CP 15: Absorption of Gamma ray through lead Flashcards
1
Q
CP 15 Equipment list
A
- Radioactive source
- Ruler
- Mount for radioactive sources
- GM tube
- Tongs
- Different thickness of lead
- Lead lined container to store source when not in use
2
Q
CP 15 Method
A
- Connect the Geiger-Müller tube to the counter and, without any sources present, measure background radiation over a five-minute period
- Record this value
- Calculate the average background rate per minute
- Measure the thickness of the lead absorbers using Vernier callipers at three points on each sheet.
- For each sheet record the average thickness
- Place the radioactive source a fixed distance of 10 cm away from the tube
- Record the count rate over one minute
8.Repeat steps 3 and 4 a further two times, recording the count rate each time - Place the thinnest absorber directly in front of the gamma ray source
- Repeat steps 3-5
- Replace the sheet with another thickness and continue taking three readings per thickness
3
Q
Safety precautions in CP15?
A
Keep source stored in lead lined box when not in use
Do not point source to anyone
Keep distance (min 1m) from source
4
Q
How to increase accuracy of CP15?
A
Ensure repeats are taken and mean is calculated as decay is random; reduces effect of random error
Ensure experiment is done in same location to avoid changes in background radiation
5
Q
Reasons for inaccurate count rate
A
- Counting too short of time
- No record of background radiation
- Mean not taken
- GM tube too far away from source
- Radiation spreads out from source so not all emitted radiation will reach GM tube
6
Q
Why i there an exponential decrease in rate of decay for a sample containing large number of unstable nuclei
A
- Fixed probability of individual nucleus undergoing decay
- For sample with more unstable nuclei there is a predictable pattern
- Fraction of nuclei decaying in the next second is equal to decay constant
- Hence number of nuclei decaying depends on number of unstable nuclei A=lambda x N
- Number of unstable nuclei decreases exponentially as N=Ne
- So rate of decay and activity decreases exponentially as A=Ae
7
Q
A