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A rod-shaped single crystal of pure iron is to be tested in tension. The tensile axis is: [uvw] = [120]. Consider the {110)/(111) slip system of this body- centered-cubic iron specimen (with a purity of 99.96%). Its critical resolved shear stress is reported to be: TCRSS = 27.5 MPa. For each possible slip system, calculate the applied tensile stress needed to initiate slip. Normal to slip plane F F Slip direction

A rod-shaped single crystal of pure iron is to be tested in tension. The tensile axis is: [uvw] = [120]. Consider the {110)/(111) slip system of this body- centered-cubic iron specimen (with a purity of 99.96%). Its critical resolved shear stress is reported to be: TCRSS = 27.5 MPa. For each possible slip system, calculate the applied tensile stress needed to initiate slip. Normal to slip plane F F Slip direction

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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There is a table provided to help organize answers. In many BCC metals, there are more slip systems than those mentioned, but we will ignore them for this problem. Thank you

A rod-shaped single crystal of pure iron is to be tested in tension. The tensile axis is: [uvw] = [120]. Consider the {110)/(111) slip system of this body- centered-cubic iron specimen (with a purity of 99.96%). Its critical resolved shear stress is reported to be: TCRSS 27.5 MPa. For each possible slip system, calculate the applied tensile stress needed to initiate slip. Normal to slip plane = Slip direction
Transcribed Image Text:A rod-shaped single crystal of pure iron is to be tested in tension. The tensile axis is: [uvw] = [120]. Consider the {110)/(111) slip system of this body- centered-cubic iron specimen (with a purity of 99.96%). Its critical resolved shear stress is reported to be: TCRSS 27.5 MPa. For each possible slip system, calculate the applied tensile stress needed to initiate slip. Normal to slip plane = Slip direction
Tensile axis Slip plane Calculations Necessary for This Problem Normal to slip plane Slip direction cos (4) cos (2) Tensile Stress (MPa)
Transcribed Image Text:Tensile axis Slip plane Calculations Necessary for This Problem Normal to slip plane Slip direction cos (4) cos (2) Tensile Stress (MPa)
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