Given the stress state at one point of the part, which is made up of an...
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Given the stress state at one point of the part, which is made up of an isotropic linear elastic material: 201 = [6 2 -3 0 MPa. 0 00 The material is described by the Young's modulus E = 207 GPa and the shear modulus G 80 GPa. According to the Hooke's law the strain tensor can be calculated as follows: e = C-¹ : 0 where C-1 = (1+¹)1-18 I is the 4th order elasticity tensor. E Obtain the strain tensor. Continuum Mechanics Course Given the stress state at one point of the part, which is made up of an isotropic linear elastic material: 201 = [6 2 -3 0 MPa. 0 00 The material is described by the Young's modulus E = 207 GPa and the shear modulus G 80 GPa. According to the Hooke's law the strain tensor can be calculated as follows: e = C-¹ : 0 where C-1 = (1+¹)1-18 I is the 4th order elasticity tensor. E Obtain the strain tensor. Continuum Mechanics Course
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Income Tax Fundamentals 2013
ISBN: 9781285586618
31st Edition
Authors: Gerald E. Whittenburg, Martha Altus Buller, Steven L Gill
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