Unformatted text preview: plane with and axes. Then, find the components of two vectors in the plane by connecting two intersection points at a time. Finally, show what both these vectors are perpendicular to the direction. You can use the following formula to find the angle between two arbitrary directions (or vectors) and . 25 points 4. Assuming the crystal structure to be cubic, find the Miller indices for the two planes and a vector shown below. For each of the two planes, find the miller indices of the perpendicular direction to the plane ( Hint: use the results of Problem 3 ). 25 points...
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- Fall '07
- Crystallography, Cubic crystal system, Reciprocal lattice, body-centered cubic lattice, GEORGIA INSTITUTE OF TECHNOLOGY School of Electrical and Computer Engineering ECE