Mathematical and technical procedures of relocation of microscopic aerosol particles for chemical and isotopic analysis

Guo Shilun; Zhao Yonggang; Shen Yan; Liu Guorong; Li Jinghuai; Wang Chen

doi:10.1016/j.radmeas.2008.03.076

Filters

Results 1 - 1 of 1

Results 1 - 1 of 1. Search took: 0.017 seconds

DOI

Mathematical and technical procedures of relocation of microscopic aerosol particles for chemical and isotopic analysis

Guo Shilun; Zhao Yonggang; Shen Yan; Liu Guorong; Li Jinghuai; Wang Chen2008

Citation
Export

AbstractAbstract

[en] This paper describes a mathematical formula and a technical procedure to quickly relocate single microscopic aerosol particles in different instruments. The deviation of relocation is (5.8±2.6)μm by reference points made with track membrane and (7.1±5.6)μm with Maxtaform reference finder grids, respectively. This formula and technique can be used in environmental and forensic studies for analysis of a single particle in two or more instruments

Primary Subject

RADIATION PROTECTION AND DOSIMETRY (S61)

Source

23. international conference on nuclear tracks in solids; Beijing (China); 11-15 Sep 2006; S1350-4487(08)00134-0; Available from http://dx.doi.org/10.1016/j.radmeas.2008.03.076; Copyright (c) 2008 Elsevier Science B.V., Amsterdam, The Netherlands, All rights reserved.; Country of input: International Atomic Energy Agency (IAEA)

Record Type

Journal Article

Literature Type

Conference

Journal

Radiation Measurements; ISSN 1350-4487;

; CODEN RMEAEP; v. 43(suppl.1); p. S309-S312

Country of publication

United Kingdom

Descriptors (DEI)

AEROSOLS, PARTICLE TRACKS, PARTICLES, RADIATION DETECTION, RADIATION MONITORING

Descriptors (DEC)

COLLOIDS, DETECTION, DISPERSIONS, MONITORING, SOLS

LanguageLanguage

English

Reference NumberReference Number

40008299

INIS VolumeINIS Volume

INIS IssueINIS Issue

External URLExternal URL

http://dx.doi.org/10.1016/j.radmeas.2008.03.076

À	Á	Â	Ã	Ä	Å	Ā	Æ
Ç	È	É	Ê	Ë	Ē	Ì	Í
Î	Ï	Ī	Ð	Ñ	Ò	Ó	Ô
Õ	Ö	Ø	Ō	Œ	Š	Ù	Ú
Û	Ü	Ū	Ý	Ÿ	Ȳ	Þ	à
á	â	ã	ä	å	ā	æ	ç
è	é	ê	ë	ē	ì	í	î
ï	ī	ð	ñ	ò	ó	ô	õ
ö	ø	ō	œ	š	ù	ú	û
ü	ū	ý	þ	ÿ	ȳ	Č	č
Ď	ď	ě	Ĺ	ľ	Ň	ň	Ř
ř	Ť	ť	ů	Ž	ž

À	Á	Â	Ã	Ä	Å	Ā	Æ
Ç	È	É	Ê	Ë	Ē	Ì	Í
Î	Ï	Ī	Ð	Ñ	Ò	Ó	Ô
Õ	Ö	Ø	Ō	Œ	Š	Ù	Ú
Û	Ü	Ū	Ý	Ÿ	Ȳ	Þ	à
á	â	ã	ä	å	ā	æ	ç
è	é	ê	ë	ē	ì	í	î
ï	ī	ð	ñ	ò	ó	ô	õ
ö	ø	ō	œ	š	ù	ú	û
ü	ū	ý	þ	ÿ	ȳ	Č	č
Ď	ď	ě	Ĺ	ľ	Ň	ň	Ř
ř	Ť	ť	ů	Ž	ž

À	Á	Â	Ã	Ä	Å	Ā	Æ
Ç	È	É	Ê	Ë	Ē	Ì	Í
Î	Ï	Ī	Ð	Ñ	Ò	Ó	Ô
Õ	Ö	Ø	Ō	Œ	Š	Ù	Ú
Û	Ü	Ū	Ý	Ÿ	Ȳ	Þ	à
á	â	ã	ä	å	ā	æ	ç
è	é	ê	ë	ē	ì	í	î
ï	ī	ð	ñ	ò	ó	ô	õ
ö	ø	ō	œ	š	ù	ú	û
ü	ū	ý	þ	ÿ	ȳ	Č	č
Ď	ď	ě	Ĺ	ľ	Ň	ň	Ř
ř	Ť	ť	ů	Ž	ž

À	Á	Â	Ã	Ä	Å	Ā	Æ
Ç	È	É	Ê	Ë	Ē	Ì	Í
Î	Ï	Ī	Ð	Ñ	Ò	Ó	Ô
Õ	Ö	Ø	Ō	Œ	Š	Ù	Ú
Û	Ü	Ū	Ý	Ÿ	Ȳ	Þ	à
á	â	ã	ä	å	ā	æ	ç
è	é	ê	ë	ē	ì	í	î
ï	ī	ð	ñ	ò	ó	ô	õ
ö	ø	ō	œ	š	ù	ú	û
ü	ū	ý	þ	ÿ	ȳ	Č	č
Ď	ď	ě	Ĺ	ľ	Ň	ň	Ř
ř	Ť	ť	ů	Ž	ž