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6th May 2014 11:18 PM
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Re: Ch BP Govt. Engineering College B.Tech Civil Engineering 3rd Sem Structural Analysis-I Exam - Download Previous Year's Question Papers

i need the past questions and answers where can i get themPlease type your question or comment here and then click Submit.
11th March 2014 08:37 PM
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Re: Ch BP Govt. Engineering College B.Tech Civil Engineering 3rd Sem Structural Analysis-I Exam - Download Previous Year's Question Papers

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18th February 2014 01:28 PM
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Re: Ch BP Govt. Engineering College B.Tech Civil Engineering 3rd Sem Structural Analysis-I Exam - Download Previous Year's Question Papers

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30th July 2013 09:20 PM
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Re: Ch BP Govt. Engineering College B.Tech Civil Engineering 3rd Sem Structural Analysis-I Exam - Download Previous Year's Question Papers

A recttangular beam of width 100mm and depth 200mm is subjected to an axial force of 750KN And bending moment of 300KN m . Find the total stress at a point60mm above the centroid of the section
11th April 2013 01:22 AM
Rishikumar141
Re: Ch BP Govt. Engineering College B.Tech Civil Engineering 3rd Sem Structural Analysis-I Exam - Download Previous Year's Question Papers

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31st October 2012 08:19 PM
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Re: Ch BP Govt. Engineering College B.Tech Civil Engineering 3rd Sem Structural Analysis-I Exam - Download Previous Year's Question Papers

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31st October 2012 08:14 PM
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Re: Ch BP Govt. Engineering College B.Tech Civil Engineering 3rd Sem Structural Analysis-I Exam - Download Previous Year's Question Papers

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23rd September 2012 02:16 PM
neeraj_m
Ch BP Govt. Engineering College B.Tech Civil Engineering 3rd Sem Structural Analysis-I Exam - Download Previous Year's Question Papers

Ch BP Govt. Engineering College B.Tech Civil Engineering 3rd Sem Structural Analysis-I Papers are designed to test the student’s knowledge of the fundamental concepts of this subject. Topics from which questions can be asked include simple strain, Mohr’s circle and the values of Mohr’s circle when other data like principle stresses are already mentioned, the assumptions and disadvantages of a flexure formula, the various theorems which play an important role like Betti’s theorem and Castigliano’s theorems, the various assumptions for the derivation of torsion formula and so on. The number of numerical questions asked in this paper is quite considerable. Most numerical have certain portions of the data given and the student is expected to calculate other values like elongation of plates under axial force, cross sectional areas of steel bars, bending movement and shear force, the calculation of stress and strain values when others are provided, and so on.

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