ENG35 Statics Homework 2 PDF

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LustrousLead619

Uploaded by LustrousLead619

University of California, Davis

2025

[email protected]

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statics engineering distributed loads mechanics

Summary

This is a homework assignment for a statics course at the University of California, Davis. The assignment, due 07Feb2025, involves calculating resultant forces and moments, and includes multiple distributed load scenarios. A quadratic distributed load problem is also analyzed.

Full Transcript

University of California, Davis Winter 2025 page 1 ENG35: Statics HW # 2, Due: 07Feb2025, by midnight, on canvas. Problem: 1. For given distributed loads, see figures below, determine r...

University of California, Davis Winter 2025 page 1 ENG35: Statics HW # 2, Due: 07Feb2025, by midnight, on canvas. Problem: 1. For given distributed loads, see figures below, determine resultant and moments around load ends (points A and B). Assume p = 2kN/m. 2p 2p p 3p 3p A 4m B A 4m B A 10m B a) b) c) 2p 2p 2p 2p A 6m B A 8m 2mB A 2m 2m B 2p 12m 6m d) e) f) 2p 1.5p 5p 2p 2p 2p 2p 2p A 20m B A 7m B A 12m B g) h) i) 2. Develop analytic resultant and analytic moments around points A and B, for a general quadratic distributed load shown in figure below: f a b A B la l lb [email protected] revision: January 28, 2025 University of California, Davis Winter 2025 page 2 3. Using solution developed above, redo all 9 load distributions, and use those solutions to check your work in problem # 1. 4. For rigid bodies, structural systems shown in a figure below, determine reaction forces and moments, from all 9 loads defined above. For the second case, assume that left support is at an angle of 5o from vertical. Other inclined supports are at 45o from vertical. 1010 11 00 11 00 00 11 111 000 00 11 1010 00 11 01 101001 00 11 00 11 0111 00 11 00 11 000 111 00 11 000 111 00 11 00 11 01 111111111111 000000000000 000 111 000 111 0111 00 00 11 001010000000000000 11 00 11 1 0 111 000 111111111111 00 01 00 11 00 11 00 11 00 11 001 000000000000 111111111111 110 111 000 0 1 00 11 00 11 1010 0010 11 5. (extra credit) Program solution for problem # 2 above, and use it for problems # 3 and # 4. Submit solutions obtained in such a way, as well as flowchart and listing of your program. Submit your program listing, with plenty of comments, through canvas. [email protected] revision: January 28, 2025

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