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EDITORIAL FOCUS
ESSAYS ON APS CLASSIC PAPERS
Department of Medicine, University of California San Diego, La Jolla, California 92093-0623
ABSTRACT
This essay looks at the historical significance of four APS classic papers that are freely available online:
Fenn WO, Rahn H, and Otis AB. A theoretical study of the composition of the alveolar air at altitude. Am J Physiol 146: 637653, 1946 (http://ajplegacy.physiology.org/cgi/reprint/146/5/637).
Rahn H. A concept of mean alveolar air and the ventilation-bloodflow relationships during pulmonary gas exchange. Am J Physiol 158: 2130, 1949 (http://ajplegacy.physiology.org/cgi/reprint/158/1/21).
Riley RL and Cournand A. "Ideal" alveolar air and the analysis of ventilation-perfusion relationships in the lungs. J Appl Physiol 1: 825847, 1949 (http://jap.physiology.org/cgi/reprint/1/12/825).
Riley RL and Cournand A. Analysis of factors affecting partial pressures of oxygen and carbon dioxide in gas and blood of lungs: theory. J Appl Physiol 4: 77101, 1951 (http://jap.physiology.org/cgi/reprint/4/2/77).
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inequality (to use the argot of the initiated) is not fashionable at the present time, but to me it is one of the most elegant and satisfying areas in the whole of pulmonary gas exchange. I fell in love with the topic, as did many others, and my car license plate still says VAQ.
As implied above, the two groups and their disciples, Fenn, Otis, and Rahn in Rochester and then Buffalo on the one hand, and Riley and his colleagues in Pensacola and subsequently at Johns Hopkins on the other, came at the problem from different directions. The Rochester group under contract with the USAF started with attempts to better understand pulmonary gas exchange at high altitude, and indeed their emphasis continued to be on the gas side of the pulmonary blood-gas barrier and in particular the development of the enormously powerful oxygen-carbon dioxide diagram (5). By contrast, Riley and his colleagues began with the factors determining the arterial PO2, and the four-quadrant diagram, for example, emphasized the roles of the oxygen and carbon dioxide dissociation curves. They went on to develop a three-compartment model of pulmonary gas exchange where one compartment was "ideal" in the sense that gas exchange was optimal, another compartment had unperfused alveoli, and a third had unventilated alveoli. This model was the gold standard for assessing ventilation-perfusion inequality in patients with lung disease until the introduction of the multiple inert gas elimination technique allowed
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distributions to be described (11).
An intriguing feature of these two groups is that their work was largely independent and followed different courses, although apparently the two groups kept in touch. A feature of some of the early papers from both groups is that they are now difficult to read because of the awkward nomenclature. It was a major advance in 1950 when a committee chaired by John Pappenheimer agreed on the symbols that we still use today (3).
These papers show that the key to understanding pulmonary gas exchange in individual lung units is that the composition of the alveolar gas (and therefore the effluent blood) depends on only four primary factors: ventilation, blood flow, composition of inspired gas, and composition of mixed venous blood. Indeed the basic ventilation-perfusion ratio equation is deceptively simple:
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A is alveolar ventilation,
is blood flow (both in l/min), R is respiratory exchange ratio, CaO2 and C
O2 are the oxygen concentrations in effluent and mixed-venous blood (in ml/dl), and PACO2 is the alveolar PCO2 (Torr). The problem comes in implementing this equation because the solution depends on the oxygen and carbon dioxide dissociation curves, which are not only nonlinear but interdependent. This is the reason why the study of ventilation-perfusion relationships relied heavily on graphical analysis (5) until numerical solutions became possible with the advent of the computer (12).
The four papers on which this short essay is based will remain classics because an understanding of ventilation-perfusion relationships will always be important in analyzing pulmonary gas exchange in normal lungs under unusual conditions, such as at high altitude, and is the cornerstone for dealing with abnormal gas exchange in patients with lung disease. The American Physiological Society can rightly be proud of its role in developing this fundamental area of knowledge.
FOOTNOTES
Address for correspondence: J. B. West, UCSD Dept. of Medicine 0623A, 9500 Gilman Drive, La Jolla, CA 92093-0623 (E-mail: jwest{at}ucsd.edu).
REFERENCES
This article has been cited by other articles:
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D. Curran-Everett A classic learning opportunity from Fenn, Rahn, and Otis (1946): the alveolar gas equation Advan Physiol Educ, June 1, 2006; 30(2): 58 - 62. [Abstract] [Full Text] [PDF] |
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