LOCAL COMPLIANCE PROBLEM OF LUNG ELASTICITY.

A. Frankus; G. C. Lee

LOCAL COMPLIANCE PROBLEM OF LUNG ELASTICITY.

A. Frankus
, G. C. Lee

Department of Civil, Structural & Environmental Engineering

Research output: Contribution to journal › Conference article › peer-review

3 Scopus citations

Abstract

Local compliance is a quantitative measure of the local distortionability of the lung parenchyma with respect to the overall averaged compliance of the entire lung. The latter is generally assumed to inflate and deflate uniformly. Utilizing recently derived non-linear parenchymal properties for saline-ventilated dog lungs, finite elasticity theory was utilized to obtain more accurate compliance values. A three-dimensional model was formulated and solved in two ways. A numerical solution to the equilibrium equations and a finite element solution based on a spherical finite element were compared.

Original language	English
Journal	American Society of Mechanical Engineers (Paper)
Issue number	75 -APMB-6
State	Published - 1975
Event	Unknown conference - Duration: Jun 23 1975 → Jun 27 1975

Cite this

@article{87e1100252bb4fa09f262113431c424d,

title = "LOCAL COMPLIANCE PROBLEM OF LUNG ELASTICITY.",

abstract = "Local compliance is a quantitative measure of the local distortionability of the lung parenchyma with respect to the overall averaged compliance of the entire lung. The latter is generally assumed to inflate and deflate uniformly. Utilizing recently derived non-linear parenchymal properties for saline-ventilated dog lungs, finite elasticity theory was utilized to obtain more accurate compliance values. A three-dimensional model was formulated and solved in two ways. A numerical solution to the equilibrium equations and a finite element solution based on a spherical finite element were compared.",

author = "A. Frankus and Lee, \{G. C.\}",

year = "1975",

language = "English",

journal = "American Society of Mechanical Engineers (Paper)",

issn = "0402-1215",

number = "75 -APMB-6",

note = "Unknown conference ; Conference date: 23-06-1975 Through 27-06-1975",

}

TY - JOUR

T1 - LOCAL COMPLIANCE PROBLEM OF LUNG ELASTICITY.

AU - Frankus, A.

AU - Lee, G. C.

PY - 1975

Y1 - 1975

N2 - Local compliance is a quantitative measure of the local distortionability of the lung parenchyma with respect to the overall averaged compliance of the entire lung. The latter is generally assumed to inflate and deflate uniformly. Utilizing recently derived non-linear parenchymal properties for saline-ventilated dog lungs, finite elasticity theory was utilized to obtain more accurate compliance values. A three-dimensional model was formulated and solved in two ways. A numerical solution to the equilibrium equations and a finite element solution based on a spherical finite element were compared.

AB - Local compliance is a quantitative measure of the local distortionability of the lung parenchyma with respect to the overall averaged compliance of the entire lung. The latter is generally assumed to inflate and deflate uniformly. Utilizing recently derived non-linear parenchymal properties for saline-ventilated dog lungs, finite elasticity theory was utilized to obtain more accurate compliance values. A three-dimensional model was formulated and solved in two ways. A numerical solution to the equilibrium equations and a finite element solution based on a spherical finite element were compared.

UR - https://www.scopus.com/pages/publications/85069350441

M3 - Conference article

AN - SCOPUS:85069350441

SN - 0402-1215

JO - American Society of Mechanical Engineers (Paper)

JF - American Society of Mechanical Engineers (Paper)

IS - 75 -APMB-6

T2 - Unknown conference

Y2 - 23 June 1975 through 27 June 1975

ER -

LOCAL COMPLIANCE PROBLEM OF LUNG ELASTICITY.

Abstract

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