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Mechanics Of Solids - CET201

8 modules

Malayalam

Access till 2024-12-31

Overview

Mechanics of Solids - CET201 enables the students to calculate stresses and strains generated in the material due to external loads for various types of loading conditions

Modules

Module 1

8 attachments • 2 hrs

Introduction; Types of Stress and Strain; Hooke's law

Preview

Stress - Strain diagram; Working stress

Preview

Deformation of axially loaded bar with uniform and varying cross section (Derivations and Problems)

Problems related to axially loaded bar (Part 1)

Problems related to axially loaded bar (Part 2)

Problem related to axially loaded bar (Part 3); Analysis of uniformly tapering circular rod

Notes - Module 1

24 pages

Assignment 1 (with key)

4 pages

Module 2

12 attachments • 4 hrs

Introduction; Thermal stress (Theory and Problem); Thermal stresses in composite bar

Thermal stresses in composite bar (Problems)

Lateral Strain and Poisson's Ratio; Volumetric Strain

Lateral Strain and Poisson's Ratio; Volumetric Strain (Problems); Relations between Elastic Constants

Relation between Modulus of Elasticity, Modulus of Rigidity and Poisson's Ratio (Theory and Problems)

Strain Energy (Theory and Problems)

Problems on Strain energy (Part 2); Strain energy stored in the body due to shear stress

Thin cylinders and spears; Expression for Circumferential stress; Expression for Longitudinal Stress

Problems on Thin cylinders

Effect of internal pressure on thin cylinder shell (Theory and Problems)

Notes - Module 2

20 pages

Assignment 2 (with key)

3 pages

Module 3

12 attachments • 3 hrs

Introduction; Beams and Types of beams; Types of loading on beams

Shear force and Bending moment; Relation between load, shear force and bending moment

Problems based on Shear force diagram and Bending moment diagram (Cantilever beam - Part 1)

Problems based on Shear force diagram and Bending moment diagram (Cantilever beam - Part 2)

Problems based on Shear force diagram and Bending moment diagram (Cantilever beam - Part 3)

Problem based on Shear force diagram and Bending moment diagram (Simply supported beam - Part 1)

Problem based on Shear force diagram and Bending moment diagram (Simply supported beam - Part 2)

Problems based on Shear force diagram and Bending moment diagram (Simply supported beam - Part 3)

Problem based on Shear force diagram and Bending moment diagram (Overhanging beam - Part 1)

Problem based on Shear force diagram and Bending moment diagram (Overhanging beam - Part 2)

Notes - Module 3

11 pages

Assignment 3 (with key)

10 pages

Module 4

16 attachments • 6 hrs

Introduction; Pure bending or Simple bending; Assumptions and limitations of pure bending

Flexural formula; Section modulus

Problems related to bending stress (Part 1)

Problems related to bending stress (Part 2)

Problems related to composite beams; Shear stress in beam

Variation of Shear Stress (Rectangular and Triangular cross-sections)

Variation of Shear Stress (Circular cross-section); Uniformly Varying Load

Problems related to shear stress in beams (Part 1)

Problems related to shear stress in beams (Part 2); Moment curvature relationship

Strain energy due to bending moment

Problems related to Strain Energy (Part 1)

Problems related to Strain Energy (Part 2)

Deflection of beams using Macauley’s method (Part 1)

Deflection of beams using Macauley’s method (Part 2)

Notes - Module 4

17 pages

Assignment 4 (with key)

3 pages

Module 5

18 attachments • 6 hrs

Plane stress and Plane strain; Principal planes and Principal stresses; Mohr's Circle (Theory and Problems)

Problems on finding Principal stress using Mohr's Circle (Graphical method) and Analytical method

Columns and Types of columns; Failure of columns; Assumptions in Euler's column theory

Expression for Crippling Load (Part 1)

Expression for Crippling Load (Part 2); Kern of Section

Problems related to Euler's Column Theory (Part 1)

Problems related to Euler's Column Theory (Part 2)

Rankine's Formula; Limitations of Euler's theory

Problems related to Rankine's Formula

Assumptions for shafts subjected to torsion

Derivation of torsion formula

Maximum torque transmitted by solid and hollow circular shafts

Problems based on hollow and solid circular shafts (Part 1)

Problem based on hollow and solid circular shafts (Part 2)

Problems based on hollow and solid circular shafts (Part 3)

Polar modulus; Strength of shaft and torsional rigidity: Strain energy due to torque

Notes - Module 5

44 pages

Assignment 5 (with key)

3 pages

Live Sessions - Recorded

12 attachments • 8 hrs

CET201 - 10.10.2022

CET201 - 21.10.2022

CET201 - 27.10.2022

CET201 - 10.11.2022

CET201 - 24.11.2022

CET201 - 07.12.2022

CET201 - 17.12.2022

CET201 - 27.12.2022

CET201 - 03.01.2023

CET201 - 04.01.2023

Live - 04.01.2023 Part 1

Live - 04.01.2023 Part 2

The Final Lap

3 attachments • 2 hrs

Session 1 - CET201

Session 2 - CET201

Session 3 - CET201

Solved Previous Year University QP

1 attachment

CET201 December 2021

21 pages

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₹ 899.00

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