A tensile test generates the stress-strain diagram shown here. Stress (MPa) 2000 1000 0.000 10 Stress...

 

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A tensile test generates the stress-strain diagram shown here. Stress (MPa) 2000 1000 0.000 10³ Stress 0.020 psi 300 200 100 MPa 2000 1000 L 0.000 0.005 0.010 0.015 0.040 Strain Strain 0.060 0.080 300 200 100 Stress (10³ psi) Assume a tensile specimen was originally 10 cm long with 2 cm x 2 cm square shape cross section. Mechanical property Young's modulus (modulus of elasticity) Yield strength Tensile strength The change in sample length while a stress of 1800 MPa is applying 200 GPa Numeric value [Select] MPa [Select] [Select] [Select] [Select] > < < > slope of linear part of the plot [Select] Obtain from [Select] > (this cell intentionally left blank = you should be able to work on figuring out the value without any how-to guided A tensile test generates the stress-strain diagram shown here. Stress (MPa) 2000 1000 0.000 10³ Stress 0.020 psi 300 200 100 MPa 2000 1000 L 0.000 0.005 0.010 0.015 0.040 Strain Strain 0.060 0.080 300 200 100 Stress (10³ psi) Assume a tensile specimen was originally 10 cm long with 2 cm x 2 cm square shape cross section. Mechanical property Young's modulus (modulus of elasticity) Yield strength Tensile strength The change in sample length while a stress of 1800 MPa is applying 200 GPa Numeric value [Select] MPa [Select] [Select] [Select] [Select] > < < > slope of linear part of the plot [Select] Obtain from [Select] > (this cell intentionally left blank = you should be able to work on figuring out the value without any how-to guided

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yield strength numeric value equal to the 1550 MPa 2 yield strength numerical value obta... View the full answer