Description
I have done most parts of this problem. it is just the last part where I have to find the relationship between E and A in the Equation.
Use the Equation 7.9 that I have wrote it into the homework paper to show the relationship between E and A. Look at the outline on how to get the relationship between E and A.
It won't take long. Moreover, I have attached my answer until the last part which I want you to answer. Moreover, I have attached the question.
Unformatted Attachment Preview
7.5
Hov
ika
KX
Ae
U
SARE (C&DJ
E
E
& Botha
I
拉
U=0
Xsa
x=L
Region 1 I
2ME
t²
P 岁
2 m
ち 7² d²
d²4
E
El 요 부
dx?
d x²
іх
1 кх
4 / (x) = A e + Bé
incident
Walle
The reflected
ware
Region II
Positive ke
9
2
ħ da
d² L
dx²
2m dx?
+ U YI = E LOS
am (U-E)
古
V
-K₂X
+4₂X
y (x = cé
+ De
Region II
You (x) = E piker
2
Transmission =P
cofficient
P=
A
A1 1+ TECUE)
This is equation T.
u²
HT ECU-E) Sam h (kel
Find a relationship between E&A
Use equation 7,9 in the text.
* outline: How to get Equat, an 7.9
Be at X = o relates. A, B with c, p
B B c at x = L relates c o with &
alle Solve sinulta degusty to eliminate B, C,D
5. (a) Tunneling of particles through barriers that are
high or wide (or both) is very unlikely. Show that for a
square barrier with
2mUL
>> 1
龙?
and particle energies well below the top of the
barrier (E
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