Assuming the equilibrium separation of two atoms to be 2.8 A and dissociation energy (energy which will be given out in the process of the formation of a crystal by bringing neutral atoms from infinity to the position of equilibrium or it is defined as the energy required to separate the atoms from equilibrium separation to an infinite distance) is 8xl0 the expression of potential energy U(r) = J. Calculate the value of A and B in B
Assuming the equilibrium separation of two atoms to be 2.8 A and dissociation energy (energy which will be given out in the process of the formation of a crystal by bringing neutral atoms from infinity to the position of equilibrium or it is defined as the energy required to separate the atoms from equilibrium separation to an infinite distance) is 8xl0 the expression of potential energy U(r) = J. Calculate the value of A and B in B
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Transcribed Image Text:Assuming the equilibrium separation of two atoms to be 2.8 A and dissociation energy (energy
which will be given out in the process of the formation of a crystal by bringing neutral atoms from
infinity to the position of equilibrium or it is defined as the energy required to separate the atoms
from equilibrium separation to an infinite distance) is 8xl0
the expression of potential energy U(r) =
J. Calculate the value of A and B in
B
%3D
Select one:
a. A=9921.8 ev.A
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, B=21.38 ev.A
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b. A=6611.5 ev.A
B=15.75 ev.A
C. A=1122.7 eV.A
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B=13.24 eV.A
d. A=8134.5 eV.A
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B=16.51 eV.A
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