Homework Help is Here – Start Your Trial Now!
Science
Advanced Physics
Quartz has hexagonal 32 point group symmetry. Its unit cell dimensions are a = 4.914 Å and c = 5.405 Å. It is uniaxial and optically positive. The refractive indices of the slow and fast rays are 1.553 and 1.544, respectively. What is the angle, a, between the ordinary and extraordinary rays? tan(a + 0) = [nw²/ne²]. [cos(90-0)/sin(90-0)]

Quartz has hexagonal 32 point group symmetry. Its unit cell dimensions are a = 4.914 Å and c = 5.405 Å. It is uniaxial and optically positive. The refractive indices of the slow and fast rays are 1.553 and 1.544, respectively. What is the angle, a, between the ordinary and extraordinary rays? tan(a + 0) = [nw²/ne²]. [cos(90-0)/sin(90-0)]

icon
Related questions
Question
Quartz has hexagonal 32 point group symmetry. Its unit cell dimensions are a = 4.914 Å and c = 5.405 Á. It is uniaxial and optically positive. The refractive indices of the slow and fast rays are 1.553 and 1.544, respectively. What is the angle, a, between the ordinary and extraordinary rays? tan(a + 0) = [nw?/ng21.[cos(90-0)/sin(90-0)]
Transcribed Image Text:Quartz has hexagonal 32 point group symmetry. Its unit cell dimensions are a = 4.914 Å and c = 5.405 Á. It is uniaxial and optically positive. The refractive indices of the slow and fast rays are 1.553 and 1.544, respectively. What is the angle, a, between the ordinary and extraordinary rays? tan(a + 0) = [nw?/ng21.[cos(90-0)/sin(90-0)]
Expert Solution
steps

Step by step

Solved in 2 steps

SEE SOLUTIONCheck out a sample Q&A here
Blurred answer