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UNIVERSITY OF FLORIDA Radiation Safety Short Course Radiation Detectors & Survey Instrumentation. Survey Meter Support Services. RCRS provides: Pick-up and delivery of meters Required 9-month calibration Preventive maintenance and repairs Shipping for extensive repairs. RCRS Contact:
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UNIVERSITY OF FLORIDARadiation Safety Short CourseRadiation Detectors &Survey Instrumentation
Survey Meter Support Services • RCRS provides: • Pick-up and delivery of meters • Required 9-month calibration • Preventive maintenance and repairs • Shipping for extensive repairs • RCRS Contact: John Parker Nuclear Science Center 392-7359
Types of Surveys • Direct measurements • Portable survey instruments • Indirect measurements • Swipes and use of counters (Liquid Scintillation and Gamma)
Use of Portable Survey Instruments • Read the instrument’s operating manual • Check the batteries before each use
Use of Portable Survey Instruments • Use a check source to determine operability of detector • Determine efficiency of detector • Determine the instruments response time • Determine the operating background
Geiger Mueller (GM) Detectors • GM are tubes filled with a mixture of Q-gas • Used for radioactive contamination monitoring • Detects high energy beta radiation • GM measures each individual interaction inside the detector • Do NOT identify the radioisotope or specific energy
Sodium Iodide (NaI) Probe • Probe has a NaI crystal and a photomultiplier tube • Detection is based on emission of photons • Used for radioactive contamination monitoring • Detects low energy x-rays • Does NOT identify the radioisotope
Ionization Chambers • Ion Chambers are filled with air • Used for measuring radiation field intensity (exposure rate) • Detect x-rays and gamma radiation • Measure average current produced over many interactions • Do NOT identify the radioisotope or specific energy
Ionization Chambers A.K.A. - Dose Rate Meter Roentgen (R): a unit of exposure to x-rays or gamma rays. One roentgen is the amount of gamma or x-rays needed to produce ions carrying 1 electrostatic unit of electrical charge in 1 cubic centimeter of dry air under standard conditions.
Liquid Scintillation Counter (LSC) • Detection is based on emission of visible or near visible light (photon) • Sample vial must contain scintillation cocktail • Interaction between radiation and cocktail causes photons to be emitted • Photomultiplier tubes are used to detect and amplify the photons • It can identify the activity and energy of a beta emitter in a sample vial • It is much more efficient than a portable survey meter
The Scintillation Process • Beta particles are emitted, which cause solvent molecules to become excited. • The energy of the solvent molecule is transferred to the fluor molecule, which in turn emits light. Radioactive molecule Solvent molecule Fluor molecule Photomultiplier tube
Gamma Counters • Detection is based on emission of visible or near visible light (photons) • Uses solid scintillation (no scintillation cocktail required) • Interaction between radiation and a solid scintillator causes photons to be emitted • Photomultiplier tubes detect and amplify photons • Used to determine the activity of a x-ray or gamma emitter in a sample vial • Gamma counters can identify activity and energy of gamma emitters
Choosing the correct instrument • Radiation Field / Dose Rate (mR/hr) • Ion chamber • Activity / Contamination amounts • Beta emitters • Low and Mid energy • LSC only • High energy • GM Detector • LSC (for documentation purposes) • Gamma emitters • Sodium Iodide • Gamma counter (for documentation purposes) ?
Useful Formulas/Conversions • 1 µCi = 2.22 x 106 dpm • net cpm = gross cpm – background • efficiency = (net cpm) / (dpm) • dpm = (net cpm) / (efficiency) • cpm = (dpm) x (efficiency) Hmm…a conversion might help here!
Sample Problem 1 You have a swipe that was counted for 5 minutes that yields 5800 counts. If the background is 125 cpm and the counter efficiency is 80%, what is the dpm of the swipe? Hint: 5800 counts / 5 minutes = 1160 gross cpm Big Hint: 1035 net cpm / 0.80 efficiency = 1294 dpm Hint: 1160 gcpm – 125 background cpm = 1035 net cpm
Sample Problem 2 You have a standard that has an activity of 105,000 dpm. After 2 minutes of counting in a gamma counter you get 120,000 counts. If the background is 350 cpm, what is the efficiency of the gamma counter? Hint: 120,000 counts / 2 minutes = 60,000 gross cpm Big Hint: 59,650 ncpm / 105,000 dpm = 57% efficiency Hint: 60,000 gcpm – 350 background cpm = 59,650 net cpm
Sample Problem 3 You are using P-32 as a tracer and determine that 20% of fed material ends up in your final sample. If you need a count rate of 2,000 cpm in a sample, determine how many microcuries you must use given the fact that your LSC has an efficiency of 50% for P-32. Big Hint: 20,000 dpm / 2.22 x 106 dpm/µCi = 0.009 µCi Hint: 2,000 cpm / 0.20 = 10,000 cpm Hint: 10,000 cpm / 0.50 efficiency = 20,000 dpm
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