Fundamentals 1968
DOI: 10.1016/b978-0-12-066401-6.50015-4
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Cavity-Chamber Theory

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Cited by 35 publications
(19 citation statements)
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“…More recently Burlin and Simmonds (1976) have made an approach to photon dosimetry in bone cavities by way of an extension of Burlin's theory of cavity ionisation (Burlin, 1966). Another model of trabecular structure has been used by Snyder et al (1969), in which a region of trabecular bone is regarded as a composite mixture of bone and marrow.…”
mentioning
confidence: 97%
“…More recently Burlin and Simmonds (1976) have made an approach to photon dosimetry in bone cavities by way of an extension of Burlin's theory of cavity ionisation (Burlin, 1966). Another model of trabecular structure has been used by Snyder et al (1969), in which a region of trabecular bone is regarded as a composite mixture of bone and marrow.…”
mentioning
confidence: 97%
“…1 The OSLD assessed in our study exhibited no significant difference in responses with or without the PMMA cover. This finding suggests that the secondary electrons emerging from the PMMA cylinder scarcely affect the OSL emission and that cavity theory 7 can therefore be applied in the OSL dosimetry of diagnostic X-rays. We can therefore conclude that they can be covered by PMMA in order to stabilize and protect them without affecting their dosimetric performance.…”
Section: Discussionmentioning
confidence: 79%
“…7 When we consider an organ dose, we assume that the cavity is filled with the organ. When the radiation dose in the phantom is measured, the cavity is filled with the detector material.…”
Section: Calibration Of Osldmentioning
confidence: 99%
“…La dose absorbée dans l'eau Z) wF au moyen du dosimètre de Fricke est exprimée par (Chang-Ming et al, 1993 ;Burlin, 1966 ;Fricke et Hart, 1966) :…”
Section: Dosimétrie Chimiqueunclassified
“…l + 0,0012(i-25 °C) V> p est la densité volumique de la solution ferreuse, exprimée en kg m -3 ; / est le facteur de conversion de la dose absorbée dans la solution de Fricke en dose absorbée dans l'eau (D w p) ; dans le cas des faisceaux de photons de 6u Co, ce facteur est exprimé par le rapport des coefficients d'atténuation massiques en énergie de la solution ferreuse et de l'eau (Burlin, 1966) ; P wa n est le facteur de correction dû à l'effet de la paroi ;…”
Section: Dosimétrie Chimiqueunclassified