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Using the method of members (analysis of frames), calculate the resultant pin reactions at A, B and D in the frame shown below. Neglect the weight of the members. Point A and D are pinned supports.

Using the method of members (analysis of frames), calculate the resultant pin reactions at A, B and D in the frame shown below. Neglect the weight of the members. Point A and D are pinned supports.

Elements Of Electromagnetics
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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Using the method of members (analysis of frames), calculate the resultant pin reactions at A, B and D in the frame shown below. Neglect the weight of the members. Point A and D are pinned supports.
The image shows a diagram of a static structure with multiple members and forces acting on it. Here's a detailed explanation: - **Support Points:** - Point A and Point D are shown as fixed supports on the horizontal surface. - Point C appears to be a point of intersection on a vertical member, above Point D. - **Members:** - Member AB: A slanted member extending from Point A to Point B. - Member BC: A vertical member extending from Point B to Point C. - The horizontal distance between Point A and Point D is labeled as 6 feet. - **Dimensions:** - The horizontal distance between Point A and Point B is 3 feet. - The horizontal distance between Point B and Point D is also 3 feet. - The vertical height from Point D to Point C is 6 feet. - The horizontal distance from Point B to Point C is 2 feet. - **Forces:** - A downward force of 400 lb is applied at Point B. - A horizontal force of 600 lb is applied to the right at Point C. This diagram can be used to analyze the forces in a static structure and determine unknown forces or moments at the supports and joints.
Transcribed Image Text:The image shows a diagram of a static structure with multiple members and forces acting on it. Here's a detailed explanation: - **Support Points:** - Point A and Point D are shown as fixed supports on the horizontal surface. - Point C appears to be a point of intersection on a vertical member, above Point D. - **Members:** - Member AB: A slanted member extending from Point A to Point B. - Member BC: A vertical member extending from Point B to Point C. - The horizontal distance between Point A and Point D is labeled as 6 feet. - **Dimensions:** - The horizontal distance between Point A and Point B is 3 feet. - The horizontal distance between Point B and Point D is also 3 feet. - The vertical height from Point D to Point C is 6 feet. - The horizontal distance from Point B to Point C is 2 feet. - **Forces:** - A downward force of 400 lb is applied at Point B. - A horizontal force of 600 lb is applied to the right at Point C. This diagram can be used to analyze the forces in a static structure and determine unknown forces or moments at the supports and joints.
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