Theory Of Structures II

Theory of Structures II(TOS)(TOS II) Bachelor of Engineering(BE) videos According to syllabus of Institute of Engineering(IoE), Tribhuvan University (TU)

Intermediate 5 (1 Reviews ) 14 Students enrolled
Last updated Wed, 13-Jul-2022 Nepali
What will I learn?
  • After the completion of this course, students will get complete knowledge of Theory of Structures II and can score good marks in the exam of BE.

Curriculum for this course
41 Lessons 9h 0m
Chapter 1. Introduction
32 Lessons 6h 39m
  • 1. Topics to be Covered 7 Minutes Free
  • 2. Formulation of Problems in Theory of Structure 15 Minutes Free
  • 3. Conditions and Equations, Satisfaction of Conditions, Boundary Conditions and Solutions of Equations 13 Minutes Free
  • 4. Structure Idealization, Local and Global Co-ordinate System, Static and Deformation Convention of Signs 14 Minutes Free
  • 5. External Support Reactions 15 Minutes Free
  • 6. Internal Forces, Joints and Equlibrium Equations 17 Minutes
  • 7. Indeterminacy and its Types 5 Minutes
  • 8. External Static Indeterminacy 8 Minutes
  • 9. Internal Static Indeterminacy (for Pin Jointed Structure) 16 Minutes
  • 10. Internal Static Indeterminacy (for Rigid Jointed Structure) 19 Minutes
  • 11. Kinematic Indeterminacy (for Pin-jointed Structure) 14 Minutes
  • 12. Kinematic Indeterminacy (for Rigid-jointed Structures) 22 Minutes
  • 13. Some Examples (Kinematic Indeterminacy, for Rigid-jointed Structure) 8 Minutes
  • 14. Stability Check 18 Minutes
  • 15. Numerical 1 (Stability Check) 12 Minutes
  • 16. Betti's Law 11 Minutes
  • 17. Maxwell's Reciprocal Theorem 6 Minutes
  • 18. Castigliano's theorems 5 Minutes
  • 19. Proof of Castigliano's First Theorem 8 Minutes
  • 20. Proof of Castigliano's Second Theorem 11 Minutes
  • 21. Solving Numericals using Castigliano's Theorems 9 Minutes
  • 22. Numerical 2 (Castigliano's Theorem) 20 Minutes
  • 23. Numerical 3 (Castigliano's Theorem) 8 Minutes
  • 24. Numerical 4 (Castigliano's Theorem) 9 Minutes
  • 25. Numerical 5 (Castigliano's Theorem) 8 Minutes
  • 26. Numerical 6 (Castigliano's Theorem) 24 Minutes
  • 27. Numerical 7 (Castigliano's Theorem) 17 Minutes
  • 28. Numerical 8 (Castigliano's Theorem) 16 Minutes
  • 29. Flexibility and Stiffness 8 Minutes
  • 30. Flexibility and Stiffness Matrices 8 Minutes
  • 31. Relationship between Flexibility and Stiffness matrices 7 Minutes
  • 32. Matrix Methods (Introduction to Force and Displacememnt Methods) 5 Minutes
  • 1. Topics to be Covered 5 Minutes
  • 2. Force Method (Definitions and Explanations, Specialities and Limitations) 15 Minutes
  • 3. Primary Structures 21 Minutes
  • 4. Compatibility Conditions and Flexibility Matrix Generation 13 Minutes
  • 5. Numerical 1 (Flexibility matrix generation) 19 Minutes
  • 6. Numerical 2 (Beam Analysis) 25 Minutes
  • 7. Numerical 3 (Beam Analysis, considering internal moment as redundant) 23 Minutes
  • 8. Numerical 4 (Frame Analysis, Ds=1) 27 Minutes
  • 9. Numerical 5 (Frame Analysis, Ds=2) 23 Minutes
  • Requirements
    • "Students are required to have knowledge of Theory of Structures I, Applied Mechanics and Strength of Materials, based on syllabus of IoE "

    The videos herein are strictly based on syllabus of Institute of Engineering Tribhuvan University, Nepal promoting "e-Learning in Nepal" and are made with intention to provide guidance to the "Bachelor in Engineering(BE) appearing students", for securing good results. The course tries to cover all the lessons of Theory of Structures II. This course also includes frequently asked questions with solutions. We strongly believe that, viewers will be benefited from these videos and the thirst of curiosity of viewers will be quenched! Feedbacks and suggestion to improve are always welcome and highly appreciated!

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