An element in tension would be built from two pieces glued along the plane pq (see figure 1). For cut and paste purposes, the angle θ must be between 25º and 45º. The allowable stresses in the bonded section in tension and shear are 5[MPa] and 3[MPa], respectively. Using Mohr's Circle, the following is requested: (a) Determine the angle θ such that the load P supported by the bar is the maximum possible. Assume that the maximum joint strength controls the design. (b) Determine the maximum supported load Pmax if the cross-sectional area of the bar is A = 225[mm2].
An element in tension would be built from two pieces glued along the plane pq (see figure 1). For cut and paste purposes, the angle θ must be between 25º and 45º. The allowable stresses in the bonded section in tension and shear are 5[MPa] and 3[MPa], respectively. Using Mohr's Circle, the following is requested: (a) Determine the angle θ such that the load P supported by the bar is the maximum possible. Assume that the maximum joint strength controls the design. (b) Determine the maximum supported load Pmax if the cross-sectional area of the bar is A = 225[mm2].
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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An element in tension would be built from two pieces glued along the plane pq (see figure 1). For cut and paste purposes, the angle θ must be between 25º and 45º. The allowable stresses in the bonded section in tension and shear are 5[MPa] and 3[MPa], respectively. Using Mohr's Circle, the following is requested:
(a) Determine the angle θ such that the load P supported by the bar is the maximum possible. Assume that the maximum joint strength controls the design.
(b) Determine the maximum supported load Pmax if the cross-sectional area of the bar is A = 225[mm2].
Transcribed Image Text:P
Figura 1: Problema 1
P
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