- Q 1 A The Radial Wave Function For The Case Of Hydrogen Atom Is Given By 1 Rn P E Pv P Where V P Coop 1 (76.63 KiB) Viewed 27 times
Q.1. (a). The radial wave function for the case of Hydrogen atom is given by 1 Rn² = ² p²+¹ e-PV (p), where V (p) = coop
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Q.1. (a). The radial wave function for the case of Hydrogen atom is given by 1 Rn² = ² p²+¹ e-PV (p), where V (p) = coop
Q.1. (a). The radial wave function for the case of Hydrogen atom is given by 1 Rn² = ² p²+¹ e-PV (p), where V (p) = coop and n = max +1+1. Find normalized Radial wave function 240-312-10- √24 a R21 TI = En where p= ia a function of Boher radius a. (7+8) an (b). The expresion for the eigen energies of the Hydrogen atom is given by -e-r/2a 11 m e² 2ħ2 4760 " 27 1 n²¹ and the enegry of the first wave function is given by E₁ = -13.6eV find E3.