A primitive cell (also known as a simple cell) is a unit cell that contains only one lattice point. This lattice point is considered to be at the corners of a 3D unit cell. In other words, each corner of the primitive unit cell is shared by 8 adjacent unit cells. Since the corners are shared, the total number of lattice points contributed by each of the 8 corners is:
\(8 \times \frac{1}{8} = 1\)
Therefore, a primitive cell contains only one lattice point per unit cell. Simple cubic structures are examples of primitive cells.
In contrast, body-centered and face-centered unit cells have more than one lattice point per unit cell since there are lattice points at the cell centers or faces as well as the corners.
Consider the following statements:
(A) Availability is generally conserved.
(B) Availability can neither be negative nor positive.
(C) Availability is the maximum theoretical work obtainable.
(D) Availability can be destroyed in irreversibility's.