Professional Mechanics Of Materials & Structural Mechanics
Published 6/2023
MP4 | Video: h264, 1280x720 | Audio: AAC, 44.1 KHz
Language: English | Size: 267.74 MB | Duration: 1h 7m
Published 6/2023
MP4 | Video: h264, 1280x720 | Audio: AAC, 44.1 KHz
Language: English | Size: 267.74 MB | Duration: 1h 7m
Theory and Calculation of Mechanics of Materials in Mechanical Engineering & Civil Engineering
What you'll learn
Main concepts and terms of mechanics of materials
Force analysis and equilibrium study
Differentiation and integration
Principal stress
Failure criteria
Beam loading
Shape factor
Energy methods
Sheer stress and bending moment
Beam buckling
Simple truss analysis
Collapse mechanism
Requirements
A-level & GCSE of basic mathematics knowledge is required.
Requires knowledge of simple calculus operations.
Description
Professional Mechanics of Materials & Structural Mechanics is a highly practical professional course that adopts the learning model of the Advanced Manufacturing. Here, you will understand the physics of how materials behave in different states. The main highlight is that all behaviors can be expressed in the simplest language! Even if you don't have any physical basis, you will find out what causes the deformation, bending, torsion, buckling, strengthening, failure, fracture, fatigue, etc. of these materials. There are a lot more. After studying this course, you can also think like a professional engineer, as we provide 4 exciting guided working example applications that are very close to actual engineering cases, which will make you more flexible when choosing design solutions. Here, you don't need to memorize a lot of complicated calculation formulas, instead, as long as you understand the most basic laws of Newton's mechanics, all problems can be solved according to my thinking, isn't it amazing? In each calculation process, I will explain in detail the assumptions required for each calculation step, so that you can easily judge the formula and applicability. This course can also be used as a supplementary preview or review material for Statics, Solid Mechanics, Mechanics of Materials, Structural Mechanics, etc. in university-level undergraduate or MSc courses.The outline of this course is as follows:Chapter 1: (10 lectures, 1 quiz, 1 pdf handout)Mechanics of Materials: Core PrinciplesChapter 2: (10 lectures, 1 quiz, 1 pdf handout)Beam MechanicsChapter 3: (6 lectures, 1 quiz, 1 pdf handout)Structural MechanicsChapter 4: (6 lectures, 1 quiz, 1 pdf handout)Principal Stress and Failure CriteriaChapter 5: (1 quiz)Course Wrap-up
Overview
Section 1: Mechanics of Materials: Core Principles
Lecture 1 Introduction
Lecture 2 Mass and Weight
Lecture 3 Force Analysis and Balance
Lecture 4 Pressure
Lecture 5 Moment
Lecture 6 Stress and Strain
Lecture 7 Degree of Freedom
Lecture 8 Torsion and Torque
Lecture 9 Young's Modulus and Poission's Ratio
Lecture 10 Material Characteristics
Lecture 11 Parameters of Properties
Section 2: Beam Mechanics
Lecture 12 Introduction
Lecture 13 Beam Support
Lecture 14 Beam Loading
Lecture 15 Internal Force
Lecture 16 Sheer Force
Lecture 17 Bending Moment
Lecture 18 Slope and Deflection
Lecture 19 Deflection Calculation
Lecture 20 Collapse Mechanism
Lecture 21 Beam Buckling
Lecture 22 Working Example I: Syringe Needle Design
Section 3: Structural Mechanics
Lecture 23 Introduction
Lecture 24 Simple Truss Analysis
Lecture 25 Shape Factor
Lecture 26 Working Example II: Calculating Shape Factor of a Complex Structure
Lecture 27 Energy Method
Lecture 28 Castigliano’s First Theorem
Lecture 29 Working Example III: Lamp Post Design
Section 4: Principal Stress and Failure Criteria
Lecture 30 Introduction
Lecture 31 2D and 3D Stress State
Lecture 32 Calculation of Principal Stress
Lecture 33 Mohr's Circle
Lecture 34 Working Example IV: Mohr's Circle Analysis
Lecture 35 Failure Analysis
Lecture 36 Failure Criteria
Section 5: Course Wrap-up
Mechanical & Civil engineering students who want to preview or get supplementary materials.,Computer simulation engineers who want to learn and derive essential mechanics principles.