V = {0, (0 < x < a, 0 s y Sa) {00, other values of x and y Answer for the particle with mass m under the effect of the potential defined as: a) Find the energy eigenvalues and eigenfunctions of the particle using the Schrödinger Wave Equation. Most Determine the energies of the first three low-energy states. Discuss whether these situations are degenerate.

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a 2 - | 3- Paint
Dosya
Giris
Görünüm
X Kes
Anahat
Doldur
t Kirp
NODO 4/
Kopyala
O Yeniden boyutlandır
Seç
Yapıştır
.19 Firçatar
A Döndür
Pano
Resim
Araçlar
Sekiller
V = {0, (0 < x S a, 0 s ysa)
{0o, other values of x and y
Answer for the particle with mass m under the effect
of the potential defined as:
a) Find the energy eigenvalues and eigenfunctions of
the particle using the Schrödinger Wave Equation. Most
Determine the energies of the first three low-energy
states.
Discuss
whether these
situations
are
degenerate.
b) Too small to system
H' = 8xy
By applying Perturbation Theory in
perturbation (where & is a small number) and
2nd order energy for the ground state considering only
the first three states with the lowest energy
case
of
calculate the correction term.
g 665 x 601px
6 Boyut: 66,7KB
Transcribed Image Text:a 2 - | 3- Paint Dosya Giris Görünüm X Kes Anahat Doldur t Kirp NODO 4/ Kopyala O Yeniden boyutlandır Seç Yapıştır .19 Firçatar A Döndür Pano Resim Araçlar Sekiller V = {0, (0 < x S a, 0 s ysa) {0o, other values of x and y Answer for the particle with mass m under the effect of the potential defined as: a) Find the energy eigenvalues and eigenfunctions of the particle using the Schrödinger Wave Equation. Most Determine the energies of the first three low-energy states. Discuss whether these situations are degenerate. b) Too small to system H' = 8xy By applying Perturbation Theory in perturbation (where & is a small number) and 2nd order energy for the ground state considering only the first three states with the lowest energy case of calculate the correction term. g 665 x 601px 6 Boyut: 66,7KB
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