Chapter 12, Problem 23E

Interpretation Introduction

Interpretation:

The kind of three-dimensional primitive lattice that has a unit cell where none of the internal angles is $90°$ is to be predicted

Concept introduction: The cubic lattice is made up of lattice points. Lattice points are basically building blocks of crystal lattice and are known as unit cells. In the primitive lattice the unit cells are present on eight corners and all the angles are right angles. There are total seven type of crystal systems are present.

To determine: If the orthorhombic primitive lattice has a unit cell where none of the angles is $90°$ .