Stress Formula. StressStrainYoung’s Modulus Modulus of Elasticity (or Tensile Modulus) Hooke’s LawShear Modulus of Elasticity Or Modulus of RigidityBulk Modulus ElasticityStress is the ratio of applied force F to a cross section area defined as “force per unit area” 1 tensile stress stress that tends to stretch or lengthen the material acts normal to the stressed area 2 compressive stress stress that tends to compress or shorten the material acts normal to the stressed area 3 shearing s.

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Stress is denoted by σ It is represented as N/m2 Stress formula is articulated as Where =Stress ( N/m2) F =Force applied A =Area on which force is acting Stress formula is made use of to find stress applied on any given body if force and area on which force is exerted is given in the problem Stress Solved Examples.

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Similarly we could find the bending stress at the top of the section as we know that it is y = 15971 mm from the neutral axis (NA) The last thing to worry about is whether the stress is causing compression or tension of the section’s fibers.

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Thus Stress is defined as “The restoring force per unit area of the material” It is a tensor quantity Denoted by Greek letter σ Measured using Pascal or N/m2 Mathematically expressed as – σ= F A σ = F A Where F is the restoring force measured in Newton or N A is the area of crosssection measured in m2.

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PDF fileBasic Stress Equations Dr D B Wallace Bending Moment in Curved Beam Geometry r r e rn r σ σo i centroid centroidal neutral axis axis o i y nonlinear stress distribution M c ci o ρ r A dA e r r n area n = = − z ρ A = cross sectional area rn = radius to neutral axis r = radius to centroidal axis e = eccentricity Stresses Any Position Inside (maximum magnitude) Outside σ =.