Figure 3. Double delta-function potential. X +a V(x) 2. Consider the symmetric, attractive double delta function potential illustrated in Fig. 3 where α is a positive constant. There are two lengths...

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Figure 3. Double delta-function potential. X +a V(x) 2. Consider the symmetric, attractive double delta function potential illustrated in Fig. 3 where α is a positive constant. T 2. (continued) (b) What are the approximate energies (or is the energy) of the bound state or states in the situation describ

Figure 3. Double delta-function potential. X +a V(x)
2. Consider the symmetric, attractive double delta function potential illustrated in Fig. 3 where α is a positive constant. There are two lengths in this problem, the separation between the delta functions, 2a, and the decay lengthK-1-쁩)" of the wave function for an attractive delta function potential. [Note: In this problem, you may not need much math, but explain clearly the reasoning for your answers.] (a) How many bound states do you expect if a>>K? Sketch clearly the wave function or functions. (continued on the next page)
2. (continued) (b) What are the approximate energies (or is the energy) of the bound state or states in the situation described in part (a). (c) How many bound states do you expect in the limit that Ka -0 and why? What is the energy (or are the energies) of the bound state or states?

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Answer 1

Answer #1

ARUN PAGE NO DATE na 2 かた土。 du2 メn : BC 个Yaad er ARIN ARUNS PAGE NO tr-f mveo 丨 (9) 2 2 % (q) 2. 끗k 2 cka M2-0 17 C. ARUNS ARUNs PAGE NO al (oth 2 2 もw-h een 119 Aeko ARUNS PAGE NO LATE d C coth dy y- < 2 그mal. fo 기ka) 卡, please we careful ,i had changed notation.if you have any doubt comment me. thank you.

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Answer 2

Figure 3. Double delta-function potential. X +a V(x) 2. Consider the symmetric, attractive double delta function potential illustrated in Fig. 3 where α is a positive constant. There are two lengths...

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Figure 3. Double delta-function potential. X +a V(x) 2. Consider the symmetric, attractive double delta function potential illustrated in Fig. 3 where α is a positive constant. There are two lengths...

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Figure 3. Double delta-function potential. X +a V(x) 2. Consider the symmetric, attractive double delta function potential illustrated in Fig. 3 where α is a positive constant. There are two lengths...

Homework Answers

Add Answer to: Figure 3. Double delta-function potential. X +a V(x) 2. Consider the symmetric, attractive double delta function potential illustrated in Fig. 3 where α is a positive constant. There are two lengths...

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Earn Coins

*Problem 2.27 Consider the double delta-function potential V (x) -α[6(x + a) + δ( )], x-...

3. This problem relates to the bound states of a finite-depth square well potential illustrated in...

1. A particle of mass m moves in the one-dimensional potential: x<-a/2 x>a/2 Sketch the potential....

Problem 4.1 - Odd Bound States for the Finite Square Well Consider the finite square well...

Add Answer to:
Figure 3. Double delta-function potential. X +a V(x) 2. Consider the symmetric, attractive double delta function potential illustrated in Fig. 3 where α is a positive constant. There are two lengths...