Solving Problems in Solid Mechanics, Volume 2 |
Contents
Analysis of strain | 32 |
Strain energy and theories of failure | 61 |
Springs | 92 |
Copyright | |
6 other sections not shown
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Common terms and phrases
angle Answer assumed axes axial beam Calculate cantilever centre centroid circular circumferential cm² compressive stress concrete constant corresponding cross-section cylinder Determine diagram distance elastic equation Example external Find flange formula free end gauge given GN/m² Hence hoop stress horizontal IMechE inner internal diameter internal pressure longitudinal material maximum bending stress maximum deflection maximum hoop stress maximum principal stress maximum shear stress maximum stress mid-span MN/m² compressive MN/m² tensile modulus of rigidity Mohr circle N/m² neutral axis normal stresses outer P/EI perpendicular Poisson's ratio principal planes principal strains principal stresses R₁ radial stress radius result shaft shearing force shown in Figure Solution spring steel strain energy strain gauge stress due strut subjected surface tensile stress theory thickness timber Tmax torque torsion tube uniform uniformly distributed unit volume vertical width Ymax Young's modulus zero ΕΙ σ₁ σ₂