Validation of Bohr dead space measured by volumetric capnography
Purpose Bohr’s dead space (VD Bohr ) is commonly calculated using end-tidal CO 2 instead of the true alveolar partial pressure of CO 2 ( P ACO 2 ). The aim of this work was to validate VD Bohr using P ACO 2 derived from volumetric capnography (VC) against VD Bohr with P ACO 2 values obtained from th...
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Published in | Intensive care medicine Vol. 37; no. 5; pp. 870 - 874 |
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Main Authors | , , , , |
Format | Journal Article |
Language | English |
Published |
Berlin/Heidelberg
Springer-Verlag
01.05.2011
Springer Springer Nature B.V |
Subjects | |
Online Access | Get full text |
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Summary: | Purpose
Bohr’s dead space (VD
Bohr
) is commonly calculated using end-tidal CO
2
instead of the true alveolar partial pressure of CO
2
(
P
ACO
2
). The aim of this work was to validate VD
Bohr
using
P
ACO
2
derived from volumetric capnography (VC) against VD
Bohr
with
P
ACO
2
values obtained from the standard alveolar air formula.
Methods
Expired gases of seven lung-lavaged pigs were analyzed at different lung conditions using main-stream VC and multiple inert gas elimination technique (MIGET).
P
ACO
2
was determined by VC as the midpoint of the slope of phase III of the capnogram, while mean expired partial pressure of CO
2
(
P
eCO
2
) was calculated as the mean expired fraction of CO
2
times the barometric minus the water vapor pressure. MIGET estimated expired CO
2
output (
V
CO
2
) and
P
eCO
2
by its V/Q algorithms. Then,
P
ACO
2
was obtained applying the alveolar air formula (
P
ACO
2
=
V
CO
2
/alveolar ventilation).
Results
We found close linear correlations between the two methods for calculating both
P
ACO
2
(
r
= 0.99) and VD
Bohr
(
r
= 0.96), respectively (both
p
< 0.0001). Mean
P
ACO
2
from VC was very similar to the one obtained by MIGET with a mean bias of −0.10 mmHg and limits of agreement between −2.18 and 1.98 mmHg. Mean VD
Bohr
from VC was close to the value obtained by MIGET with a mean bias of 0.010 ml and limits of agreement between −0.044 and 0.064 ml.
Conclusions
VD
Bohr
can be calculated with accuracy using volumetric capnography. |
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Bibliography: | ObjectType-Article-2 SourceType-Scholarly Journals-1 ObjectType-Undefined-1 ObjectType-Feature-3 content type line 23 |
ISSN: | 0342-4642 1432-1238 1432-1238 |
DOI: | 10.1007/s00134-011-2164-x |