2004
DOI: 10.1007/bf02704481
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Photon mass attenuation coefficients, effective atomic numbers and electron densities of some thermoluminescent dosimetric compounds

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Cited by 114 publications
(41 citation statements)
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“…Using the total mass attenuation coefficients of a material, the total atomic cross-section, σa, can be evaluated by the following relation (Manohara et al, 2008a(Manohara et al, , 2008bAkkurt, 2009;Elmahroug et al, 2015;Akkurt and El-Khayatt, 2013b;Gowda et al, 2004Gowda et al, , 2005Içelli et. al., 2011;Prasad et al, 1998) …”
Section: Theoretical Formulationsmentioning
confidence: 99%
See 1 more Smart Citation
“…Using the total mass attenuation coefficients of a material, the total atomic cross-section, σa, can be evaluated by the following relation (Manohara et al, 2008a(Manohara et al, , 2008bAkkurt, 2009;Elmahroug et al, 2015;Akkurt and El-Khayatt, 2013b;Gowda et al, 2004Gowda et al, , 2005Içelli et. al., 2011;Prasad et al, 1998) …”
Section: Theoretical Formulationsmentioning
confidence: 99%
“…The effective atomic number Zeff can be obtained from the ratio between the total atomic effective cross-section and the total electronic effective cross-section as the following equation (Manohara et al, 2008a(Manohara et al, , 2008bAkkurt, 2009;Elmahroug et al, 2015;Akkurt and El-Khayatt, 2013b;Gowda et al, 2004Gowda et al, , 2005Içelli et al, 2011;Kaur et al, 2000) ( 5) The effective electron number (Neff) (the electrons number per unit mass, electron/g) can be calculated from the following equation (Manohara et al, 2008a(Manohara et al, , 2008bAkkurt, 2009;Elmahroug et al, 2015;Akkurt and El-Khayatt, 2013b;Gowda et al, 2004Gowda et al, , 2005Içelli et al, 2011) ( )…”
Section: Theoretical Formulationsmentioning
confidence: 99%
“…It may due to reason that photo-electric crosssection varies inversely with incident photon energy as E 3.5 . In the lower energy region values of μ(photo) of all the gem stones are almost same but as the incident photon energy increases there is considerable increase in difference of values of μ(photo) of all the gem stones as μ(photo) is further strongly dependent on atomic number of interacting materials as z [4][5] .…”
Section: Mass Attenuation Coefficient Of Selected Materials As a Funcmentioning
confidence: 99%
“…It may due to reason that photo-electric crosssection varies inversely with incident photon energy as E 3.5 . In the lower energy region values of μ(photo) of all the gem stones are almost same but as the incident photon energy increases there is considerable increase in difference of values of μ(photo) of all the gem stones as μ(photo) is further strongly dependent on atomic number of interacting materials as z [4][5] . In figs.…”
Section: Mass Attenuation Coefficient Of Selected Materials As a Funcmentioning
confidence: 99%