D bending moment diagrams
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The problem is to determine the equivalent concentrated loads and reaction loads and to construct normal and 2D shear force torque and 2D bending mome... View the full answer
Related Book For
Fundamentals Of Heat And Mass Transfer
ISBN: 9780470501979
7th Edition
Authors: Theodore L. Bergman, Adrienne S. Lavine, Frank P. Incropera, David P. DeWitt
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