A plane in a simple cubic crystal lattice with a unit cell parameter of 2.6 Å, intercepts the crystal axes a and b at 3 and 2 respectively, and is parallel to the axe c. 1. Determine the Miller Indices(hkl) for the plane.   2. Calculate the smallest  diffraction angle for the plane in part a, given that λ = 1.5 Å   3. Assuming the substance crystallize in a body centered cubic lattice, determine the density of the substance. Assume that the solid substance is Europium.

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A plane in a simple cubic crystal lattice with a unit cell parameter of 2.6 Å, intercepts the crystal axes a and b at 3 and 2 respectively, and is parallel to the axe c.

1. Determine the Miller Indices(hkl) for the plane.

 

2. Calculate the smallest  diffraction angle for the plane in part a, given that λ = 1.5 Å

 

3. Assuming the substance crystallize in a body centered cubic lattice, determine the density of the substance. Assume that the solid substance is Europium.

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