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The following are basic definitions and equations used to calculate the strength of materials Strength of materials stress strain curve Calculate Deflection
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Tensile properties indicate how the material which is then converted into a stress versus strain the necked region will factor into the calculation
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#0183 #32 Lab Manual for Strength Of Materials • Draw stress strain σ ε At a particular load the deflection at the center of the beam is determined
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In a stress strain curve for a ductile material the Ultimate tensile strength is the highest point at curve in stress axis If the pulling force is increased beyond the ultimate stress the strain increases the specimen starts expanding in plastic phase resulting in decrease in stress and on removal of the pulling force the specimen would not be able to regain its shape
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Stress is a physical quantity The term is closely associated with internal force It is the measure of average amount of force exerted per unit area over a material
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The image to the right shows the engineering stress vs strain diagram for a typical Engineers often use this calculation in deformation Deflection
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