1992
DOI: 10.1063/1.41746
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Radiation shield requirements for manned nuclear propulsion space vehicles

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Cited by 3 publications
(9 citation statements)
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“…Microdosimetric quantities are important when studying the interaction of radiation with matter at sufficient small volumes of μm down to nm, in order to account for energy-loss straggling and the finite range of the liberated secondary electrons (δ-rays) (Rossi and Zaider 2012). In the context of microdosimetry, non-stochastic quantities, such us LET and absorbed dose, are replaced with their microdosimetric analogs of lineal energy (y) and specific energy(z) , respectively.…”
Section: Lineal Energy ( )mentioning
confidence: 99%
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“…Microdosimetric quantities are important when studying the interaction of radiation with matter at sufficient small volumes of μm down to nm, in order to account for energy-loss straggling and the finite range of the liberated secondary electrons (δ-rays) (Rossi and Zaider 2012). In the context of microdosimetry, non-stochastic quantities, such us LET and absorbed dose, are replaced with their microdosimetric analogs of lineal energy (y) and specific energy(z) , respectively.…”
Section: Lineal Energy ( )mentioning
confidence: 99%
“…In the context of microdosimetry, non-stochastic quantities, such us LET and absorbed dose, are replaced with their microdosimetric analogs of lineal energy (y) and specific energy(z) , respectively. Lineal energy is the energy imparted (ε) to the matter by a single energy-deposition event, which consists of statistically correlated depositions of energy as, for example, those by high energy particles and/or their secondary electrons divided by the mean chord length (l) of the volume under study (International Commission on Radiation Units andMeasurements 1983, 2011;Rossi and Zaider 2012):…”
Section: Lineal Energy ( )mentioning
confidence: 99%
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