What is the relationship between radius and edge length of a body centred
Answers
Answered by
1
hye mate .
Atoms on body diagonal are in contact with each other
i. e.
Length of body diagonal = r + 2r + r = 4r
Also, body diagonal =
4r = √3 a
Or
In the BCC lattice, atoms are at the corners and an extra atom is at the centre ( the point of intersection of the body diagonals).If l is the edge length, then a body diagonal is l√3, and the atom at the centre of the cube is at a distance of l√3/2 from the atoms at the corners.The nearest atoms touch each other, so 2*r =l√3/2. => r = l√3/4.
plz mark brainliest
Atoms on body diagonal are in contact with each other
i. e.
Length of body diagonal = r + 2r + r = 4r
Also, body diagonal =
4r = √3 a
Or
In the BCC lattice, atoms are at the corners and an extra atom is at the centre ( the point of intersection of the body diagonals).If l is the edge length, then a body diagonal is l√3, and the atom at the centre of the cube is at a distance of l√3/2 from the atoms at the corners.The nearest atoms touch each other, so 2*r =l√3/2. => r = l√3/4.
plz mark brainliest
gs8556261:
Please write it clear
Similar questions