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Nuclei

The document discusses nuclear fission and fusion, explaining fission as the splitting of heavy nuclei into lighter ones and fusion as the combining of lighter nuclei to form heavier ones. It covers concepts such as nuclear binding energy, mass defect, and radioactivity, including decay types and their properties. Additionally, it highlights applications of nuclear reactions in atomic energy and stellar processes.

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Ravi
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0% found this document useful (0 votes)
9 views1 page

Nuclei

The document discusses nuclear fission and fusion, explaining fission as the splitting of heavy nuclei into lighter ones and fusion as the combining of lighter nuclei to form heavier ones. It covers concepts such as nuclear binding energy, mass defect, and radioactivity, including decay types and their properties. Additionally, it highlights applications of nuclear reactions in atomic energy and stellar processes.

Uploaded by

Ravi
Copyright
© © All Rights Reserved
We take content rights seriously. If you suspect this is your content, claim it here.
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Download as PDF, TXT or read online on Scribd
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Nuclear fission Nuclear fusion Nuclear Fusion

. Splitting of a heavy nucleus into two or more lighter


nuclei.
e.g : 92U + 0n
235 1
56
Ba141 + 36 Kr92 + 3 0n1 + 200Mev
NUCLEI . Combining two lighter nuclei to form a heavy nucleus.
1
1H
1
+1H →
2
1H +e
+
+v +0.42 ( energy )
Application
. Uncontrolled chain reaction: principle of atomic bank. Nuclear Nuclear fussion is the source of energy in the sun and stars.
. Contralled chain reation: principle of nuclear reactors.
Fusion
Nuclear of an atom onsists of proton and
Nuclear Fission neutrons collectively called nucleons. Nuclei can be

. Isotopes (same Z but different A)


Representation . Isobars (same A but different Z)
. Isotones (same N but different A) discoverd by henri
Becquerel in 1896
zxA
A = mass number
z = Atomic number

Radio activity
Nuclear Force theory
. Nuclear force is a force which
holds the nucleons together. Phenomenon of Disintegrakon
of heavy elements into
n
comparatively lighter elements
Rodius of a nucleus by emission of α, β, & γ radiations.
R = R0A1/3 { R0 = 1-2fm}
Binding Energy of Nucleus
. Density of Nucleus (S)
⇒ B .E = mc 2
⇒ B .E = [zmp + (A - Z ) m n - m n ]c 2 Mass Mass of 1 nucleon × A α decay β− decay γ decay
=
Volume 4 1 . α− radiations are the two types
(Where, c is the speed of light πR 3 = π R 03A z
3 2 helium nuclei. These γ -decay after an α or β
c = 3 × 108 m/sec)
. Nuclear density is constant its . For atomic number < 20, most are emitted as β (positron)
+
β (Electrons)
-
- decay, nucleus vibrates
B .E value is nearly 2.38 × 1017 kg/m3 stable nuclei have n:p ratio with the energy shared
⇒ B .E per nucleon = AX→ 0 β + Az + 1 Y + υ
No . of nucleons nearly 1:1 A
zX → 4
2 He + zA-4
−2 Y
z −1 ↓ by it and electromagnetic
. Mass of nucleus is measured . For atomic number > 83, there (electron) (antineutrina) waves of very high
Nuclear binding energy is maximum for α-particle
in atomic mass unit (u) or (amu) are no stable nuclei. (Product) frequency (α-radition) are
mass number 50-60. Daughter emitted
1 amu (or u) = 1/12 (mass of C12) atom . A nucleus is stable when its A
→ +01 β + zA− 1 Y + υ
nuclei z X
= 1.6 × 10-27 kg Binding energy per nucleus (nutrino)
(Position)
value is around 8 mev per . highest ionizing power . least ionizing power but
nucleon or more. but least penetrating . less ionizing power than α highest penetrating power.
. Mass defect
. Following are observations from power. . particle and moderate
The difference (∆m) between mars of
Binding energy per penetrating power.
constituent nucleons and nucleus is
called mass defect of nucleus. nucleon versus mass number cerve.
Mass and energy [∆m = sum of the masles of nucleons
. Mass m of a particle is equivalent ∆Ebn
- mass of nucleus]
to energy given by E = mc2 Law of radio activity
= {zmp + (A - Z)mn} – Mn
. Also known as rest mass energy.
− dN
4He = λN
dt
7Li N = N 0e - λ t
mean life or any life
Q-Value
56 z 1 T 1/2
A + B C + D + Energy τ = = =1.44T 1/2
MA MB mC mD λ 0.693
. B.E. per nucleon is more for some
Fraction of nuclei left
Reactants = product + Q- Value nuclei than their neighbours.
undcayed after n half
Q value = B.E of product - B.E. OF reactants This indicates a shell type structure
Half - life lives is
Q-value = [(mA + mB) - (mC + mD)] C2 of nucleus. t decay rate or activity
N N  1
N
 1 t1 2
Q-value = [(k.EC + k.ED) -(K.EA + K.EB)] . B.E. per nucleon is around 8meV where N = 0 =   =   dN
FOR 30 ∠A ∠120, these are 2 N0  2  2 R= -
dt
stable elements. ln 2 0.693
T1 = = Where, t = nT1/2
2 λ λ R = λ N0 e- λt or R = R 0 e - λt

anand_mani16 DR. Anand Mani https://www.anandmani.com/ https://discord.io/anandmani t.me/anandmani001

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