what is inter planer spacing? derive the expression for spacing?
Answers
Answer:
For all orthogonal crystal systems (orthorhombic, tetragonal, cubic) the interplanar distance of a lattice plane with Miller indices is: d=1./sqrt(h^2/a^2 + k^2/b^2 + l^2/c^2). This holds for each of the possible Bravais lattices in these systems. Thus all reflections h,k,l exist.
Answer:
The interplanar spacing or interplanar distance is the perpendicular distance between two successive planes on a family (hkl).
The d422 interplanar spacing in an FCC metal is 0.083397 nm. (a) What is its lattice constant a? (b) What is the atomic radius of the metal? (c) What could this metal be?
For all orthogonal crystal systems (orthorhombic, tetragonal, cubic) the interplanar distance of a lattice plane with Miller indices is: d=1./sqrt(h^2/a^2 + k^2/b^2 + l^2/c^2). This holds for each of the possible Bravais lattices in these systems. Thus all reflections h,k,l exist.18-Dec-2020