Free online courseEngineering Mechanics

Duration of the online course: 23 hours and 51 minutes

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Master core concepts in engineering mechanics with this comprehensive free online course. Ideal for GATE 2024 prep, covering force systems, kinematics, kinetics, and more.

Course Description

The "Engineering Mechanics" course is a comprehensive, professional study program that spans a duration of 23 hours and 51 minutes. Specifically designed for engineering students preparing for the GATE 2024 examination, this course belongs to the category of Professional courses, within the subcategory of Engineering and Mechanics.

This course serves as an essential foundation in engineering mechanics, ensuring students are well-versed in the fundamental principles and applications of the subject. Students begin with an introduction to engineering mechanics, setting the stage for more complex concepts and practical applications that are explored in later modules.

One of the primary topics covered is the understanding of forces and their effects on various systems. The course delves into the concept of force, the calculation and application of moments, and the comprehensive study of different force systems. These fundamental principles are crucial for any mechanical engineering endeavor and are meticulously explained to ensure students gain a deep understanding.

The course also offers significant insights into the resultant of force systems and the creation of free body diagrams. These concepts are critical in analyzing and solving engineering problems, providing students with the tools to effectively break down complex systems into manageable components.

A key area of focus is the equilibrium of rigid bodies, which is explored in-depth over two modules. This section ensures that students are capable of analyzing static structures and understanding the conditions necessary for equilibrium. Additionally, the course provides thorough coverage of Coulomb's dry friction and the challenges associated with addressing problems involving dry friction.

The practical application of friction is examined through dedicated modules, enabling students to translate theoretical knowledge into practical problem-solving skills. Further into the course, the analysis of plane trusses and frames is covered, offering students insights into the structural integrity and analysis techniques applicable in real-world scenarios.

Kinematics, another critical aspect of engineering mechanics, is explored through various forms of motion. The course includes modules on kinematics of one-dimensional and two-dimensional translational motion, rotational motion, and general motion. These sessions equip students with the understanding necessary to analyze motion in various engineering systems.

Advanced topics in kinetics are also addressed, including the kinetics of particles and rigid bodies, further divided into two comprehensive sections. These modules ensure that students grasp the principles governing the dynamic behavior of particles and solid bodies under various forces.

Finally, the course concludes with an introduction to the Lagrange's equation of motion, a powerful analytical tool used for deriving the equations of motion for complex mechanical systems. This module provides students with an advanced perspective on solving dynamic engineering problems.

While the course does not yet have reviews, its structured and detailed approach makes it an invaluable resource for aspiring mechanical engineers looking to excel in their GATE 2024 preparations.

Course content

  • Video class: Engineering Mechanics 01 | Introduction | ME | Gate 2024 Series 42m
  • Exercise: In engineering mechanics, which of the following describes mechanics of deformable bodies?
  • Video class: Engineering Mechanics 02 | Force | ME | Gate 2024 Series 1h05m
  • Exercise: If a force of magnitude F is acting on a body and is resolved into two perpendicular components, the angle between the force and one of its components is θ. Which of the following expressions correctly represents the component of force perpendicular to the angle θ?
  • Video class: Engineering Mechanics 03 | Moment | ME | Gate 2024 Series 1h12m
  • Exercise: What is the principle of transmissibility in engineering mechanics?
  • Video class: Engineering Mechanics 04 | Force Systems | ME | Gate 2024 Series 1h02m
  • Exercise: In a coplanar force system consisting of three forces acting at a point, which of the following statements is true?
  • Video class: Engineering Mechanics 05 | Resultants of Force Systems | ME | Gate 2024 Series 1h02m
  • Exercise: In a coplanar concurrent force system, which method involves representing forces by the sides of a polygon to find the resultant force?
  • Video class: Engineering Mechanics 06 | Free Body Diagrams | ME | Gate 2024 Series 49m
  • Exercise: In the analysis of forces acting on interconnected components of a structure, what is the primary purpose of drawing a free body diagram?
  • Video class: Engineering Mechanics 07 | Equilibrium of Rigid Bodies - 1 | ME | Gate 2024 Series 1h04m
  • Exercise: Consider a rigid body in equilibrium subjected to only three forces. According to the principles discussed in equilibrium of forces, which condition must these forces satisfy?
  • Video class: Engineering Mechanics 08 | Equilibrium of Rigid Bodies - 2 | ME | Gate 2024 Series 1h23m
  • Exercise: In the context of rigid body equilibrium, which of the following statements is true when a weight is applied to a system of frictionless pulleys?
  • Video class: Engineering Mechanics 09 | Coulomb's Dry Friction | ME | Gate 2024 Series 56m
  • Exercise: What is the term used to describe the maximum possible value of friction force between two dry surfaces?
  • Video class: Engineering Mechanics 10 | Problems Involving Dry Friction | ME | Gate 2024 Series 1h12m
  • Exercise: In the study of friction between surfaces, a block weighing 1000 Newton is kept on a rough horizontal plane, and a force is applied parallel to the surface. The coefficient of static friction is 0.25, and the coefficient of kinetic friction is 0.2. What is the minimum force required to start moving the block?
  • Video class: Engineering Mechanics 11 | Application of Friction -1 | ME | GATE 2024 Series 1h07m
  • Exercise: In the context of impending tipping, what condition must be met for a block to start tipping?
  • Video class: Engineering Mechanics 12 | Application of Friction - 2 | ME | Gate 2024 Series 1h07m
  • Exercise: In the context of screw jacks, what is the efficiency of a screw jack defined as?
  • Video class: Engineering Mechanics 13 | Analysis of Plane Trusses - 1 | ME | Gate 2024 Series 1h04m
  • Exercise: A plane truss consists of three members connected in a triangular shape. If a load of 4000 N is applied at one of the joints, and the angular orientation between one of the members and the horizontal is 30 degrees, what is the force in the member opposite the angle assuming it is in tension?
  • Video class: Engineering Mechanics 14 | Analysis of Plane Trusses - 2 | ME | Gate 2024 Series 1h05m
  • Exercise: In the analysis of a perfect truss, what is the condition for the number of members (M) relative to the number of joints (J) for the truss to be considered perfect?
  • Video class: Engineering Mechanics 15 | Analysis of Plane Frames | ME | GATE 2024 40m
  • Exercise: In the analysis of engineering structures, what is the key distinction between plane trusses and plane frames?
  • Video class: Engineering Mechanics 16 | Kinematics of 1-D Translational Motion | ME | Gate 2024 Series 1h18m
  • Exercise: In a problem of one-dimensional rectilinear translational motion with constant acceleration, which of the following known values would not allow you to directly use the formula V² = U² + 2as to find the final velocity (V) of an object?
  • Video class: Engineering Mechanics 17 | Kinematics of 2-D Translational Motion | ME | Gate 2024 Series 1h02m
  • Exercise: Consider a scenario where a particle is projected in a two-dimensional plane. If the initial velocity of the particle is 20 m/s at an angle of 30 degrees with the horizontal, what is the time of flight for the particle to return to its initial vertical position (assume acceleration due to gravity is 9.8 m/s²)?
  • Video class: Engineering Mechanics 18 | Kinematics of Rotational Motion | ME | GATE 2024 Series 1h01m
  • Video class: Engineering Mechanics 19 | Kinematics of General Motion | ME | Gate 2024 Series 46m
  • Exercise: Consider a rod AB of length 1 meter sliding in a corner with end A on the horizontal surface and end B on the vertical surface. At an instant when the rod makes an angle of 30 degrees with the horizontal, the speed of end B is 12 m/s vertically upward. What is the vertical speed of end A at this instant?
  • Video class: Engineering Mechanics 20 | Kinetics of Particles | ME | Gate 2024 Series 1h22m
  • Exercise: In the context of kinetics of particles, consider a scenario where a block of mass 'm' rests on an inclined surface making an angle 'θ' with the horizontal. If a horizontal force 'F' is applied to the block, causing it to move up the incline, which of the following statements is true?
  • Video class: Engineering Mechanics 21 | Kinetics of Rigid Bodies -1 | ME | Gate 2024 Series 1h00m
  • Exercise: A bullet of mass 20 grams is fired horizontally with a velocity of 200 m/s and hits a stationary wooden block of mass 500 grams on a horizontal plane. The bullet remains embedded in the block after the impact. Assuming no external horizontal forces act during the collision, what is the initial velocity of the block and bullet system just after the collision?
  • Video class: Engineering Mechanics 22 | Kinetics of Rigid Bodies -2 | ME | Gate 2024 Series 55m
  • Video class: Engineering Mechanics 23 | Lagrange`s Equation of Motion | ME | Gate 2024 Series 48m
  • Exercise: A uniform rod of mass M and length L is horizontally hinged at one end and swings in the vertical plane under the action of gravity with no other external forces. Using basic principles, what generalized coordinate is most suitable to describe its motion?

Engineering Mechanics

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