DiatomicMoleculeEnergyLevelsEPSolnF2011

DiatomicMoleculeEnergyLevelsEPSolnF2011 - -e t-Ue)c<(V...

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MEEN 501 Energy Levels for Diatomic Molecules Example Problem Calculate the energy in cm-! and in Joules of the J = 20 rotational level in the v = 2 vibrational level ofthe XIL; electronic level ofthe N2 molecule, referenced to the bottom ofthe Morse potential for the XIL; level. What is the degeneracy ofthis level? Term T, W" W~XI! Dr a,. D" Molecule symbol (em I) (em ~1) (em I) (em 1) (em 1) (em-I) Xl~+ N2 g 0 2358.57 14.324 1.9982 0.0173 5.76 )( l0-6 a 31:+ 1I 50203.6 1460.64 13.872 1.4546 0.0180 6.15 x to- 6 b 3n !: 59619.4 1733.39 14.122 1.6375 0.0179 5.9 x 10-6 G(v) ~ Fv (J) e LL-{ SvtaAAy (!) ~( t/e. .d --:-( -== 0
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Unformatted text preview: -e. .. t-Ue)c-<? (V t-kYZ-+ . G C VJ ~ OV T 'L(J+I)2 Fv (J) ~ L IX.$ S \A. .""'-.' d -:;::-De r3 e. -c;-<6 () (p . q a _( Cw. CI/Vl-I g~-2(5o(e= /, q '5 '-f Cf C /N\ -I r:-(20) = /,t1t;;Lf-1 (20)(2/) v _ ~~7b'i(O-fo (ZD)2{Z/)"Z--( ~ FJ(70)-= '62(.06 -/.02--:::: ~ zo, 0 L/ C 01 -/ ~(e)v=:? J::;:2-0) 0-~---t:1 Z--=: 0 1-t) gob. t( 0 .J-~ Z tJ, () If I Ctf< -:=-0 0lr p. qL{ 0'I't-I ~(.e~X'L;~v-;2)J-:=-lO) -:= (;P0ZG,1Y: CAM-) (f."fp2 ro Ofc,<:(<(; X(o"75Y:r_ s )(z,'1'Q712%i;Vd o 6{>t Is) -::-It 31&YIt< (0 -(er T ,5 (e~X'L;)v-:::'7)T-;02o)~ z.J+f 'if--::0 r----===--J v:::: 2..-\-------1 v:; , V~O --~~~ Y'...
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This note was uploaded on 12/26/2011 for the course ME 501 taught by Professor Na during the Fall '10 term at Purdue.

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DiatomicMoleculeEnergyLevelsEPSolnF2011 - -e t-Ue)c<(V...

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