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Which of the following is the correct el...

Which of the following is the correct electronic configuration in octahedral complex with `d^4` configuration?

A

`t_(2g)^4, e_g^0`, `triangle_0 lt P`

B

`t_(2g)^3, e_g^1`, `triangle_0 gt P`

C

`t_(2g)^2, e_g^2`, `triangle_0 lt P`

D

`t_(2g)^3, e_g^1`, `triangle_0 lt P`

Text Solution

AI Generated Solution

The correct Answer is:
To determine the correct electronic configuration for an octahedral complex with a `d^4` configuration, we need to consider the influence of crystal field splitting and pairing energy on the arrangement of electrons in the d-orbitals. ### Step-by-Step Solution: 1. **Understand the d-orbital splitting in octahedral complexes**: In an octahedral field, the five d-orbitals split into two sets: the lower energy set (t2g) which consists of three orbitals, and the higher energy set (eg) which consists of two orbitals. 2. **Identify the number of electrons**: For a d^4 configuration, we have four electrons to place in the d-orbitals. 3. **Consider the splitting energy vs pairing energy**: The arrangement of electrons depends on the relative values of the splitting energy (Δ) and the pairing energy (P). - If Δ < P (splitting energy is less than pairing energy), electrons will occupy the t2g orbitals before pairing occurs. - If Δ > P (splitting energy is greater than pairing energy), electrons will pair up in the t2g orbitals before occupying the eg orbitals. 4. **Evaluate the options**: - **Option 1**: t2g4 eg0 (implies all four electrons are in t2g, which is possible only if Δ < P). - **Option 2**: t2g3 eg1 (implies three electrons in t2g and one in eg, which is possible if Δ > P). - **Option 3**: t2g2 eg2 (implies two electrons in t2g and two in eg, which is not possible for d^4). - **Option 4**: t2g3 eg1 (implies three electrons in t2g and one in eg, which is possible if Δ > P). 5. **Determine the correct configuration**: - If we assume Δ < P, the configuration would be t2g4 eg0. However, this is not a stable configuration as it would lead to high electron repulsion. - If we assume Δ > P, the configuration would be t2g3 eg1, which is a stable arrangement as it minimizes electron repulsion and adheres to the rules of crystal field theory. 6. **Conclusion**: The correct electronic configuration for a d^4 octahedral complex is **t2g3 eg1** when the splitting energy is greater than the pairing energy. ### Final Answer: The correct electronic configuration in an octahedral complex with d^4 configuration is **t2g3 eg1**.
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Knowledge Check

  • Gadolinium belongs to 4f series. It's atomic number is 64. Which of the following is the correct electronic configuration of gadolinium ?

    A
    [Xe] `4f^(3) 5d^(5)6s^(2)`
    B
    `[Xe]4f^(7)5d^(2)6s^(1)`
    C
    `[Xe] 4f^(7) 5d^(1)5s^(2)`
    D
    `[Xe] 4f^(8) 5d^(6) 5s^(2)`
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