Question

Sketch within a cubic unit cell the (123) and (130) planes.

          Sketch within a cubic unit cell the (123) and (130) planes.
        

Added by Brian A.

University Physics with Modern Physics
University Physics with Modern Physics
Hugh D. Young 14th Edition
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Sketch within a cubic unit cell the (123) and (130) planes.
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Transcript

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00:01 Hello students, here we have to sketch cubic unit cell with the given miller indices value 1, 2, 0 and 2, 2, 1.
00:13 Let us consider first 1, 2, 0.
00:17 In order to sketch this, the value given is miller indices value.
00:27 Now to sketch cubic unit cell, we need intercept ratio or vs indices which is given by reciprocal of miller indices, 1 by 0 is infinite.
00:40 To sketch this, first let us consider one cube that is, so here we have cube in that first we add x -axis, y -axis and z -axis, x, y and here it will be z.
01:17 Now point the obtained intercept ratio x is 1, hence it will consider whole and y is 1 and y -axis is half, so point at this half and z is infinite, so that we can have like this structure that is we need to cover all x which is 1 and from y the line will pass like from the half and z is infinite, so z is taken as infinite...
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