Problem A lungsten d 10um, ρ 4x1010/cm2 Figure I: Deformation-mechanism map for tungsten showing ...
Problem A lungsten d 10um, ρ 4x1010/cm2 Figure I: Deformation-mechanism map for tungsten showing constant strain-rate contours from M. F. Ashby, Acta Metallurgica 20 (1972) 887. The shear modulus is G-160 GPa Theoretical strength Dislocation glide co10-2 Dislocation creep 10 O 10-4 10-4 Coble creep 10-6 10 10 Nabarro 10 /s cre 10-8 0.6 1.0 0.2 0.4 0.8 Homologous temperature, T/TM Tungsten is being used at half its melting point (TMa 3,400°C) and a stress level of 160 MPa. An engineer suggests increasing the grain size by a factor of 4 as an effective means of reducing the creep rate at this temperature. Using the deformation-mechanism map for tungsten shown in Figure 1, (1) (2) (3) Do you agree with the engineer? Why? What if the stress level were equal to 1.6 MPa? What is the predicted increase in length of the specimen after 10,000 hours at 160 MPa if the initial length is 10 cm?
Problem A lungsten d 10um, ρ 4x1010/cm2 Figure I: Deformation-mechanism map for tungsten showing constant strain-rate contours from M. F. Ashby, Acta Metallurgica 20 (1972) 887. The shear modulus is G-160 GPa Theoretical strength Dislocation glide co10-2 Dislocation creep 10 O 10-4 10-4 Coble creep 10-6 10 10 Nabarro 10 /s cre 10-8 0.6 1.0 0.2 0.4 0.8 Homologous temperature, T/TM Tungsten is being used at half its melting point (TMa 3,400°C) and a stress level of 160 MPa. An engineer suggests increasing the grain size by a factor of 4 as an effective means of reducing the creep rate at this temperature. Using the deformation-mechanism map for tungsten shown in Figure 1, (1) (2) (3) Do you agree with the engineer? Why? What if the stress level were equal to 1.6 MPa? What is the predicted increase in length of the specimen after 10,000 hours at 160 MPa if the initial length is 10 cm?