BMEE209L: Module 2 Flashcards
(18 cards)
Example of simple cubic
Polonium
Example of BCC
Group 1 metals and Cr, V, Fe
Example of FCC
Group 11 (Cu,Au,Ag) and Al, Ni, Pb
Example of HCP
Group 2 metals and Zinc, Ti
Volume of a HCP unit cell
6sqrt(3)R^2
Density of a metal
ρ = nA/VcNa
where n = number of atoms in unit cell
A = atomic weight
Vc = volume of unit cell
Na = avogadro’s constant
In crystallographic notations what will you do when you face a negative number?
put a bar above the number instead of the negative sign
In crystallographic notations what will you do when you face a fraction?
multiply the entire set by a number to eliminate the fraction
direction vectors are enclosed in….
square brackets [hkl]
plane vectors are enclosed in…..
parenthesis (hkl)
distance between planes
d(hkl) = a/sqrt(h^2+k^2+l^2)
Linear Density
number of atoms on vector/length of vector
Planar Density
number of atoms on plane/area of plane
Angle between planes
cos θ = (h1h2 + k1k2 + l1l2)/(sqrt(h1^2+k1^2+l1^2)sqrt(h2^2+k2^2+l2^2))
Weiss’s Zone law
If direction [uvw] is orthogonal to plane (hkl): hu + kv + wl = 0
Number of vacancies (Nv)
Nv = Ne^-Ev/KbT
where
N = number of sites
Kb = Boltzmann Constant (8.617x10^-5)
Ev = energy of vacancy
Number of available sites (Ns)
Ns = Naρ/A
Critical Resolved Stress
σy = τ/cosθcosφ
where T = tensile force in the y direction
θ = angle b/w object axis and slip plane normal
φ = angle b/w object axis and slip direction