Question

angular part of wave function for 2p orbital is​

Answer 1

Answer:

e = 2.71828 approximately. Z = effective nuclear charge for that orbital in that atom. ρ = 2Zr/n where n is the principal quantum number (2 for the 2p orbitals)

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Table of equations for the 2p orbital.

Function Equation

Radial wave function, R2p = (1/2√6) × ρ × Z3/2 × e-ρ/2

Angular wave function, Y2px = √(3)x/r × (1/4π)1/2

Explanation:

Answer 2

Answer:

approximately e = 2.71828

Z = effective nuclear charge for that orbital in that atom.

ρ = 2Zr/n where n is the principal quantum number (2 for the 2p orbitals)

Radial wave function, R2p = (1/2√6) × ρ × Z3/2 × e-ρ/2

Angular wave function, Y2px = √(3)x/r × (1/4π)1/2

Explanation:

1.Radial wave functions for a given atom depend only upon the distance, r from the nucleus. Ψ=16π 1(a01)3/2[(x−1)(x2−8x+12)]e−x/2. where, x=2r/a0; a0= radius of first Bohr orbit.

2. waves such as those of sound, a wave function, designated by the Greek letter psi, Ψ, may be thought of as an expression for the amplitude of the particle wave (or de Broglie wave), although for such waves amplitude has no physical significance.

3.The angular wavefunction describes the spherical harmonics of the electron's motion. Because orbitals are a cloud of the probability density of the electron, the square modulus of the angular wavefunction influences the direction and shape of the orbital