The kinetic energy operator in 3-D is: O a. ħ 2m T=- Ob.. T= O d. F2 2 OC. 0₁₁ π = " 2m -h 2m ħ2 → T= V 2m D2 ² For a given quantum particle (p²)=a²ħ² and = 0. The uncertainty in momentum for this particle is: ○a.a²ħ² Ob.aħ O c. 2a F Od.-aħ
The kinetic energy operator in 3-D is: O a. ħ 2m T=- Ob.. T= O d. F2 2 OC. 0₁₁ π = " 2m -h 2m ħ2 → T= V 2m D2 ² For a given quantum particle (p²)=a²ħ² and = 0. The uncertainty in momentum for this particle is: ○a.a²ħ² Ob.aħ O c. 2a F Od.-aħ
University Physics Volume 3
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Chapter7: Quantum Mechanics
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Problem 62P: Vibrations of the hydrogen molecule H2 can be modeled as a simple harmonic oscillator with the...
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![The kinetic energy operator in 3-D is:
O a.
O b.
Î=-
T=
OCT=-
O d.
T=
ħ
2m
ħ
2m
2
2
ħ
2m
ħ
2m
D2
D2
For a given quantum particle (p²)=a²ħ² and <p>: = 0. The uncertainty in momentum for this particle is:
○a. a ²ħ²
Ob.aħ
О с. 2а ћ
O d.-aħ](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F72c7159f-3b03-4f5f-9cb8-6776c4b093c7%2Ff35a15eb-029e-448e-90ca-4d1ce76719ff%2Fazi9yd_processed.png&w=3840&q=75)
Transcribed Image Text:The kinetic energy operator in 3-D is:
O a.
O b.
Î=-
T=
OCT=-
O d.
T=
ħ
2m
ħ
2m
2
2
ħ
2m
ħ
2m
D2
D2
For a given quantum particle (p²)=a²ħ² and <p>: = 0. The uncertainty in momentum for this particle is:
○a. a ²ħ²
Ob.aħ
О с. 2а ћ
O d.-aħ
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