Tag: Materials
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Computes the diameter of a bar based on various stress conditions.
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An analysis of the simple theory of bending, including moments of area(inertia).
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The bending of Built in Beams fixed at both ends.
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Shear and Deflection formulae for Built in and Continuous Beams.
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Formulae for the shear and deflection of Cantilever Beams under a selection of differing loadings.
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Stresses and Strains in loaded Circular Plates and Rings.
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A description of Mohr's Stress and Strain Circles, two and three dimensional Stress and Strain systems, and Strain Energy.
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The results of both tensile and shear stress acting together.
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An analysis of stresses and strains in curved beams.
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This section covers deflection coefficients, including deflection due to shear and the use of graphical methods.
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Resilience and Direct Stress in bars, both composite and of varying cross section.
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Intoduction to terms used in "Materials", and the concepts of Direct Stress and Strain.
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Describes the realtionship between the Elastic Constants, and introduces Bulk Modulus and Young's Modulus.
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The deflection of beams where the foundations are not rigid.
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Describes the Macaulay Method for calculating the deflection of Beams.
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The calculation of deflections using Moments of Area.
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Determination of Moments of Inertia by both analytical and graphical methods.
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Worked examples involving Bending Stess and Moments of Inertia.
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The deflection of Continuous Beams with more than one span.
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A list of the symbols used in our Engineering Materials pages.
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Describes Bending above the yield Stress for elastic materials (Mild Steel).
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Bending Moments for Portal Frames.
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The Stresses and Strains generated in a rotating disc or cylinder.
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An introduction to Shear Force and Bending Moments in Beams.
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An introduction Shear Stress, Modulus of Rigidity and Strain Energy.
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An analysis of Shear Stress in Beams of various cross sections.
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Stress and deflection formulae for simple supported beams.
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An analysis of the common types of engineering springs.
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Strain energy due to bending and deflection; calculated using Calculus.
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An analysis of Struts using the EULER Formula.