Geometrical frustration is a phenomenon in condensed matter physics in which the geometrical properties of the atomic lattice forbid the existence of a unique ground state. The most important consequence of this is that the entropy of the system does not go to zero at absolute zero. An example of a geometrically frustrated material is ordinary water ice, which as a residual entropy of around 3.40 J/K/mol.
Example Usage of Geometrical
sophiepophie: There is so much to take in for Geometrical applications of calculus!
twinklesnow: Geometrical patterns, like worms or trailers that float over your face. Although they are visible with your eyes open, when the eyes are
