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The Morse Potential gives a reasonable analytical representation for the internuclear potential in a diatomic molecule
V(x)=De(1-e-βx)2
For the diatomic molecule, H 35Cl, the equilibrium bond length is
Re = 1.275 â«
the dissociation energy is
De = 4.436 eV
and the vibrational constant Ïe is
Ïe = 2991 cm-1
a. What is the value of the dissociation constant of HCl in units of cm-1 and kJ/mol?
b. What are the values of ν and Ï?
c. Using a Taylor Series expansion about x=0, show that the harmonic force constant for the Morse potential is
d. Determine the value of β for H35Cl.
The Morse Potential gives a reasonable analytical representation for the internuclear potential in a diatomic molecule
V(x)=De(1-e-βx)2
For the diatomic molecule, H 35Cl, the equilibrium bond length is
Re = 1.275 â«
the dissociation energy is
De = 4.436 eV
and the vibrational constant Ïe is
Ïe = 2991 cm-1
a. What is the value of the dissociation constant of HCl in units of cm-1 and kJ/mol?
b. What are the values of ν and Ï?
c. Using a Taylor Series expansion about x=0, show that the harmonic force constant for the Morse potential is
d. Determine the value of β for H35Cl.
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