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A material deforms at high temperature at a constant effective stress of 90 MPa. For a given forming operation, the strain path may be approximated by two proportional paths, the first from (ε1 = 0, ε2 = 0) to (ε1 = 0.3, ε2 = 0.2) and second path from (ε1 = 0.3, ε2 = 0.2) to (ε1 = 0.5, ε2 = 0.6). (a) What is the ideal work per volume of the material? (b) What is the tensile strain equivalent to this forming deformation? for Mechanical Engineering 2024 is part of Mechanical Engineering preparation. The Question and answers have been prepared according to the Mechanical Engineering exam syllabus. Information about A material deforms at high temperature at a constant effective stress of 90 MPa. For a given forming operation, the strain path may be approximated by two proportional paths, the first from (ε1 = 0, ε2 = 0) to (ε1 = 0.3, ε2 = 0.2) and second path from (ε1 = 0.3, ε2 = 0.2) to (ε1 = 0.5, ε2 = 0.6). (a) What is the ideal work per volume of the material? (b) What is the tensile strain equivalent to this forming deformation? covers all topics & solutions for Mechanical Engineering 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for A material deforms at high temperature at a constant effective stress of 90 MPa. For a given forming operation, the strain path may be approximated by two proportional paths, the first from (ε1 = 0, ε2 = 0) to (ε1 = 0.3, ε2 = 0.2) and second path from (ε1 = 0.3, ε2 = 0.2) to (ε1 = 0.5, ε2 = 0.6). (a) What is the ideal work per volume of the material? (b) What is the tensile strain equivalent to this forming deformation?.

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Here you can find the meaning of A material deforms at high temperature at a constant effective stress of 90 MPa. For a given forming operation, the strain path may be approximated by two proportional paths, the first from (ε1 = 0, ε2 = 0) to (ε1 = 0.3, ε2 = 0.2) and second path from (ε1 = 0.3, ε2 = 0.2) to (ε1 = 0.5, ε2 = 0.6). (a) What is the ideal work per volume of the material? (b) What is the tensile strain equivalent to this forming deformation? defined & explained in the simplest way possible. Besides giving the explanation of A material deforms at high temperature at a constant effective stress of 90 MPa. For a given forming operation, the strain path may be approximated by two proportional paths, the first from (ε1 = 0, ε2 = 0) to (ε1 = 0.3, ε2 = 0.2) and second path from (ε1 = 0.3, ε2 = 0.2) to (ε1 = 0.5, ε2 = 0.6). (a) What is the ideal work per volume of the material? (b) What is the tensile strain equivalent to this forming deformation?, a detailed solution for A material deforms at high temperature at a constant effective stress of 90 MPa. For a given forming operation, the strain path may be approximated by two proportional paths, the first from (ε1 = 0, ε2 = 0) to (ε1 = 0.3, ε2 = 0.2) and second path from (ε1 = 0.3, ε2 = 0.2) to (ε1 = 0.5, ε2 = 0.6). (a) What is the ideal work per volume of the material? (b) What is the tensile strain equivalent to this forming deformation? has been provided alongside types of A material deforms at high temperature at a constant effective stress of 90 MPa. For a given forming operation, the strain path may be approximated by two proportional paths, the first from (ε1 = 0, ε2 = 0) to (ε1 = 0.3, ε2 = 0.2) and second path from (ε1 = 0.3, ε2 = 0.2) to (ε1 = 0.5, ε2 = 0.6). (a) What is the ideal work per volume of the material? (b) What is the tensile strain equivalent to this forming deformation? theory, EduRev gives you an ample number of questions to practice A material deforms at high temperature at a constant effective stress of 90 MPa. For a given forming operation, the strain path may be approximated by two proportional paths, the first from (ε1 = 0, ε2 = 0) to (ε1 = 0.3, ε2 = 0.2) and second path from (ε1 = 0.3, ε2 = 0.2) to (ε1 = 0.5, ε2 = 0.6). (a) What is the ideal work per volume of the material? (b) What is the tensile strain equivalent to this forming deformation? tests, examples and also practice Mechanical Engineering tests.