Q2) [5pts] Use the Gaussian trial function e-bx². to obtain the lowest upper bound on the ground-state energy of the linear potential: V(x) = a |x|, and show that this Emin is 1/3 E min - 3 ħ²a² 2\ 2mm (1) Find A. (2) Find and , and then (3) Find Emin
Q2) [5pts] Use the Gaussian trial function e-bx². to obtain the lowest upper bound on the ground-state energy of the linear potential: V(x) = a |x|, and show that this Emin is 1/3 E min - 3 ħ²a² 2\ 2mm (1) Find A. (2) Find and , and then (3) Find Emin
Related questions
Question
![Q2) [5pts] Use the Gaussian trial function e-bx². to obtain the lowest upper bound on
the ground-state energy of the linear potential: V(x) = a |x|, and show that this Emin is
1/3
E
min
-
3 ħ²a²
2\ 2mm
(1) Find A.
(2) Find <T> and <V>, and then <H>
(3) Find Emin](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F2b3e381a-1f01-48c5-9c92-f98b57b60813%2F0dbad81f-a665-4a42-ab2d-7010cf35154c%2Fmfnl6g_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Q2) [5pts] Use the Gaussian trial function e-bx². to obtain the lowest upper bound on
the ground-state energy of the linear potential: V(x) = a |x|, and show that this Emin is
1/3
E
min
-
3 ħ²a²
2\ 2mm
(1) Find A.
(2) Find <T> and <V>, and then <H>
(3) Find Emin
AI-Generated Solution
Unlock instant AI solutions
Tap the button
to generate a solution