EM Lesson Plan - Vm
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K.S.K COLLEGE OF ENGINEERING & TECHNOLOGY DEPARTMENT OF MECHANICAL ENGINEERING LESSON PLAN Date: 11.12.2014 Name of the faculty : Mr. V. Manikandan Department : Mechanical Engineering Subject Code & Subject : GE6253- ENGINEERING MECHANICS Semester & Branch : II & Mechanical Engineering Number of periods given in syllabus : 60 Text and Reference Books: S.No. Title Author Publisher T 1 “Vector Mechanics for Engineers (In SI Units): Beer, F.P and Johnston Jr. E.R. 8th Edition, Tata McGraw-Hill Publishing T 2 “Engineering Mechanics” Vela Murali Oxford University Press (2010) R 1 “Engineering Mechanics Statics and Dynamics” Rajasekaran S and Sankarasubrama 3 rd Edition, Vikas Publishing House Pvt. Ltd., R 2 “Engineering Mechanics” Bhavikatti, S.S and Rajashekarappa New Age International (P) Limited R 3 “Engineering Mechanics” Kumar, K.L. 3rd Revised Edition, Tata McGraw-Hill Lectur e No. Uni t No. Topics to be taught Page No.(s) of Text or Reference Book BASICS AND STATICS OF PARTICLES 1. I Introduction – Units and Dimensions T2 Pg 1-4,8-11 2. Laws of Mechanics – Lami’s theorem T2 Pg 12 3. Parallelogram and triangular Law of forces T2 Pg 3-8 4. Vectorial representation of forces & problems T2 Pg 16 5. Vector operations of forces -additions, T2 Pg 14,19 Page 1 of 4
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K.S.K COLLEGE OF ENGINEERING & TECHNOLOGY
DEPARTMENT OF MECHANICAL ENGINEERINGLESSON PLAN
Date: 11.12.2014 Name of the faculty
: Mr. V. ManikandanDepartment
: Mechanical Engineering Subject Code & Subject
: GE6253- ENGINEERING MECHANICSSemester & Branch
: II & Mechanical EngineeringNumber of periods given in syllabus : 60Text and Reference Books:S.No.TitleAuthorPublisher
T1Vector Mechanics for Engineers (In SI Units): Statics and
DynamicsBeer, F.P and Johnston Jr. E.R.8th Edition, Tata McGraw-Hill Publishing company, New Delhi
T2Engineering MechanicsVela MuraliOxford University Press (2010)
R1Engineering Mechanics Statics and DynamicsRajasekaran S and Sankarasubramanian G3rd Edition, Vikas Publishing House Pvt. Ltd., (2005).
R2Engineering MechanicsBhavikatti, S.S and Rajashekarappa, K.G.New Age International (P) Limited Publishers, (1998).
R3Engineering MechanicsKumar, K.L.3rd Revised Edition, Tata McGraw-Hill Publishing
Lecture No.Unit No.Topics to be taughtPage No.(s) of Text or Reference Book
BASICS AND STATICS OF PARTICLES
1. IIntroduction Units and Dimensions T2 Pg 1-4,8-11
2. Laws of Mechanics Lamis theorem T2 Pg 12
3. Parallelogram and triangular Law of forcesT2 Pg 3-8
4. Vectorial representation of forces & problemsT2 Pg 16
5. Vector operations of forces -additions, subtraction, dot product, cross product & problemsT2 Pg 14,19
6. Tutorial-1
7. Coplanar Forces & problemsT2 Pg 25-26
8. Rectangular components.T2 Pg 25
9. IEquilibrium of a particle & problemsT2 Pg 49-51
10. Forces in space T2 Pg 85-107
11. Tutorial-2
12. Equilibrium of a particle in space & problemsT2 Pg 85-107
13. Equivalent systems of forces, Principle of transmissibilityT2 Pg 107
14. Tutorial-3
EQUILIBRIUM OF RIGID BODIES
15. IIFree body diagram, Types of supportsT2 Pg 119
16. Action and reaction forces, stable equilibrium & problemsT2 Pg 122
17. Moments and Couples ,Moment of a force about a point and about an axisT2 Pg 123-124
18. Vectorial representation of moments and couples & problemsT2 Pg 129-131
19. Tutorial-4
20. Scalar components of a moment & problemsT2 Pg 131
21. Varignons theoremT2 Pg 151
22. Single equivalent force & problemsT2 Pg 151
23. Tutorial-5
24. Equilibrium of Rigid bodies in two dimensionsT2 Pg 151-175
25. Equilibrium of Rigid bodies in three dimensionsT2 Pg 176-185
26. Tutorial-6
PROPERTIES OF SURFACES AND SOLIDS
27. IIICentroids and center of massT2 Pg 186-187
28. Centroids of lines and areas & problemsT2 Pg 186-187
29. Rectangular, circular, triangular
areas by integrationT2 Pg 187-196
30. Tutorial-7
31. T section, I section & problemsT2 Pg 187-196
32. Angle section, Hollow section by using standard formulaT2 Pg 187-196
33. Parallel axis theorem and perpendicular axis theoremT2 Pg 213-217
34. Principal moments of inertia of plane areasT2 Pg 244-249
35. IIITherom of pappus,R3 Pg 261,
T2 Pg 203-207
36. Rectangular, circular, triangular
areas by integrationT2 Pg 203-207
37. T section, I section & problemsT2 Pg 203-207
38. Angle section, Hollow section by using standard formulaT2 Pg 203-207
39. Tutorial-8
40. Principal axes of inertia-Mass moment of inertiaT2 Pg 250-252
41. mass moment of inertia for prismatic, cylindrical and spherical solids from first principleT2 Pg 259-278
42. Relation to area moments of inertia & problemsT2 Pg 259-278
43. Tutorial-9
DYNAMICS OF PARTICLES
44. IVDisplacements & problemsT2 Pg 270-279
45. 38.Velocity and acceleration their relationship T2 Pg 270-279
46. 39.Relative motion & problemsT2 Pg 280-299
47. Tutorial-10
48. 40.Curvilinear motion & problemsT2 Pg 307-315
49. 41.Newtons laws of motion T2 Pg 316-318
50. 42.Work Energy Equation & problemsT2 Pg 334-341
51. Tutorial-11
52. Work Energy Equation & problemsT2 Pg 334-341
53. 43.Impulse and Momentum & problemsT2 Pg 351-352
54. 44.Impact of elastic bodies & problemsT2 Pg 361-370
55. 45.Tutorial-12
FRICTION AND ELEMENTS OF RIGID BODY DYNAMICS
56. 38.VFriction force Laws of sliding frictionT2 Pg 382-385
57. 39.Equilibrium analysis of simple systems with sliding friction T2 Pg 385-386
58. 40.Equilibrium analysis of simple systems with wedge frictionT2 Pg 387-422
59. Tutorial-13
60. 41.Rolling resistance T2 Pg 387-422
61. 42.VTranslation and Rotation of Rigid Bodies T2 Pg 467, R3 459-466
62. 43.Velocity and acceleration R3 459-466
63. Tutorial-14
64. 44.General Plane motion of simple rigid body cylinder, disc/wheel and sphere.T2 Pg 479
65. 45.General Plane motion of simple rigid body disc/wheel T2 Pg 467
66. General Plane motion of simple rigid body sphere.T2 Pg 467
67. Tutorial-15
Signature of the faculty member with date Signature of the HOD with date
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