Balancing Nuclear Reactions, Exercises of Nuclear Engineering

This is roughly described as a neutron losing an electron and which forms a proton…hence, the increase in Z by 1 but no change in A. Alpha particle.

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Examples of Radioactive Decay
Loss of a:
4He
2
Beta particle
Mass number does not change
Atomic number increases by 1
Nuclear Reactions
0e
$1
239 Np
93
239 Pu
94 +
0e
$1
This is roughly described as a neutron losing an electron and
which forms a proton…hence, the increase in Z by 1 but no change in A
Alpha particle
Mass number decreases by 4
Atomic number decreases by 2
241Am
95
237 Np
93
4He
2
+
Mass number: 241 = 237 + 4
Atomic number: 95 = 93 + 2
ZXX = element symbol
Z = atomic number
A = mass number
A
pf3
pf4

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Examples of Radioactive Decay

Loss of a:

4 He

2

Beta particle

Mass number does not change

Atomic number increases by 1

Nuclear Reactions

0 e

1

239

93 Np

239

94 Pu +

0 e

1

This is roughly described as a neutron losing an electron and which forms a proton…hence, the increase in Z by 1 but no change in A

Alpha particle

Mass number decreases by 4

Atomic number decreases by 2

241

95 Am^23793 Np +^42 He

Mass number: 241 = 237 + 4 Atomic number: 95 = 93 + 2

ZX^

X = element symbol Z = atomic number A = mass number

A

Balancing Nuclear Reactions

  • The chemical reactions we have studied involve the interactions ONLY of valence electrons between atoms
  • NUCLEAR reactions literally involve additions or subtractions of protons and neutrons to the NUCLEUS of an atom and may also involve the interaction of electrons with the nucleus
  • Nuclear reactions can change one element into another element

226 Ra

88

222 Rn

86

4 He

2

Atomic number: 88 = 86 + 2 Mass number: 226 = 222 + 4

BALANCING

A balanced nuclear reaction conserves the mass and atomic (proton) numbers. In other words, these values must be identical on both sides of the reaction

X

X = element symbol Z = atomic number A = mass number

Notice that the sum of A on the product side equals A on the reactant side

Notice that the sum of Z on the product side equals Z on the reactant side

A

Z

Practice

C

14

6

(^) N

14

7

84 Br 35

(^) e

0

  • 1

N

14

7

p ^ +

1

1

He

4

2

(^) F

19

9

n^ +

1

0

  • (^) e

0

  • 1