JNTUK B.Tech Matrix Methods of Structural Analysis (Elective-I) for R13 Batch.

JNTUK B.Tech Matrix Methods of Structural Analysis gives you detail information of Matrix Methods of Structural Analysis R13 syllabus It will be help full to understand you complete curriculum of the year.

Lecture : 3 hrs/Week : —– Internal Assessment : Marks
Tutorial : 1Hrs / Week : —– Semester End Examination : Marks
Practical : — Credits : 3

Course Learning Objectives
The objective of this course is:

• Learn the fundamental concepts of matrix structural mechanics, such as the stiffness method.
• The concepts of structural analysis learnt in mechanics of solids and structures course.
• Understanding the analysis of statically determinate and indeterminate structures such as trusses, beams, frames and plane stress problems.
• Learn the concepts of the stiffness method and apply it to a variety of structural problems involving trusses, beams, frames, and plane stress.

Course Outcomes
Upon completion of the course, the student will be able to

• Perform the structural analysis of determinate and indeterminate structures using classical compatibility methods, such as method of consistent deformations, force and equilibrium methods.
• Perform structural analysis using the stiffness method.
• Solve multiple degree of freedom two dimensional problems involving trusses, beams, frames and plane stress.

SYLLABUS

UNIT-I : Introduction of Matrix methods of analysis – Properties of Matrices, singular matrix, Rank of a Matrix and Rank deficiency- Static indeterminacy and Kinematic indeterminacy – Degree of freedom – Structure idealization- stiffness and flexibility methods – Suitability.

UNIT-II: Generation Element stiffness matrix for truss element, beam element and torsional element- Element force – displacement equations.

UNIT-III : Stiffness method for beam Elements – Element and global stiffness equation – coordinate transformation and global assembly – structure stiffness matrix equation – analysis of continuous beams.

UNIT-IV : Stiffness method for plane trusses and Grid elements – development of stiffness matrix – coordinate transformation. Examples of pin jointed trusses and simple grid problems.

• UNIT-V : Additional topics in stiffness methods – Discussion of band width – semi band width – static condensation – sub structuring –Loads between joints- Support displacements.

UNIT-VI : Space trusses and frames – Member stiffness for space truss and space frame– Transformation matrix from Local to Global – Analysis of simple trusses, beams and frames.

TEXT BOOK

• ‘Matrix Methods of Structural Analysis’ by Pundit and Gupta
• ‘Matrix Methods of Structural Analysis’by Weaver and Gere, CBS Publishers.

REFERENCES

• ‘Matrix analysis of structures’ by Robert E Sennet- Prentice Hall- Englewood cliffs-New Jercy.
• ‘Advanced structural analysis’ by Dr. P. Dayaratnam- Tata Mc Graw hill publishing company limited.

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