What would be the required dispersion spacing

Reference no: EM131344350

A steel with a grain size of 25 mm has a yield stress of 200 MPa and with a grain size of 9 mm a yield stress of 300 MPa. A dispersion of non-deformable particles is required to raise the strength to 500 MPa in a steel with grain size 100 mm. What would be the required dispersion spacing? (Assume the shear modulus μ = 80 GPa and the Burgers vector b = 0.2 nm.)

Reference no: EM131344350

Questions Cloud

Write a comment about the given post : Although breastfeeding is recommended for the first six months of infants life, one cannot mandate the mother to breastfeed if she is unwilling to breastfeed. In these circumstances it is crucial for nurses to provide educational sessions along wi..

Find the equation for the aggregate consumption : Based on table Find: The equation for the aggregate consumption and saving function, The society MPC and The society MPS

Calculate the average distance between the particles : Calculate the average distance between the particles. Assume the shear modulus of the metal m = 80 GPa and b = 0.25 nm.

Transform the equation into the s domain : Find the differential equation for the inductor current iL(t) and initial condition iL(0).- Transform the equation into the s domain.

What would be the required dispersion spacing : What would be the required dispersion spacing? (Assume the shear modulus μ = 80 GPa and the Burgers vector b = 0.2 nm.)

What is the market of equilibrium rental price per month : What is the market of equilibrium rental price per month and the market equilibrium number of apartments demanded and supplied? If the local government can enforce a rental-control law that sets the maximum monthly rent at $1500. Will there be a s..

Sketch a graph of temperature against time : Sketch a graph of temperature against time for a copper-antimony alloy containing 95 weight% antimony over the range 650C to 500C and account for the shape of your plot.

Find the differential equation for the capacitor voltage : Find the differential equation for the capacitor voltage and initial condition vC (0).- Find vO(t) using the Laplace transformation for vS(t) = 100 u (t) V.

User Account

All Pages