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Engineering
Mechanical Engineering
Solid Mechanics
1. Introduction to Solid Mechanics
2. Stress Analysis
3. Strain Analysis
4. Material Properties and Behavior
5. Axially Loaded Members
6. Torsion of Shafts
7. Beam Bending Theory
8. Transverse Shear in Beams
9. Combined Loading Analysis
10. Stress and Strain Transformation
11. Beam and Shaft Design
12. Deflection Analysis
13. Column Stability and Buckling
14. Energy Methods in Mechanics
15. Failure Theories and Design
Stress and Strain Transformation
Plane Stress Analysis
Stress Transformation Equations
Principal Stresses
Calculation Methods
Principal Directions
Maximum Shear Stress
In-Plane Maximum Shear
Associated Normal Stress
Mohr's Circle for Stress
Circle Construction
Graphical Interpretation
Principal Stress Determination
Maximum Shear Stress
Stress at Arbitrary Angles
Three-Dimensional Stress Analysis
Principal Stresses in 3D
Absolute Maximum Shear Stress
Stress Invariants
Octahedral Stresses
Plane Strain Analysis
Strain Transformation Equations
Principal Strains
Maximum Shear Strain
Relationship to Plane Stress
Mohr's Circle for Strain
Construction and Interpretation
Principal Strain Determination
Experimental Stress Analysis
Strain Rosettes
45-Degree Rosette
60-Degree Rosette
Rectangular Rosette
Principal Strain Calculation
Stress Determination from Strain
Generalized Hooke's Law
Three-Dimensional Stress-Strain Relations
Isotropic Materials
Material Constants
Thermal Effects
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9. Combined Loading Analysis
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11. Beam and Shaft Design