Which of the following statement is not true considering a cubic lattice system? are not perpendicular to each other b) Direction is parallel to plane (hkl), when uh+vk+wl=0 c) Direction is perpendicular to the plane (hkl) when u=h, v=k, w=l d) Two planes (hkl) and (abc) are perpendicular to each other if h=a, k=b, l=c

Which of the following statement is not true considering a cubic lattice system? are not perpendicular to each other b) Direction is parallel to plane (hkl), when uh+vk+wl=0 c) Direction is perpendicular to the plane (hkl) when u=h, v=k, w=l d) Two planes (hkl) and (abc) are perpendicular to each other if h=a, k=b, l=c Correct Answer The crystallographic plane (uvw) and crystallographic direction are not perpendicular to each other

Only for cubic lattice the crystallographic plane (uvw) and crystallographic direction are perpendicular to each other. Two planes (hkl) and (abc) are perpendicular to each other if: => ha+kb+lc=0.

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In a cubic crystal, atoms of mass M1 lie on one set of planes and atoms of mass M2 lie on planes interleaved between those of the first set. If C is the forte constant between nearest neighbour planes, the frequency of lattice vibrations for the optical phonon branch with wave vector k = 0 is