hi i'm korean student when my professor exprain this in korea languague i didn't understand about "tenslie stress" even if my native language so i have to find ather lecture surching surching.... now i find this grate lecture i understanding all of this thank you
well, the resolved shear stress gets minimized, not maximized. cos(90)=1 and it gets lower as we go towards cos(45). So mathematically it makes sense that we want to minimize that term. Recall that slip normal and slip direction are always going to be normal to one another so they have a fixed 90degree relationship one to another.
Thank you for explaining the twin so easily to be understood!
Happy to help!
hi i'm korean student
when my professor exprain this in korea languague
i didn't understand about "tenslie stress" even if my native language
so i have to find ather lecture
surching surching....
now i find this grate lecture
i understanding all of this thank you
💪🏻💪🏻💪🏻
this was so much simpler than how my prof explained it, thank you so much!
You made somethingn that made no sense make sense, thank you!
Very glad to do it
At 2:20 is there a way to calculate what that extension would be, given the material has a metallic FCC lattice?
why cos(45) x cos(45) is maximum value?
well, the resolved shear stress gets minimized, not maximized. cos(90)=1 and it gets lower as we go towards cos(45). So mathematically it makes sense that we want to minimize that term. Recall that slip normal and slip direction are always going to be normal to one another so they have a fixed 90degree relationship one to another.
@@TaylorSparks How does cos(90)=1?
@@kylecrooymans2762 you have to go elementary school again 😄
اين الطرجمة باللغة العربية 😭
اين الطرجمة باللغة العربية 😭