Udemy - Engineering Mechanics: Statics
Instructors: Baskar P
8 sections • 20 lectures • 2h 34m total length
Video: MP4 1280x720 44 KHz | English + Sub
Updated 9/2022 | Size: 966 MB

An Introduction
What you'll learn
Engineering principles and basic concepts of engineering mechanics.
Equilibrium of rigid bodies and conditions of equilibrium.
Concept of centroid, centre of gravity and mass moment of inertia.
Concept of friction and its relevance and importance to the real world problems.
Beams, supports and reactions.
Requirements
Basic understanding of Math and Physics.
Description
What is Engineering Mechanics?
Engineering Mechanics is a branch of science that deals with the effect of external forces acting on a body at rest or in motion.
Why is Engineering Mechanics important?
Engineering Mechanics plays a vital role in designing of structures and machine elements. It is the fundamental subject for engineering solutions related to architecture, civil engineering, mechanical engineering, and so on.
What will you gain from this course?
This course covers the following
fundamental concepts, equilibrium of particles, equilibrium of rigid bodies, different types of beams, supports and reactions, center of gravity, moment of inertia, friction, and their importance
Basic Concepts of Engineering Mechanics: Outline of Engineering Mechanics, definition, and scope.
Equilibrium of Particles: Principle of Superposition of Forces, Resolution of Forces, Parallelogram Law of Forces, Lami's Theorem, Equilibrium of a Particle, and Free-body Diagram.
Equilibrium of Rigid Bodies: Internal Forces, External Forces, and Principle of Transmissibility, Moment of a Force-Concept; Varignon's Theorem and Couple, Resolution of a force into force and couple system of forces
Beams, Supports, and Reactions: Free-body Diagram, Equilibrium, and Conditions of Equilibrium, and determination of support reactions.
Centroid and Centre of Gravity: Important Definitions, Determination of center of gravity of Plane Figures.
Moment of Inertia: Second Moment of Area-Introduction and MOI for Simple Configurations, and Moment of Inertia of Composite Plane Sections.
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