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Theory of Rectangular Plates-Part1

Duration: 13:03:00
Lectures: 14
Level: Beginner

Archive

Beams, plates and shells are fundamental structural elements in the field of mechanical engineering, civil structures, automobile and aerospace engineering. Therefore analysis of these basic structural elements are required for design and development. This course presents systematic development of plate governing equations using the variational calculus. Basic analytical solutions techniques are discussed for bending, free vibration and buckling cases. Further this approach can be applied to develop governing equation and solutions for functionally graded plate, piezoelectric plates (current research topics)

1
Theory of Rectangular Plates-Part1-Lec1-Basic of Solid Mechanics
48:19
2
Theory of Rectangular Plates-Part1-Lec2-Enegry Principles
54:28
3
Theory of Rectangular Plates-Part1-Lec3-Classification of Plate Theories and Some Basics
48:40
4
Theory of Rectangular Plates-Part1-Lec4-Tutorial : Transformation of Tensors
19:53
5
Theory of Rectangular Plates-Part1-Lec5-Governing Equation for Plate – 1
53:25
6
Theory of Rectangular Plates-Part1-Lec6-Governing Equation for Plate – 2
50:23
7
Theory of Rectangular Plates-Part1-Lec7-Tutorial: Reduced Stiffness & Plate Stiffness
27:11
8
Theory of Rectangular Plates-Part1-Lec8-Navier Solution + Levy solution
49:06
9
Theory of Rectangular Plates-Part1-Lec9-Levy Solution
41:38
10
Theory of Rectangular Plates-Part1-Lec10-Tutorial: Load Matrices Calculation
26:03
11
Theory of Rectangular Plates-Part1-Lec11-EKM and buckling of plates
48:49
12
Theory of Rectangular Plates-Part1-Lec12-3D Solutions
46:47
13
Theory of Rectangular Plates-Part1-Lec13-Matlab Coding + ABAQUS
35:50
14
Theory of Rectangular Plates-Part1-Lec14-Tutorial: Levy Solutions
17:48

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Theory of Rectangular Plates-Part1
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