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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
Deflection Analysis
Elastic Curve Theory
Moment-Curvature Relationship
Differential Equation of Elastic Curve
Boundary Conditions
Sign Conventions
Integration Methods
Double Integration Method
Moment-Area Method
First Moment-Area Theorem
Second Moment-Area Theorem
Conjugate Beam Method
Discontinuity Functions
Macaulay's Method
Step Functions
Applications to Complex Loading
Superposition Method
Standard Beam Cases
Combining Multiple Loads
Tabulated Solutions
Energy Methods
Castigliano's First Theorem
Virtual Work Method
Unit Load Method
Statically Indeterminate Beams
Compatibility Equations
Force Method
Displacement Method
Continuous Beams
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11. Beam and Shaft Design
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13. Column Stability and Buckling