8.) Topic 8 Half Life Flashcards
What is half-life
The time it takes for the number of unstable nuclei to halve in an isotope
How long would elements with very long half lives remain radioactive
(long or short amount of time)
Very long time
How long would elements with very short half lives remain radioactive
(long or short amount of time)
Short amount of time
Fractions of seconds
Is it possible to determine which radioactive nuclei will decay next and why
No because the process is random
Is it possible to determine when the radioactive nuclei will decay next and why
No because the process is spontaneous
State 2 techniques that can be used when carrying out experimental work, to combat the random nature of decay
Take repeat readings Carry the experiment out over a long period of time
What does it mean by activity?
What is it measured in?
The number of radioactive decays per second
Becquerels
The half-life of a radioactive isotope is 27 years. How long will its mass take to fall from 2 g to 0.25 g?
3 arrows represent 3 half lives. 23 x 7 = 81
81 years
The activity of an isotope falls from 600 Bq (becquerel) to 150 Bq in 10 days. What is its half-life?
2 arrows represent 2 half lives
If 2 half lives is 10 days therefore 1 half life is 5 days
An isotope has a half-life of 30 years. Estimate how long it will take for the number of nuclei to decay to below 200 if the starting number is 8,000?
Somewhere between 150 and 180 years
How can we model radioactive decay
Step one. Collect the coins and count them. This is the starting number of parent radioactive atoms. Record this number. Between 60 and 100 coins is a good starting number.
Step two. Put the coins into a container, shake them, and then throw them into a tray.
Step three. Remove coins showing heads. These represent atoms that have decayed.
Step four. Count the remaining coins and record the number in a table against the throw number.
Step five. Repeat steps two to four until only two or three coins remain.
Step six. Plot a graph of number of coins remaining (-axis) against throw number (-axis).
What is carbon dating?
Carbon dating is a scientific technique for determining the approximate age of an artefact that
contains once-living matter, using the half-life of the naturally occurring carbon-14 isotope.
What is carbon-14 half life?
5730 years
Name some uses of radioactive materials
Carbon dating, sterilising, medical equipment, killing cancer cells, smoke alarms and controlling the thickness of aluminum foil
In a paper rolling mill
(a) why use beta radiation?
(b) Would the beta source have a long or short half-life?
(c) which isotope would we use?
(a) Alpha wouldn’t penetrate the paper. Gamma is so penetrating that there would be little difference in the reading detected if the paper became thick. The count rate reduces with increasing thickness if a beta source is used.
(b) Long. You don’t want to keep replacing the source every few days, and a short half-life would mean that the count rate detected might be reducing if the paper stayed the same thickness.
(c) Strontium-90 would be a good source for a thickness detector as it is a beta emitter with a
suitable half-life and the intensity of the beta particle beam would not change significantly from
day to day. The source would be extended underneath and across the full width of the paper so
that the detector sampled the full width.