Transcript CHAPTER 21

CHAPTER 21 NUCLEAR CHEMISTRY

NUCLEUS • • • NUCLEONS ARE MADE UP OF PROTONS AND NEUTRONS NUCLIDE IS AN ATOM IDENTIFIED BY THE NUMBER OF PROTONS AND NEUTRONS NUCLEAR BINDING ENERGY IS THE ENERGY RELEASED WHEN A NUCLEUS IS FORMED FROM NUCLEONS

NUCLEAR REACTIONS • CHANGES THE NUCLEUS OF A REACTION EXAMPLE

4 9

Be

+

2 4

He

12

C

6

+

0 1

n

RADIOACTIVE DECAY • SPONTANEOUS DISINTEGRATION OF A NUCLEUS INTO A SLIGHTLY LIGHTER NUCLEUS, ACCOMPANIED BY EMISSION OF PARTICLES, ELECTROMAGNETIC RADIATION OR BOTH

TYPES OF RADIOACTIVE DECAY TYPE ALPHA PARTICLE BETA PARTICLE POSITRON GAMMA RAY SYMBOL

2 4

He

 1 0   1 0  

CHARGE 2+ 1 1+ 0

ALPHA EMISSION • AN ALPHA PARTICLE IS TWO PROTONS AND TWO NEUTRONS BOUND TOGETHER AND IS EMITTED FROM THE NUCLEUS DURING RADIOACTIVE DECAY

EXAMPLE

210

Po

84 206

Pb

82

+

2 4

He

BETA EMISSION • A BETA PARTICLE IS AN ELECTRON EMITTED FROM THE NUCLEUS DURING RADIOACTIVE DECAY

0 1

n

EXAMPLE

1 1

p

+

 1 0  14

C

6 14

N

7

+

 1 0 

POSITRON EMISSION • A POSITRON IS A PARTICLE THAT HAS THE SAME MASS AS AN ELECTRON, BUT HAS A POSITIVE CHARGE.

1 1

p

EXAMPLE

0 1

n

+

 1 0  38

K

19 38

Ar

18

+

 1 0 

ELECTRON CAPTURE • AN INNER ORBITAL ELECTRON IS CAPTURED BY THE NUCLEUS OF ITS OWN ATOM

 0 1

e

EXAMPLE +

1 1

p

0 1

n

106

Ag

47

+

 0 1

e

106

Pd

46

GAMMA EMISSION • GAMMA RAYS ARE HIGH ENERGY ELECTROMAGNETIC WAVES EMITTED FROM A NUCLEUS AS IT CHANGES FROM THE EXCITED STATE TO A GROUND ENERGY STATE.

PRACTICE The alpha decay of iridium-174

174

Ir

77  2 4

He

 170 75 Re

 

e

PRACTICE The beta decay of platinum-199

199

Pt

78   0 1

e

 199

Au

79

 

e

PRACTICE Positron emission from sulfur-31

31

S

16  31 15

P

  0 1

e

 

e

PRACTICE Krypton-76 undergoes electron capture

76

Kr

 36  0 1

e

 76

Br

35

HALF LIFE-t 1/2 • TIME REQUIRED FOR HALF OF THE ATOMS OF A RADIOACTIVE NUCLIDE TO DECAY

REPRESENTATIVE RADIOACTIVE NUCLIDES AND THEIR HALF-LIVES NUCLIDE HALF-LIFE

14 6

C

5715 YEARS

218 85

At

1.6 SECONDS

238

U

92

4.46 X 10 9 YEARS

239 94

Pu

2.41 X 10 4 YEARS

HALF LIFE CALCULATIONS t 1/2 =TIME ELAPSED X 1/HALF LIFE AMT REMAINING=STARTING AMT X (1/2) n WHERE n=THE NUMBER OF HALF-LIVES

EXAMPLE PHOSPHORUS-32 HAS A HALF LIFE OF 14.3 DAYS. HOW MANY MILLIGRAMS OF PHOSPHORUS-32 REMAIN AFTER 57.2 DAYS IF YOU START WITH 4.0 mg OF THE ISOTOPE?

0.25mg

PRACTICE If the half-life for the radioactive decay of zirconium-84 is 26 minutes and I start with a 175 gram sample, how much will be left over after 104 minutes?

10.9g

PRACTICE ASSUMING A HALF-LIFE OF 1599 YEARS, HOW MANY YEARS WILL BE NEEDED FOR THE DECAY OF 15/16 OF A GIVEN AMOUNT OF RADIUM-226?

6396 YEARS