Laue condition

Laue condition

[′lau̇·ə kən‚dish·ən]
(crystallography)
The condition for a vector to lie in a Laue plane: its scalar product with a specified vector in the reciprocal lattice must be one-half of the scalar product of the latter vector with itself.
References in periodicals archive ?
Thus, we determine the approximate solution (1) in the region of the Bragg maximum when the Laue condition [[kappa].sub.0] [+ or -] h = [[kappa].sub.h] is satisfied.