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Theory of structure assignments , Cheat Sheet of Theory of Structures

The centroid of a shape is its geometric center, where it balances perfectly in all directions. In structural engineering, the centroidal axis theory states that the centroidal axis of a structure bears the load without bending. This simplifies calculations by treating structures as if all forces act through their centroidal axes. It's crucial for designing beams, columns, and other structural elements. Understanding centroidal axis theory helps engineers analyze and design structures efficiently, ensuring they can withstand loads effectively while minimizing material usage and costs.

Typology: Cheat Sheet

2022/2023

Uploaded on 04/25/2024

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& University 6f Mumbai Mahatma Education Society’s Pillai College of Architecture, Navi Mumbai Bachelor of Architecture Examinations April-2023 Subject: Theory arid Design of Structures III Subject Code: BARC 304 Maximum Marks: 50 Minimum Passing Marks: 20 Date: 8/03/2023 Duration: 2 hours Notes: « ALL QUESTIONS ARE COMPULSORY. e DRAW SKETECHS WHEREVER NECESSARY. * USE APPROPRIATE COVER AND SCALE FOR THE DIAGRAMS. i Q.1) Write short note on (any three) (12m) 1) Types of beams 2) Section modillus for rectangular and circular section.(with dig). : 3) Fineness modulus of fine aggregate 4) Fineness of cement. Q2. . (30m) _ a) Atectafigular beam section 350 mm wide and 600 mm deep is simply supported over a span of 7m.it Carries a full span UDL OF 25 KN/m. Calculate the maximum bending stress induced in the section Draw the bending stress distribution diagram, b) A simply supported beam 6.5m in span is subjected to U.d.l. 3.5 KN/ta on the entire span. Calculate the maximum deflection and slopes at support by using standard formulae. (EI=2X10KN/ mi?) ¢) A wooden cantilever beam of span 6m has a cross section 160mm wide & 200mm deep. Calculate the deflection at the free end when a point load of SKN is applied at free end. [Take E=100KN/mn?] Q.3) Explain Practical applications of flexural formula. Draw the diagram for each case (8m)