Record Display for the EPA National Library Catalog

RECORD NUMBER: 34 OF 47

OLS Field Name OLS Field Data
Main Title Inertial Impaction and Gravitational Deposition of Aerosols in Curved Tubes and Airway Bifurcations.
Author Balashazy, I. ; Martonen, T. B. ; Hofmann, W. ;
CORP Author Health Effects Research Lab., Research Triangle Park, NC. ;Duke Univ. Medical Center, Durham, NC. Center for Extrapolation Modelling.
Publisher c1990
Year Published 1990
Report Number EPA/600/J-90/476;
Stock Number PB91-182147
Additional Subjects Anatomy ; Trachea ; Gravity ; Humans ; Aerosols ; Respiration ; Mathematical models ; Reprints ; Airway bifurcations
Holdings
Library Call Number Additional Info Location Last
Modified
Checkout
Status
NTIS  PB91-182147 Most EPA libraries have a fiche copy filed under the call number shown. Check with individual libraries about paper copy. 09/04/1991
Collation 16p
Abstract
A theoretical model of the simultaneous action of inertial impaction and gravitational forces on a particle moving in three dimensional circular bends is presented. Deposition efficiencies are computed for three different idealized flow patterns: (1) uniform; (2) radially-dependent, or rotational; and (3) parabolic. The bend is in a vertical plane, the inclusive angle of the bend is a variable, and its inlet can be at any angle of alignment to the horizontal. The results of these new simulations are compared with available experimental data and theoretical computations. The differential distributions of deposition along the length of the tubes are examined. The relative contributions of the inertial impaction and sedimentation mechanisms to total (i.e., simultaneous) deposition are studied. The applicability of simple pipe bend models, and their appropriate limits, are examined for the deposition of aerosols in human tracheobronchial bifurcations. The conceptual model is further developed for the case in which an airway bifurcation is characterized as a contiguous system of straight and bent tubes. The results of different bifurcation simulations are compared with each other and laboratory data published in the open literature. (Copyright (c) 1990 Elsevier Science Publishing Co., Inc.)