Plastic Scintillator Calculation - Revision history

Oborn at 18:11, 5 February 2009

2009-02-05T18:11:59Z

2009-02-05T06:48:32Z

2009-02-05T06:48:04Z

2009-02-05T06:47:19Z

2009-02-05T06:16:48Z

2009-02-05T06:14:25Z

2009-02-05T06:08:20Z

2009-02-05T06:06:27Z

2009-02-05T06:03:57Z

2009-02-05T06:01:57Z

← Older revision		Revision as of 18:11, 5 February 2009
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−	Probability of interaction per cm thickness<math> = ((\frac{NumCarbonAtoms}{cm^3} (\sigma_{elec}C + \sigma_{nucleus}C)) + (\frac{~~NumCarbonAtoms~~}{cm^3} (\sigma_{elec}H + \sigma_{nucleus}H)))*100%</math>	+	Probability of interaction per cm thickness<math> = ((\frac{NumCarbonAtoms}{cm^3} (\sigma_{elec}C + \sigma_{nucleus}C)) + (\frac{NumHydrogenAtoms}{cm^3} (\sigma_{elec}H + \sigma_{nucleus}H)))*100%</math>

	Using this method of calculation for Rexon RP 200 yields a probability <math> = \frac{0.5234%}{cm}</math>		Using this method of calculation for Rexon RP 200 yields a probability <math> = \frac{0.5234%}{cm}</math>

← Older revision		Revision as of 06:48, 5 February 2009
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−	Probability of interaction per <math>cm = ((\frac{NumCarbonAtoms}{cm^3} (\sigma_{elec}C + \sigma_{nucleus}C)) + (\frac{NumCarbonAtoms}{cm^3} (\sigma_{elec}H + \sigma_{nucleus}H)))*100%</math>	+	Probability of interaction per cm thickness<math> = ((\frac{NumCarbonAtoms}{cm^3} (\sigma_{elec}C + \sigma_{nucleus}C)) + (\frac{NumCarbonAtoms}{cm^3} (\sigma_{elec}H + \sigma_{nucleus}H)))*100%</math>

	Using this method of calculation for Rexon RP 200 yields a probability <math> = \frac{0.5234%}{cm}</math>		Using this method of calculation for Rexon RP 200 yields a probability <math> = \frac{0.5234%}{cm}</math>

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-Probability of interaction per <math>cm^3 = ((\frac{NumCarbonAtoms}{cm^3} *(\sigma_{elec}C + \sigma_{nucleus}C)) + (\frac{NumCarbonAtoms}{cm^3} *(\sigma_{elec}H + \sigma_{nucleus}H)))*100%</math>
+Probability of interaction per <math>cm = ((\frac{NumCarbonAtoms}{cm^3} *(\sigma_{elec}C + \sigma_{nucleus}C)) + (\frac{NumCarbonAtoms}{cm^3} *(\sigma_{elec}H + \sigma_{nucleus}H)))*100%</math>
-Using this method of calculation for Rexon RP 200 yields a probability <math> = 0.5234%</math>
+Using this method of calculation for Rexon RP 200 yields a probability <math> = \frac{0.5234%}{cm}</math>
-Using this method for Bicron BC 408 yields a probabiltiy <math> = 0.5303% </math>
+Using this method for Bicron BC 408 yields a probabiltiy <math> = \frac{0.5303%}{cm} </math>
 [http://wiki.iac.isu.edu/index.php/PhotoFission_with_Polarized_Photons_from_HRRL Go Back]

← Older revision		Revision as of 06:47, 5 February 2009
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−	Probability of interaction <math>= ((\frac{NumCarbonAtoms}{cm^3} (\sigma_{elec}C + \sigma_{nucleus}C)) + (\frac{NumCarbonAtoms}{cm^3} (\sigma_{elec}H + \sigma_{nucleus}H)))*100%</math>	+	Probability of interaction per <math>cm^3 = ((\frac{NumCarbonAtoms}{cm^3} (\sigma_{elec}C + \sigma_{nucleus}C)) + (\frac{NumCarbonAtoms}{cm^3} (\sigma_{elec}H + \sigma_{nucleus}H)))*100%</math>

	Using this method of calculation for Rexon RP 200 yields a probability <math> = 0.5234%</math>		Using this method of calculation for Rexon RP 200 yields a probability <math> = 0.5234%</math>

← Older revision		Revision as of 06:16, 5 February 2009
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		+	[http://wiki.iac.isu.edu/index.php/PhotoFission_with_Polarized_Photons_from_HRRL Go Back]
		+
	Below is the calculations done to determine the probability of pair production depending on thickness of the scintillator.		Below is the calculations done to determine the probability of pair production depending on thickness of the scintillator.

@@ Line 50: / Line 50: @@
 Probability of interaction <math>= ((\frac{NumCarbonAtoms}{cm^3} *(\sigma_{elec}C + \sigma_{nucleus}C)) + (\frac{NumCarbonAtoms}{cm^3} *(\sigma_{elec}H + \sigma_{nucleus}H)))*100%</math>
-Using this method of calculation Rexon RP 200 probability <math> =
+Using this method of calculation Rexon RP 200 probability <math> = 0.5234%</math>
 [http://wiki.iac.isu.edu/index.php/PhotoFission_with_Polarized_Photons_from_HRRL Go Back]

← Older revision		Revision as of 06:01, 5 February 2009
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−	~~NOTE: For the equation below <math> M_f(Atomic Symbol)</math> is just the number of that atom present from the molecular formula.~~	+	Probability of interaction <math>= ((\frac{NumCarbonAtoms}{cm^3} (\sigma_{elec}C + \sigma_{nucleus}C)) + (\frac{NumCarbonAtoms}{cm^3} (\sigma_{elec}H + \sigma_{nucleus}H)))*100%</math>
−
−	Probability of interaction <math>= ((\frac{NumCarbonAtoms}{cm^3} * ~~M_fH~~(\sigma_{elec}C + \sigma_{nucleus}C)) + (\frac{NumCarbonAtoms}{cm^3} * ~~M_fH~~(\sigma_{elec}H + \sigma_{nucleus}H)))*100%</math>

	Using this method of calculation Rexon RP 200 probability <math> =		Using this method of calculation Rexon RP 200 probability <math> =