Rashtrasant Tukadoji Maharaj Nagpur University, Maharashtra, Computer Engineering Semester 2, Engineering Mechanics Syllabus

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Unit - 1 Important Vector Quantities

Unit 1

Important Vector Quantities

1.1 Positionvector

1.2 Moment of a force about a point about an axis

1.3 Couples

1.59 F3 2548.33

1.4 Equivalent force systems Resultant of a 2 dimensional distributed loads and threedimensional general force system Wrench

Unit 1

Important Vector Quantities

1.1 Positionvector

1.2 Moment of a force about a point about an axis

1.3 Couples

1.59 F3 2548.33

1.4 Equivalent force systems Resultant of a 2 dimensional distributed loads and threedimensional general force system Wrench

Unit - 2 Equations Of Equilibrium

Unit 2

Equations of Equilibrium

2.1 Free body diagrams

2.2 Equations of equilibrium

2.3 Coplanar concurrent and Nonconcurrent systems

2.4 General spatial force system

2.5 Analysis of simple pin jointed frames by method of joints method of sections

2.6 Friction forces Law of Coulomb friction

2.7 Problems involving dry friction

2.8 Simple applications like wedges and band brakes

Unit 2

Equations of Equilibrium

2.1 Free body diagrams

2.2 Equations of equilibrium

2.3 Coplanar concurrent and Nonconcurrent systems

2.4 General spatial force system

2.5 Analysis of simple pin jointed frames by method of joints method of sections

2.6 Friction forces Law of Coulomb friction

2.7 Problems involving dry friction

2.8 Simple applications like wedges and band brakes

Unit - 3 Centriods And Moments Of Inertia

Unit 3

Centroids and Moments of Inertia

3.1 Second Moment and products of inertia of plane areas

3.2 Moment of inertia of masses

3.3 Transfer theorems for moment of inertia and Product of inertia

3.4 Polar moment of inertia

3.5 Principal axes

3.6 Mohr’s circle of inertia

3.7 Introduction of Virtual work theorem Principle of Virtual work applied to equilibrium of Mechanisms

3.8 Simple beam

3.9 Pin jointed frames

Unit 3

Centroids and Moments of Inertia

3.1 Second Moment and products of inertia of plane areas

3.2 Moment of inertia of masses

3.3 Transfer theorems for moment of inertia and Product of inertia

3.4 Polar moment of inertia

3.5 Principal axes

3.6 Mohr’s circle of inertia

3.7 Introduction of Virtual work theorem Principle of Virtual work applied to equilibrium of Mechanisms

3.8 Simple beam

3.9 Pin jointed frames

Unit - 4 D'Alembert„s Principle

Unit 4

DAlembert’s Principle

4.1 DAlembert’s Principle

4.2 Work Energy method Expressions based on center of mass

4.3 Methods of Momentum Linear impulse momentum

4.4 Considerations for a system of particles

4.5 Consideration of linear momentums

4.6 Elastic impact of two bodies

4.7 Direct central impact

Unit 4

DAlembert’s Principle

4.1 DAlembert’s Principle

4.2 Work Energy method Expressions based on center of mass

4.3 Methods of Momentum Linear impulse momentum

4.4 Considerations for a system of particles

4.5 Consideration of linear momentums

4.6 Elastic impact of two bodies

4.7 Direct central impact

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Other Subjects of Semester-2
Advanced physics
Materials chemistry
Applied mathematics – ii
Advanced electrical engineering
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