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Tt Txy 2.1 The stresses of a gear shaft at the position of the maximum load (=boundary fibre at the point of the maximum bending stress) are calculated to σ = 60 N/mm² and ɩ = 40 N/mm². Determine the extreme values of normal and shear stress (σmax; ☛min; || max) and their orientation (=angle to the σb-axes) with the help of Mohr's Circle. What are the stresses σx*; σy*; Txy* at an angle of a = 45° to the σ−axes? Check the results using the formulars! What are the equivalent stresses oeqN (Tensile Stress Hypothesis), eqs (Shear Stress Hypothesis), GeqM (van Mises Criterion)?

Tt Txy 2.1 The stresses of a gear shaft at the position of the maximum load (=boundary fibre at the point of the maximum bending stress) are calculated to σ = 60 N/mm² and ɩ = 40 N/mm². Determine the extreme values of normal and shear stress (σmax; ☛min; || max) and their orientation (=angle to the σb-axes) with the help of Mohr's Circle. What are the stresses σx*; σy*; Txy* at an angle of a = 45° to the σ−axes? Check the results using the formulars! What are the equivalent stresses oeqN (Tensile Stress Hypothesis), eqs (Shear Stress Hypothesis), GeqM (van Mises Criterion)?

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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Tt Txy 2.1 The stresses of a gear shaft at the position of the maximum load (=boundary fibre at the point of the maximum bending stress) are calculated to σ = 60 N/mm² and ɩ = 40 N/mm². Determine the extreme values of normal and shear stress (σmax; ☛min; || max) and their orientation (=angle to the σb-axes) with the help of Mohr's Circle. What are the stresses σx*; σy*; Txy* at an angle of a = 45° to the σ−axes? Check the results using the formulars! What are the equivalent stresses oeqN (Tensile Stress Hypothesis), eqs (Shear Stress Hypothesis), GeqM (van Mises Criterion)?
Transcribed Image Text:Tt Txy 2.1 The stresses of a gear shaft at the position of the maximum load (=boundary fibre at the point of the maximum bending stress) are calculated to σ = 60 N/mm² and ɩ = 40 N/mm². Determine the extreme values of normal and shear stress (σmax; ☛min; || max) and their orientation (=angle to the σb-axes) with the help of Mohr's Circle. What are the stresses σx*; σy*; Txy* at an angle of a = 45° to the σ−axes? Check the results using the formulars! What are the equivalent stresses oeqN (Tensile Stress Hypothesis), eqs (Shear Stress Hypothesis), GeqM (van Mises Criterion)?
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