Question
Question: Among the following molecules, N-Si bond length is shortest in: (a) \( N{(Si{H_3})_3} \) (b) \(...
Among the following molecules, N-Si bond length is shortest in:
(a) N(SiH3)3
(b) N(SiH3)2
(c) NH2(SiH3)
(d) All have equal N-Si bond length
Solution
In Chemistry, Bond length is defined as the average distance between the centers or the nuclei of two bonded atoms. In molecules having N-Si bonds, back bonding occurs. Back bonding is the type of bonding that occurs between two atoms which are adjacent to each other; one having a lone pair of electrons while the other has a vacant orbital. The stronger the back bond, the smaller the bond length.
Complete answer:
In back bonding, A weaker π−bond is formed, since the two atoms already have a sigma bond (σ−bond). The π−bond is formed due to sideways overlap between the filled orbital of one atom and the vacant orbital of the other atom. π−character is exhibited by the bond due to its formation after σ−bond.
In the case of molecules having N-Si bonds, N atom has an electron pair in 2pπ orbital while the Si atom has a vacant orbital 2dπ. Hence, π−back bonding occurs in the N-Si bond. When the number of Si atoms bonded to a N atom increases, the distribution of the electron pair occurs, due to which back bonding occurs to a lesser effect. Hence, the π−bond formed is not strong, and correspondingly the π−characteristic decreases. A direct effect of decrease in π−characteristic is the increase in the bond-length.
Accordingly, the decreasing order of bond length will be N(SiH3)3>N(SiH3)2>NH2(SiH3). Therefore, among the given molecules, N-Si bond length is shortest in (c) NH2(SiH3).
Note:
Back bonding is considered as intermolecular Lewis acid-base interaction being a π−bond. It is seen that back bonding is most effective between the following orbital pairs: 2p−2p, 2p−3p, 2p−3d and the extent of overlapping is in the order: 2p−2p> 2p−3d >2p−3p. It has also been observed that back bonding does not occur between a certain pair of orbitals, the pair being dx2 and dx2−y2.