Draw the following:

 A) Draw the (111), (110), and (100) planes of copper and place the atoms on each so that they touch. If one builds these planes with solid spheres, and places a similar sphere on top of them, on which plane could one move the sphere with least resistance? In what direction would it move with least resistance? 

B) Draw all the directions of the  family and give the Miller indices of each.

 

C) Draw the (100) and the (200) planes of the BCC and FCC structures and draw the centers of the atoms that sit on them.

 

D) What are the Miller indices of directions that form the intersections of the colored planes of Figure 3.15 with the cubes?

 

 

(100) The (100) plane (101) The (101) plane The (122) plane. The origin is shifted on all three axes. (111) The (111) plane (0.0.0) The (110) plane, origin moved to the right. (133) The (133) plane intersects the x axis at 1 and the y and z axes at 1/3.