Particles in these materials have quasimomenta proportional to their wavevectors, which exist in the reciprocal space used to describe their structure.
Particles in these materials have quasimomenta proportional to their wavevectors, which exist in the reciprocal space used to describe their structure. The Hall-Petch relationship describes how to strengthen these materials by altering their grain boundaries. Symmetries of these materials are described by space groups, while Burgers vectors describe the magnitude and direction of dislocations in them. Miller indices denote planes in the Bravais (*) lattices that describe translational symmetries in these substances. Their fundamental unit is called the unit cell, and may be body- or face-centered cubic. For 10 points, name these solids which are made up of ordered arrangements of atoms.
Particles in these materials have quasimomenta proportional to their wavevectors, which exist in the reciprocal space used to describe their structure.
crystals [or crystal lattices; prompt on periodic media; prompt on lattices until it is read]