Question:medium

The correct order of energies of molecular orbitals of N2 molecule, is

Updated On: May 2, 2026
  • σ1s<σ*1s<σ2s<σ*2s<σ2pz<(π2px =π2py)<(π*2px=π*2py)<σ*2pz

  • σ1s<σ*1s<σ2s<σ*2s<σ2pz<σ*2pz<(π2px=π2py)<(π*2px=π*2py)

  • σ1s<σ*1s<σ2s<σ*2s<(π2px=π2py)<(π*2px=π*2py)<σ2pz<σ*2pz

  • σ1s<σ*1s<σ2s<σ*2s<(π2px=π2py)<σ2pz<(π*2px=π*2py)<σ*2pz

Show Solution

The Correct Option is D

Solution and Explanation

The problem requires us to determine the correct order of molecular orbital energies for the nitrogen molecule (N2). To solve this, we need to understand the molecular orbital theory, especially as it applies to diatomic molecules like N2. The molecular orbital (MO) diagram helps us to predict the energy levels of the orbitals.

For diatomic molecules like N2 (which have a lower atomic number, specifically lower than oxygen in the periodic table), the energy order of the molecular orbitals is slightly different from that in molecules like O2 and F2. This is due to the σ-π crossover phenomenon. For N2 specifically, the order of orbitals is as follows:

  1. σ1s
  2. σ*1s
  3. σ2s
  4. σ*2s
  5. π2px = π2py
  6. σ2pz
  7. π*2px = π*2py
  8. σ*2pz

Let's break down why this is the correct order:

  • The 1s orbitals (σ1s and σ*1s) are the core orbitals and are the lowest in energy.
  • The 2s orbitals (σ2s and σ*2s) follow the 1s orbitals as they are the next available lower energy orbitals.
  • For nitrogen (and lighter diatomic molecules), the π2p orbitals (π2px and π2py) are lower in energy than the σ2pz orbital due to less effective overlap and lower energy.
  • Next, we have the σ2pz orbital, which has a higher energy level than the π2p orbitals because of greater overlap along the internuclear axis.
  • Finally, the π*2px and π*2py antibonding orbitals precede the σ*2pz antibonding orbital in terms of increasing energy because antibonding orbitals are generally higher in energy.

Hence, the correct order of energies of molecular orbitals of an N2 molecule is:

σ1s < σ*1s < σ2s < σ*2s < (π2px = π2py) < σ2pz < (π*2px = π*2py) < σ*2pz

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