SIMPLE|CUBIC|FCC|BCC STRUCTURE AND THEIR DENSITY

Crystal Systems|Geometry Of A Cube|Simple Cubic|Body Centred Cubic (B.C.C) Cell|Face Centred Cubic (F.C.C) Cell|OMR

The unit of an element of atomic mass 96 and density 10.3 g cm^(-3) is a cube with edge length of 314 pm. Find the structure of the crystal lattice (simple cubic, FCC or BCC) (Avogadro's constant , N_0 = 6.023 xx 10^(23) mol^(-1))

Total number of lattice points in SCC, BCC and FCC unit cell are respectively :-

निबिड़ संकुलन|BCC व्यवस्था |HCP व्यवस्था |FCC व्यवस्था |Summary

A metal crystallise into two cubic phases FCC and BCC whose unit cell lengths are 2.5 and 2.0 A^0 respectively, the ratio of densities of BCC and FCC

Iron occurs as BCC as well as FCC unit cell. If the effective radius of an atom of iron is 124 pm, compute the density of iron in both these structures.

Coodination number in unit cell of Simple Cubic| Body Centred Cubic and Face Centred Cubic | Problems related to Density | Characteristics of HCP unit Cell

A metal can be crystallized in both BCC and FCC unit cells whose edge lengths are 2 pm and 4 pm respectively. Then ratio of densities of FCC and BCC unit cells is