31902 Space lattice of \(Ca{F_2}\) is

31903 For bcc cubic  coordination the value of radius ratio is

31904 How many space lattices are obtainable from the different crystal systems

31905 Example of unit cell with crystallographic dimensions \(a \ne b \ne c,\,\,\alpha = \gamma = {90^o},\,\,\beta \ne {90^o}\) is

31902 Space lattice of \(Ca{F_2}\) is

31903 For bcc cubic  coordination the value of radius ratio is

31904 How many space lattices are obtainable from the different crystal systems

31905 Example of unit cell with crystallographic dimensions \(a \ne b \ne c,\,\,\alpha = \gamma = {90^o},\,\,\beta \ne {90^o}\) is

31902 Space lattice of \(Ca{F_2}\) is

31903 For bcc cubic  coordination the value of radius ratio is

31904 How many space lattices are obtainable from the different crystal systems

31905 Example of unit cell with crystallographic dimensions \(a \ne b \ne c,\,\,\alpha = \gamma = {90^o},\,\,\beta \ne {90^o}\) is

31902 Space lattice of \(Ca{F_2}\) is

31903 For bcc cubic  coordination the value of radius ratio is

31904 How many space lattices are obtainable from the different crystal systems

31905 Example of unit cell with crystallographic dimensions \(a \ne b \ne c,\,\,\alpha = \gamma = {90^o},\,\,\beta \ne {90^o}\) is