ATOMIC AND NUCLEAR PHYSICS PLEASE HELP ANSWER ALL THE QUESTIONS BELOW: (a) Using the Fermi gas model, calculate the energy of the lowest state for Thorium nucleus (Th). Hint: Use the nuclear radius R = RoA¹/3, where Ro=1.2 fm and A the atomic mass number. 3/3) 2/3 2N5/3 +25 -, where h is the Planck constant and m the atomic mass. m √2/3 +75/3 E-2 (²³) ² Consider the nucleus to be a sphere of volume V. (b) The nuclear binding energy B(Z.A), can be given by the following expression - a ₁ (2 - 4- ) ²₁ -² + (−1)² + (−1)ª 2 B(Z,A) ay A-as A2/3-acZ²A¹/3- ay = 15.85 MeV/2², as = 18.34 MeV/e², ac = 0.71 MeV/e² A = 92.8 MeV/e², ap=11.20 MeV/², apA-1/2 where Z is the nuclear charge. Calculate the energy required to remove one protons (S2) or neutrons (S2) from C nucleus.

icon
Related questions
Question
|
W
▶
W
File
Paste
16° |×15° |·14°|•13° |·12·1·11·1·10·1·9·1·8·1·7·1·6·1·5·1·4·1·3·1·2·1·1·1·|··1·1·20
Home
Insert Page Layout
Cut
Copy
Format Painter
Clipboard
* l
0
08:43 PM
2022-08-23 Page: 1 of 1 Words: 11
Calibri (Body)
T
BIU
14
References
T
I U abe X₂ X³
abe X, X²
Font
Α Α΄
A
Mailings
B-B-S ## T AaBbCcDc AaBbCcDc AaBbC AaBbCc AaBI AaBbCcl
Normal
No Spaci... Heading 1
Title
Subtitle
Heading 2
Styles
··2·1·1·|*|*|·1·1·2·1·3·1·4·1·5·1·6·1·7· 1 · 8 · 1 ·9·|··10·|·11·|·12·|·13·|·14°|·15·| ·|\_\\ ·| ·17·| · 18 ·
T
Aa
ab
Aal
Document1 - Microsoft Word (Product Activation Failed)
View
F
Review
ATOMIC AND NUCLEAR PHYSICS
Paragraph
PLEASE HELP ANSWER ALL THE QUESTIONS BELOW:
3
(a) Using the Fermi gas model, calculate the energy of the lowest state for Thorium nucleus (Th).
Hint: Use the nuclear radius R = R₁A¹/3, where Ro = 1.2 fm and A the atomic mass number.
2/3h²N5/3 +25/3
E
G
(3) ²
40
V2/3, where h is the Planck constant and m the atomic mass.
m
Consider the nucleus to be a sphere of volume V.
(b) The nuclear binding energy B(Z,A), can be given by the following expression
2
A¹+
- 4 ) ² ₁²³² + (−1)² + (-1) ²³/
2
B(ZA) ay A-as A²/3-acZ²A¹/3-a Z-
=
15.85 MeV/c², ag=18.34 MeV/c², ac = 0.71 MeV/c²
=
ay
aA = 92.8 MeV/c², ap=11.20 MeV/c²,
apA-1/2
where Z is the nuclear charge.
Calculate the energy required to remove one protons (S2p) or neutrons (S2) from C nucleus.
A
Find
Час Replace
Change
Styles Select
G Editing
■ 美岛酒 ≡ 80%
80%
□
@?
V
+
Transcribed Image Text:| W ▶ W File Paste 16° |×15° |·14°|•13° |·12·1·11·1·10·1·9·1·8·1·7·1·6·1·5·1·4·1·3·1·2·1·1·1·|··1·1·20 Home Insert Page Layout Cut Copy Format Painter Clipboard * l 0 08:43 PM 2022-08-23 Page: 1 of 1 Words: 11 Calibri (Body) T BIU 14 References T I U abe X₂ X³ abe X, X² Font Α Α΄ A Mailings B-B-S ## T AaBbCcDc AaBbCcDc AaBbC AaBbCc AaBI AaBbCcl Normal No Spaci... Heading 1 Title Subtitle Heading 2 Styles ··2·1·1·|*|*|·1·1·2·1·3·1·4·1·5·1·6·1·7· 1 · 8 · 1 ·9·|··10·|·11·|·12·|·13·|·14°|·15·| ·|\_\\ ·| ·17·| · 18 · T Aa ab Aal Document1 - Microsoft Word (Product Activation Failed) View F Review ATOMIC AND NUCLEAR PHYSICS Paragraph PLEASE HELP ANSWER ALL THE QUESTIONS BELOW: 3 (a) Using the Fermi gas model, calculate the energy of the lowest state for Thorium nucleus (Th). Hint: Use the nuclear radius R = R₁A¹/3, where Ro = 1.2 fm and A the atomic mass number. 2/3h²N5/3 +25/3 E G (3) ² 40 V2/3, where h is the Planck constant and m the atomic mass. m Consider the nucleus to be a sphere of volume V. (b) The nuclear binding energy B(Z,A), can be given by the following expression 2 A¹+ - 4 ) ² ₁²³² + (−1)² + (-1) ²³/ 2 B(ZA) ay A-as A²/3-acZ²A¹/3-a Z- = 15.85 MeV/c², ag=18.34 MeV/c², ac = 0.71 MeV/c² = ay aA = 92.8 MeV/c², ap=11.20 MeV/c², apA-1/2 where Z is the nuclear charge. Calculate the energy required to remove one protons (S2p) or neutrons (S2) from C nucleus. A Find Час Replace Change Styles Select G Editing ■ 美岛酒 ≡ 80% 80% □ @? V +
Expert Solution
steps

Step by step

Solved in 5 steps

Blurred answer