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Nuclear Chemistry An Energetic Concept.

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Presentation on theme: "Nuclear Chemistry An Energetic Concept."— Presentation transcript:

1 Nuclear Chemistry An Energetic Concept

2 Who did What Wilhelm Roentgen Laboratory generated phosphorescence
X-rays

3 Who did What Henri Becquerel Inherited U salts (pitchblende)
Natural phosphorescence Discovered spontaneous phosphorescence

4 Who did What Marie & Pierre Curie
Studied Becquerel phosphorescence and named it Discovered Po, Ra

5 X Isotope Review A Z A—mass number Z—atomic number
A – Z = number of neutrons

6 So, What is Radiation? Instability due to n:p+ Radioisotopes
Goal is stability

7 So, What is Radiation?

8 Types of Radiation Rutherford Electric field effect on radioactivity
Alpha Beta Gamma

9 Types of Radiation

10 Types of Radiation Alpha () Same as a He-4 nucleus A decreases by 4
Z decreases by 2

11 Types of Radiation Alpha Not very penetrating
Stopped by a sheet of paper Very ionizing

12 Types of Radiation Beta () Same as an electron A remains the same
Z increases by 1 e

13 Types of Radiation Beta More penetrating than 
Stopped by a thin sheet of metal Less ionizing than 

14 Types of Radiation Gamma () Pure energy Usually accompanies  and 
More penetrating than  and  Somewhat blocked by several inches of Pb or several feet of concrete Less ionizing than  and 

15 F  O + e Types of Radiation Positron (+) Same mass as 
Opposite charge of  F  O + e 18 9 8 +1

16 K + e  Ar Types of Radiation Electron capture
The opposite of  emission A remains the same Z decreases by 1 K + e  Ar 40 19 18 -1

17 Decay Series Continued radiation until stable
Fr-221 undergoes the following decay series: ,,,,, Fr  At + He 221 87 217 85 4 2 At  Bi + He 217 85 213 83 4 2 Bi  Tl He 213 83 209 81 4 2 Tl  Pb e 209 81 82 -1 Pb  Bi e 209 82 83 -1 Bi  Tl He 209 83 205 81 4 2

18 Rate of Radioactive Decay
Half-Life t½ = 0.693/k k = rate law constant First-order Kinetics lnN = –kt + lnNo N…amount after elapsed time t = elapsed time No = amount originally

19 Units of Radioactive Decay
curie (Ci) 1 Ci = 3.7 x 1010 disintegrations per second ~activity of 1 g of Ra-226 becquerel (Bq) SI unit 1 Bq = 1 dis/s…37 GBq = 1 Ci

20 Units of Radiation exposure
sievert (Sv) Dose absorbed by specific tissue Replaced röntgen equivalent to man (rem) 1 Sv…nausea 2-5 Sv…hair loss, hemorrhage 3 Sv…death in 50% of people in 30 days >6 Sv…unlikely survival Typical background exposure is 2.4 mSv/year

21 Rate of Radioactive Decay
The half-life of F-18 is 2 hours. If you receive a dose of 200 mCi at 8:00 AM, how long will it take for 10 mCi to remain in your body? At what time will you have 10 mCi in you? Solve for the value of k Plug into the linear equation and solve for t

22 Rate of Radioactive Decay
2 h = 0.693/k… k = h-1 ln(10 mCi) = –( h-1)(t) + ln(200 mCi) ln(10 mCi) – ln(200 mCi) = –( h-1)(t) – 2.996= –( h-1)(t) 8.65 h = t at 4:39 PM, you will have 10 mCi in you

23 Radioactive Dating C-14 is a beta emitter with a half-life of 5730 years Used to determine the age of carbon- based substances


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