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Strength of Materials- Part-III

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Samanwita Bagg

2:20:48

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  • 1 - Introduction.mp4
    15:05
  • 2 - Hoop & Longitudinal stress and change in dimensions.mp4
    17:35
  • 3 - Numericals on Thin Cylinders.mp4
    10:23
  • 4 - Hoop stress & change in dimensions.mp4
    06:23
  • 5 - Numericals on Spherical Shells.mp4
    05:32
  • 6 - Eulers Theory for Long Columns.mp4
    30:27
  • 7 - Numericals on Eulers Theory.mp4
    17:28
  • 8 - Limitation of Eulers Theory.mp4
    15:01
  • 9 - Numericals on Limitation of Eulers Theory.mp4
    04:03
  • 10 - RankineGordan Formula Derivation.mp4
    06:47
  • 11 - Numericals on Rankine Formula.mp4
    12:04
  • 12 - Fundamentals of Strength of Materials.html
  • 1 - Final Assignment.html
  • Description


    Learn basic concepts and numericals on Thin Cylinders, Spherical Shells and Columns & Struts

    What You'll Learn?


    • Thin Cylinders
    • Spherical Shells
    • Columns and Struts
    • Additional Lecture

    Who is this for?


  • Diploma in Mechanical/Civil/Automobile/Production Engineering Students
  • Competitive Exam students like GATE, IES etc.
  • Degree students of Mechanical/Automobile/Civil/Production Engineering Students
  • What You Need to Know?


  • Solid Mechanics
  • Basic Mathematics
  • More details


    Description

    This course is the third part of the lecture series of Strength of Materials course. It takes you through various topics like Thin Cylinders, Spherical Shells and Columns and Struts. Various numerical are solved to explain the concepts and their applications. Basic Mathematics and Solid Mechanics are the requirement for understanding of this subject.

    We start with introduction to Thin Cylinders and then solve numericals based on them. Concepts like Hoop Stress(circumferential stress) and Longitudinal stress are explained here. Then derivation on calculation of Hoop stress, longitudinal stress, shear stress and change in dimensions have been explained.

    Further, we move to the concept of Spherical Shells and then solve numericals based on them. Concept of Hoop Stress(circumferential stress) is explained here. There is no longitudinal stress for spherical shells as sphere doesn't have length. Then derivation on calculation of Hoop stress, shear stress and change in dimensions have been explained.

    Third section deals with Columns and Struts wherein Euler's theory and its assumptions for long column is explained. Numericals are solved for the same. Limitation of Euler's theory is also added for understanding the shift to use of  Rakhine-Gordan Formula. Further, Rakhine-Gordan Formula is explained and numericals are solved on it.

    Lastly additional lecture has been provided to give extra information of the other available courses for better and in-depth understanding of the course.

    Test is given at the end of course for practice so that expertise can be gained in dealing with day-to-day problems.

    Who this course is for:

    • Diploma in Mechanical/Civil/Automobile/Production Engineering Students
    • Competitive Exam students like GATE, IES etc.
    • Degree students of Mechanical/Automobile/Civil/Production Engineering Students

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    Samanwita Bagg
    Samanwita Bagg
    Instructor's Courses
    Hello everyone,My name is Samanwita Bagg. I am a Post Graduate in Mechanical Engineering.  I have a teaching experience of 12 years. I am currently working as an Assistant Professor in an engineering college in India in Mechanical Department. I am currently pursuing Ph.D. (Mechanical). I teach subjects like Strength of Materials, Fluid Mechanics, Finite Element Analysis, Heat Transfer, Dynamics of Machinery and Operations Research. I train students in ANSYS and SOLIDWORKS.
    Students take courses primarily to improve job-related skills.Some courses generate credit toward technical certification. Udemy has made a special effort to attract corporate trainers seeking to create coursework for employees of their company.
    • language english
    • Training sessions 11
    • duration 2:20:48
    • Release Date 2024/05/07

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