Applied Mechanics

What will I learn?

"After Completion of this Course, Students will get basics of Applied Mechanics based on syllabus of IoE and will be able to secure good score in IoE exam."

Curriculum for this course

0 Lessons 0

Chapter 1. Introduction

5 Lessons 32m

1. Definition and Concept 5 Minutes _Free

2. Concept of Rigid and Deformed bodies 5 Minutes _Free

3. Fundamental Concept of Mechanics 3 Minutes

4. Fundamental Principles of Mechanics 10 Minutes

5. Sample Questions from Chapter 1 6 Minutes

Chapter 2. Basic Concept in Statics and Static Equlibrium

6 Lessons 53m

1. Concept of Particle and Rigid Body 10 Minutes

2. Physical Meaning of equilibrium and wquations of equilibrium 6 Minutes

3. Numerical Type 1 8 Minutes

4. Numerical Type 2 7 Minutes

5. Numerical Type 3 4 Minutes

6. Numerical Type 4 16 Minutes

Chapter 3. Forces acting on particle and rigid body

11 Lessons 1h 25m

1. Different types of forces 11 Minutes

2. Composition and Resolution of forces 6 Minutes

3. Numerical on Resolution and Composition 12 Minutes

4. Principle of transmissibility and equivalent force 8 Minutes

5. Moment of a force about a point 7 Minutes

6. Principle of moments and Varignon's theorem 8 Minutes

7. Couple 5 Minutes

8. Numerical on resolution of force into force and couple 3 Minutes

9. Couple as a free vector 9 Minutes

10. Wrench 5 Minutes

11. Numerical on wrench 5 Minutes

Chapter 4. Center of Gravity, Centroid and Moment of Inertia

11 Lessons 1h 31m

1. Concept of Center of gravity and centroid 5 Minutes

2. Centroid of Line, Area and Volume 6 Minutes

3. Centroid of some common geometrical figures 5 Minutes

4. Numerical on centroid Type 1 10 Minutes

5. Numerical on centroid Type 2 11 Minutes

6. Moment of Inertia 6 Minutes

7. MOI of some common geometric figures 4 Minutes

8. Parallel Axis Theorem_1 8 Minutes

9. Numerical on MOI 1 12 Minutes

10. Numerical on MOI 2 7 Minutes

11. Numerical on MOI 3 12 Minutes

Chapter 5. Friction

8 Lessons 41m

1. Introduction 2 Minutes

2. Laws of Dry Friction 9 Minutes

3. Angle of Friction 4 Minutes

4. Angle of Repose 2 Minutes

5. High Tension Friction Grip bolts 2 Minutes

6. Some theory questions 5 Minutes

7. Numerical 1 6 Minutes

8. Numerical 2 7 Minutes

Chapter 6. Analysis of beam and frame

29 Lessons 15h 25m

1. Introduction to discrete and continuum structure 8 Minutes

2. concept of load estimating and support idealization 8 Minutes

3. Classification of beams and frames 7 Minutes

4. Determinacy and Indeterminacy 8 Minutes

5. Calculation of Axial Force, Shear Force and Bending Moment 6 Minutes

6. Relation between load, shear and BM 8 Minutes

7. Problem on beam 1 25 Minutes

8. Numerical on Beam 2 24 Minutes

9. Problem on beam 3 38 Minutes

10. Problem on beam 4 30 Minutes

11. Problem on beam 5 35 Minutes

12. Problem on beam 6 37 Minutes

13. Problem on beam 7 38 Minutes

14. Problem on beam 8 31 Minutes

15. Problem on beam 9 41 Minutes

16. Problem on beam 10 28 Minutes

17. Numerical on Frame 1 42 Minutes

18. Numerical on Frame 2 32 Minutes

19. Numerical on Frame 3 41 Minutes

20. Numerical on Frame 4 49 Minutes

21. Numerical on Frame 5 43 Minutes

22. Numerical on Frame 6 38 Minutes

23. Numerical on Frame 7 40 Minutes

24. Numerical on Frame 8 38 Minutes

25. Numerical on Frame 9 40 Minutes

26. Numerical on Frame 10 37 Minutes

27. Numerical on Frame 11 48 Minutes

28. Numerical on Frame 12 44 Minutes

29. Numerical on Frame 13 47 Minutes

Chapter 7. Analysis of Plane Truss

6 Lessons 1h 31m

1. Uses of truss 6 Minutes

2. Determinacy and Indeterminacy of truss 4 Minutes

3. Method of joint 18 Minutes

4. Truss Joint Method 23 Minutes

5. Method of sections 15 Minutes

6. Truss Section Method 22 Minutes

Chapter 8. Kinematics of Particle and Rigid body

13 Lessons 1h 55m

1. Introduction to kinematics 4 Minutes

2. Introduction to rectilinear motion 3 Minutes

3. Determination of motion of particles 4 Minutes

4. numerical-1 on determination of motion of particles 5 Minutes

5. numerical-2 on determination of motion of particle 8 Minutes

6. Types of rectilinear motion 4 Minutes

7. Relative motion and vertical motion 6 Minutes

8. Numerical on Vertical motion 20 Minutes

8. Numerical on Vertical motion_1 20 Minutes

9. Dependent motion 8 Minutes

10. Curvilinear motion 6 Minutes

11. Numerical on Curvilinear motion 12 Minutes

12. Projectile and its derivative 8 Minutes

Chapter 9. Kinetics of particle and rigid body-Force and Acceleration

8 Lessons 1h 6m

1. Introduction to kinetics 4 Minutes

2. Linear momentum, Angular momentum and Impule momentum principle 11 Minutes

3. Numerical on linear momentum and angular momentum 11 Minutes

4. Dynamic Equilibrium 3 Minutes

5. Equation of motion-Rectilinear and Curvilinear 8 Minutes

6. Numerical on equation of motion 1 13 Minutes

7. Numerical 2 5 Minutes

8. Numerical 3 7 Minutes

Question Bank

36 Lessons 8h 22m

1. 2078 baisakh

1. Question No.1 4 Minutes
2. Question No.2 14 Minutes
3. Question No.3 17 Minutes
4. Question No.4 15 Minutes
5. Question No.5 41 Minutes
6. Quesdtion No.6 16 Minutes
7. Question No.7 7 Minutes
8. Question No.8 8 Minutes
9. Question No.9 16 Minutes

2. 2077-Chaitra

1. Question No.1 3 Minutes
2. Question No.2 15 Minutes
3. Question No.3 14 Minutes
4. Question No.4 15 Minutes
6. Question No.6 19 Minutes
7. Question No.7 9 Minutes
8. Question No.8 12 Minutes
9. Question No.9 14 Minutes

3. 2076 chaitra

1. Question No.1 4 Minutes
2. Question No.2 14 Minutes
3. Question No.3 12 Minutes
4. Question No.4 41 Minutes
5. Question No.5 16 Minutes
6. Question No.6 12 Minutes
7. Question. No.7 5 Minutes
8. Question No.8 6 Minutes
9. Question No.9 17 Minutes

4. 2075 chaitra

1. Question No.1 1 Minutes
2. Question No.2 10 Minutes
3. Question No.3 11 Minutes
4. Question No.4 6 Minutes
5. Question No.5 5 Minutes
6. Question no.6 7 Minutes
7. Question No.7 18 Minutes
8. Question No.8 37 Minutes
9. Question no.9 10 Minutes
10. Question No.10 11 Minutes

Requirements

"Students are required to have knowledge of Applied Mechanics based on syllabus of IoE "

Description

The videos herein are strictly based on syllabus of Institute of Engineering Tribhuwan 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 basics of Beam, Frame, Centroid, Moment of Inertia and Truss( by Section Method and Joint Method), with most frequently asked questions in final exam of BE along with fundamental theories and numerical 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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