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1.
Inhal Toxicol ; 33(3): 96-112, 2021 02.
Artigo em Inglês | MEDLINE | ID: mdl-33821744

RESUMO

OBJECTIVE: To develop a stochastic five-lobe lung model and to compute particle deposition fractions in the five lobes, considering anatomical as well as ventilatory asymmetry. MATERIALS AND METHODS: The stochastic five-lobe lung model was derived from an existing stochastic model for the whole lung, which implicitly contains information on the lobar airway structure. Differences in lobar ventilation and sequential filling of individual lobes were simulated by a stochastic lobar ventilation model. Deposition fractions of inhaled unit density particles in the five lobes were calculated by an updated version of the Monte Carlo deposition code Inhalation, Deposition, and Exhalation of Aerosols in the Lung (IDEAL). RESULTS: Simulations for defined exposure and breathing conditions revealed that the two lower lobes receive higher deposition and the two upper lobes lower deposition, compared to the average deposition for the whole lung. The resulting inter-lobar distribution of deposition fractions indicated that the non-uniform lung morphometry is the dominating effect, while non-uniform ventilation only slightly enhances the lobar differences. The relation between average lobe-specific deposition fractions and corresponding average values for the whole lung allowed the calculation of lobe-specific deposition weighting factors. DISCUSSION: Comparison with limited deposition measurements for upper vs. lower (U/L) and left vs. right (L/R) lobes revealed overall agreement between experimental and theoretical data. Calculations of the L/R deposition ratio for inhaled aerosol boli confirmed the hypothesis of Möller et al. that the right lung is less able to expand at the end of a breath because of the restrictive position of the liver.


Assuntos
Pulmão/anatomia & histologia , Pulmão/fisiologia , Modelos Biológicos , Material Particulado , Processos Estocásticos , Humanos , Exposição por Inalação , Método de Monte Carlo , Fenômenos Fisiológicos Respiratórios
2.
Health Phys ; 99(4): 523-31, 2010 Oct.
Artigo em Inglês | MEDLINE | ID: mdl-20838094

RESUMO

The main sources of intersubject variations considered in the present study were: (1) size and structure of nasal and oral passages, affecting extrathoracic deposition and, in further consequence, the fraction of the inhaled activity reaching the bronchial region; (2) size and asymmetric branching of the human bronchial airway system, leading to variations of diameters, lengths, branching angles, etc.; (3) respiratory parameters, such as tidal volume, and breathing frequency; (4) mucociliary clearance rates; and (5) thickness of the bronchial epithelium and depth of target cells, related to airway diameters. For the calculation of deposition fractions, retained surface activities, and bronchial doses, parameter values were randomly selected from their corresponding probability density functions, derived from experimental data, by applying Monte Carlo methods. Bronchial doses, expressed in mGy WLM-1, were computed for specific mining conditions, i.e., for defined size distributions, unattached fractions, and physical activities. Resulting bronchial dose distributions could be approximated by lognormal distributions. Geometric standard deviations illustrating intersubject variations ranged from about 2 in the trachea to about 7 in peripheral bronchiolar airways. The major sources of the intersubject variability of bronchial doses for inhaled radon progeny are the asymmetry and variability of the linear airway dimensions, the filtering efficiency of the nasal passages, and the thickness of the bronchial epithelium, while fluctuations of the respiratory parameters and mucociliary clearance rates seem to compensate each other.


Assuntos
Brônquios/metabolismo , Exposição por Inalação/análise , Modelos Biológicos , Doses de Radiação , Produtos de Decaimento de Radônio/metabolismo , Algoritmos , Humanos , Método de Monte Carlo , Radiometria , Produtos de Decaimento de Radônio/análise , Produtos de Decaimento de Radônio/farmacocinética , Processos Estocásticos
3.
Inhal Toxicol ; 18(10): 809-19, 2006 Sep.
Artigo em Inglês | MEDLINE | ID: mdl-16774871

RESUMO

Deposition fractions in human airway generations were computed with a stochastic deposition model, which is based on a randomly, asymmetrically dividing lung morphology, applying Monte Carlo techniques. Corresponding uncorrelated surface deposition densities were obtained by dividing the average deposition fraction in a given generation by the average total surface area of that generation. In order to consider the statistical correlation between deposition probability and linear airway dimensions in each airway, correlated surface deposition densities were calculated by dividing the deposition fraction in a randomly selected bronchial or acinar airway by the surface area of that airway and by the total number of bronchial or acinar airways in that generation. Average surface deposition densities are relatively constant throughout bronchial airway generations, while average acinar surface deposition densities exhibit a distinct decrease with rising penetration into the acinar region. Due to the correlation between deposition fraction and surface area in a given airway generation, average correlated surface deposition densities are consistently higher than average uncorrelated densities, particularly in the acinar region, where differences can be as high as a few orders of magnitude. Already significant statistical fluctuations of the deposition fractions in individual airway generations are even exacerbated for surface deposition densities, with coefficients of variation about twice as high as for correlated deposition fractions.


Assuntos
Aerossóis/metabolismo , Brônquios/anatomia & histologia , Exposição por Inalação , Modelos Anatômicos , Modelos Biológicos , Alvéolos Pulmonares/anatomia & histologia , Aerossóis/química , Brônquios/metabolismo , Simulação por Computador , Humanos , Método de Monte Carlo , Tamanho da Partícula , Alvéolos Pulmonares/metabolismo , Mecânica Respiratória , Processos Estocásticos
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