Structural Mechanics-II detailed syllabus scheme for B.Tech Civil Engineering (CV), 2017 onwards has been taken from the DBATU official website and presented for the Bachelor of Technology students. For Subject Code, Course Title, Lecutres, Tutorials, Practice, Credits, and other information, do visit full semester subjects post given below.
For all other DBATU Syllabus for Civil Engineering 5th Sem 2017, do visit CV 5th Sem 2017 Onwards Scheme. The detailed syllabus scheme for structural mechanics-ii is as follows.
Structural Mechanics-II Syllabus for Civil Engineering (CV) 3rd Year 5th Sem 2017 DBATU
Teaching Scheme:
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Pre-requisite:
Solid Mechanics (CV302), Structural Mechanics I (CV402)
Module 1
Moving Loads and Influence Lines
Introduction to moving loads, concept of equivalent UDL, absolute maximum bending moment and shear force, concept of influence lines, influence lines for reaction, shear force, bending and deflection of determinate beams, influence line diagram (ILD) for forces in determinate frames and trusses, analysis for different types of moving loads, single concentrated load, several concentrated loads, uniformly distributed load shorter and longer than span, ILD for 3 hinged arches and suspension bridges, application of Muller Breslau principle for determinate structures
Module 2
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Module 3
Analysis of Indeterminate Structures by Flexibility Method
Fundamental concepts of flexibility method of analysis, flexibility coefficients and their use in formulation of compatibility equations, application of above methods to propped cantilevers, fixed beams, continuous beams, and simple pin jointed frames including effect of lack of members
Module 4
Analysis of Indeterminate Structures by Stiffness Method
Fundamental concepts of stiffness method of analysis, stiffness coefficients for prismatic members and their use for formulation of equilibrium equation, applications of the above methods to indeterminate beams and simple rigid jointed frames, rigid jointed frames with inclined member but having only one translational DoF in addition to rotational DoFs, including the effect of settlement of supports
Module 5
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Module 6
Finite Element Method
- Finite element method: Introduction, discretization, types of elements-lD, 2D, 3D, isoperimetric and axisymmetric, convergence criteria, Pascal’s triangle, direct stiffness method, principal of minimum potential energy. (No numerical)
- Shape functions: CST, LST elements by using polynomials, 1D, 2D elements by using Lagranges method, concept of local and global stiffness matrix
Text Books:
- Reddy C. S., Basic Structural Analysis, Tata McGraw Hill
- Pandit G. S. and Gupta S. P., Structural Analysis – a Matrix Approach, Tata McGraw Hill, N.Delhi, 1986
- Chandrupatla T. R., Belegundu A. D., Introduction to Finite Elements in Engineering, Prentice Hall, N. Delhi, 1996
- Thadani B. N. and Desai J. P., Structural Analysis
- Punmia B.C., Structural Analysis, Laxmi Publications
- Wang C.K., Statically Indeterminate Structures, Mc Graw Hill
- Vazirani V.N., Ratwani M.M and Duggal S.K., Analysis of Structures – Vol. II Khanna Publishers, N. Dehli, ISBN No.
- Sadhu Singh, Theory and Solved Problems in Adv. Strength of Materials, Khanna Publishers, N. Dehli, ISBN No. 978-
978-81-7409-205-6
81-7409-212-7
Reference Book:
- Norris C. H. and Wilbur J. B., Elementary Structural Analysis, Mc Graw Hill
- Beaufait, F. W., Basic Concepts of Structural Analysis, Prentice Hall, N.J.
- Kinney J. S., Indeterminate Structural Analysis, Oxford and IBH
- Krishnamurthy, C.S., Finite Element Analysis – Theory and Programing, Tata Mc Graw Hill, N. Delhi 1994
- Hibbler R. C., Structural Analysis, Pearson Publications
- Kanchi M. B., Matrix Methods of Structural Analysis, Wiley Eastern Ltd., N. Delhi
- Wang C. K., Matrix Methods of Structural Analysis, International Text-book, Scranton, Pennsylvania, 1970
- Gere J.M., Weaver W., Analysis of Framed Structures, D. Van Nostrand Company, Inc., Princeton, N. Jersey
Course Outcomes:
For the complete syllabus, results, class timetable, and many other features kindly download the iStudy App
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For detail syllabus of all other subjects of Civil Engineering (CV) 5th Sem 2017 regulation, visit CV 5th Sem Subjects syllabus for 2017 regulation.