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In: Physics
Correction to earlier question: Via the Born Oppenheimer Approximation, How do you go about solving for...
Correction to earlier question: Via the Born Oppenheimer Approximation, How do you go about solving for the wave function of H2+ and H2, once you've constructed the electronic schrodinger eq?
Solutions
Expert Solution
I've given here the whole process for evaluation of wavefunction in both cases from Born-Oppenheimer approximation.
genius_generous answered 2 years agoRelated Solutions
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By describing the underlying principles of Hartree-Fock theory
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1) Discuss the role of the Born–Oppenheimer approximation in the calculation of a molecular potential energy...
1) Discuss the role of the Born–Oppenheimer approximation in the
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Please answer these TRUE or FALSE questions. 1. True or False. The Born-Oppenheimer approximation accounts for...
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1. True or False. The Born-Oppenheimer approximation accounts
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2. True or False. Tunneling is one way to approximate the
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How do you go about solving for the wave function of H2+ and H2, once you've...
How
do you go about solving for the wave function of H2+ and H2, once
you've constructed the electronic schrodinger eq?
Not really sure how to go about solving for the specific heat of the steel cube....
Not really sure how to go about solving for the specific heat of
the steel cube.
My data is written in the table. Given value for calorimeter cup
was 0.27
Law of Heat Exchange
Test specimen
Wt. empty cup
Wt. cup w/ water
Wt. water
Wt. metal
Tc
Th
Tf
Specific heat
Steel cube
3.13 g
124.83 g
121.7 g
257.93g
22.4
85.8
29
?
Basically for the procedure we first heated a steel cube in
boiling water. Then filled...
Describe the continuity correction (covered in an earlier course unit), and explain how, when, and why...
Describe the
continuity correction
(covered in an earlier course unit), and explain how, when, and why
it is used in statistics. Don't limit your thinking to the most
common example given of this corrective step: approximation of
binomials using the Normal distribution. While that is an example
of such a correction, it is only one example. (Hint: You could
compare the development of this correction logic for discrete
distributions to the use of integration against continuous
distributions.) Discuss the more...
Describe the continuity correction (covered in an earlier course unit), and explain how, when, and why...
Describe the continuity correction (covered in an
earlier course unit), and explain how, when, and why it is used in
statistics. Don't limit your thinking to the most common example
given of this corrective step: approximation of binomials using the
Normal distribution. While that is an example of such a correction,
it is only one example. (Hint: You could compare the development of
this correction logic for discrete distributions to the use of
integration against continuous distributions.) Discuss the more...
Describe the continuity correction (covered in an earlier course unit), and explain how, when, and why...
Describe the continuity correction (covered in an
earlier course unit), and explain how, when, and why it is used in
statistics. Don't limit your thinking to the most common example
given of this corrective step: approximation of binomials using the
Normal distribution. While that is an example of such a correction,
it is only one example. (Hint: You could compare the development of
this correction logic for discrete distributions to the use of
integration against continuous distributions.) Discuss the more...
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