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Euler construction

Euler construction. Spherical C 1 C 2 C 3 formed by pts where axes intersect sphere cos w = cos u cos v + sin u sin v cos W u = 180 - U v = 180 - V w = 180 -W cos w =. U = a /2. w. C 2. C 1. V = b /2. v. u. cos W + cos U cos V. sin U sin V. W = g /2. C 3.

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600 views • 27 slides

Crystal Systems

Crystal Systems. 6 Major Crystal Systems Cubic Tetragonal Orthorhombic Monoclinic Triclinic Hexagonal. Cubic. Three axes of equal length intersect at 90 degree angles Example would be Halite. Tetragonal. Three axes intersect at 90 degree angles. Two of the axes are equal in length

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703 views • 10 slides

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Monoclinic - PowerPoint PPT Presentation

Euler construction

Crystal Systems