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JNTU 2007-2008 1ST YEAR B.Tech -APPLIED MECHANICS

Posted Date: 09 Dec 2007 Resource Type: Articles/Knowledge Sharing Category: Syllabus

Posted By: Sri Member Level: Gold
Rating:

Points: 1

JAWAHARLAL NEHRU TECHNOLOGICAL UNIVERSITY
HYDERABAD
I Year B.Tech C.E. T P C
4+1* 0 8
APPLIED MECHANICS

UNIT – I
Introduction of Engineering. Mechanics – Basic concepts System of Forces- Coplanar Concurrent Forces – Components in Space – Resultant- Moment of Forces and its Application – Couples and Resultant of Force System - Equilibrium of System of Forces- Free body diagrams- Equations of Equilibrium of Coplanar Systems and
Spatial Systems.

UNIT – II
Friction: Types of friction – Limiting friction – Laws of Friction – static and Dynamic Frictions – Motion of Bodies – Wedge, Screw jack and differential Screw jack.

UNIT – III
Transmission of Power: Belt Drivers – Open, Crossed and compound belt drives –length of belt – tensions - tight side - slack side - Power transmitted and condition for maximum power.

UNIT – IV
Centroid and Center of Gravity: Centrods – Theorem of Pappus- Centroids of Composite figures – Centre of Gravity of Bodies - Area moment of Inertia: – polar Moment of Inertia – Transfer – Theorems - Moments of Inertia of Composite Figures - product of Inertia - Transfer Formula for product of Inertia.

UNIT – V
Mass Moment of Inertia: Moment of Inertia of Masses - Transfer Formula for Mass Moments of Inertia - Mass moment of inertia of composite bodies.

UNIT – VI
Kinematics: Rectilinear and Curve linear motion – Velocity and Acceleration – Motion of a Rigid Body – Types and their Analysis in Planar Motion.

UNIT – VII
Kinetics: Analysis as a particles and Analysis as a Rigid Body in Translation – Central Forces of motion – Equations of Plane Motion – Fixed Axis Rotation – Rolling Bodies - Work–Energy Method - Equation for Translation - Work–Energy
application to Particle Motion, Connected System- Fixed axis Rotation and Plane Motion.

UNTI – VIII
Mechanical Vibrations: Definitions, Concepts – Simple Harmonic motion – free vibrations - Simple and compound pendulums – torsional vibrations.

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