Which quantum number does not follow the solutions of Schrodinger wave equation?
Table of Contents
- 1 Which quantum number does not follow the solutions of Schrodinger wave equation?
- 2 Which quantum number is not related with?
- 3 Which quantum number is not related with equation?
- 4 What is the total number of orbitals associated with third shell?
- 5 Which set of quantum numbers Cannot occur together to specify an orbital?
Which quantum number does not follow the solutions of Schrodinger wave equation?
Spin quantum number
Spin quantum number does not follow from the solutions of Schrodinger wave equation.
Which quantum numbers are obtained from Schrodinger wave equation?
Schrödinger’s approach requires three quantum numbers (n, l, and ml) to specify a wavefunction for the electron. The quantum numbers provide information about the spatial distribution of an electron.
The quantum numbers are – Principal (n), Azimuthal (l) and Magnetic (ml). Spin quantum number (ms) is not associated with Schrodinger equation. The spin quantum number is associated with the spin of the electron.
Which quantum number is not possible?
The value of spin quantum number can never be a zero, because electrons always have spin either positive or negative. Hence, n = 1, l = 0, ml = 0, ms = 0, this set of quantum number is not possible.
The quantum numbers are – Principal (n), Azimuthal (l) and Magnetic (ml). Spin quantum number (ms) is not associated with Schrodinger equation. The spin quantum number is associated with the spin of the electron.
Which of the following is not linked with the solution of atomic Schrodinger equation?
According to wave. orbitals can be expressed by wave functions. (v is) which represent the amplitude of the. electron waves.
What is the total number of orbitals associated with third shell?
9 orbitals
Hence, the 9 orbitals are associated with the 3rd orbit i.e. one s, three p, and five d orbitals.
Which of the following orbitals are not possible?
1p, 2s, 3f and 4d. (i) The first shell has only one sub-shell, i.e., 1s, which has only one orbital, i.e., 1s orbital. Therefore, 1p orbital is not possible.
Which set of quantum numbers Cannot occur together to specify an orbital?
Therefore, the set a) n = 3; ℓ= -3; mℓ = 0 cannot occur together to specify an orbital.
What are quantum numbers Class 11?
Quantum numbers may be defined as a set of 4 numbers with the help of which we can get complete information about all the electrons in an atom, i.e. location, energy, the type of Orbital occupied, space and orientation of that orbital.