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Mechanics of Solids
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Mechanics of solid include sub topics e.g. free body diagram, equilibrium of rigid bodies, , Analysis of beams and trusses, Equilibrium of continuous, shear force and bending moment. Energy conservation in rigid, Virtual work
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Advanced Mechanics of Solids
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| Advance Mechanics of solids deals with analysis of state of stress and strain. Differential equation of equilibrium of a deformable body and strain displacement relations, Hooke.s law. |
Computational Solid Mechanics
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| Computational solid Mechanics deals with: Finite Difference Methods, Principle of minimum potential, differential equations and their exact solution, application to time integration schemes in heat transfer, |
Experimental Solid Mechanics
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| Experimental Solid Mechanics deals with topics like: Electrical resistance strain gauges Stress gauge, Theory of photo elasticity, Photo elastic coating, Measurement of Force, torque, displacement, |
Fracture Mechanics and Fatigue
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Examples of Solid Mechanics
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The reactions R1 and R2 acting the supports.
So R1 + R2 = P
Applying symmetry
R1 = R2
So that,
R1 = R2 = P/2 |
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| The above diagram shows a relationship of shear diagram. The maximum load is calculated is PL/2 at middle of beam. |
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