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J Appl Physiol 91: 1931-1940, 2001;
8750-7587/01 $5.00
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Vol. 91, Issue 5, 1931-1940, November 2001

Chemiluminescent measurements of nitric oxide pulmonary diffusing capacity and alveolar production in humans

Irene B. Perillo1, Richard W. Hyde1,2, Albert J. Olszowka3, Anthony P. Pietropaoli1, Lauren M. Frasier1, Alfonso Torres1, Peter T. Perkins1, Robert E. Forster II4, Mark J. Utell1,2, and Mark W. Frampton1,2

Departments of 1 Medicine and 2 Environmental Medicine, School of Medicine and Dentistry, University of Rochester, Rochester 14627; 3 Department of Physiology, School of Medicine, State University of New York, Buffalo, New York 14214; and 4 Department of Physiology, University of Pennsylvania, Philadelphia, Pennsylvania 19104


    ABSTRACT
TOP
ABSTRACT
INTRODUCTION
METHODS
RESULTS
DISCUSSION
APPENDIX
REFERENCES

Measurements of nitric oxide (NO) pulmonary diffusing capacity (DLNO) multiplied by alveolar NO partial pressure (PANO) provide values for alveolar NO production (VANO). We evaluated applying a rapidly responding chemiluminescent NO analyzer to measure DLNO during a single, constant exhalation (DexNO) or by rebreathing (DrbNO). With the use of an initial inspiration of 5-10 parts/million of NO with a correction for the measured NO back pressure, DexNO in nine healthy subjects equaled 125 ± 29 (SD) ml · min-1 · mmHg-1 and DrbNO equaled 122 ± 26 ml · min-1 · mmHg-1. These values were 4.7 ± 0.6 and 4.6 ± 0.6 times greater, respectively, than the subject's single-breath carbon monoxide diffusing capacity (DsbCO). Coefficients of variation were similar to previously reported breath-holding, single-breath measurements of DsbCO. PANO measured in seven of the subjects equaled 1.8 ± 0.7 mmHg × 10-6 and resulted in VANO of 0.21 ± 0.06 µl/min using DexNO and 0.20 ± 0.6 µl/min with DrbNO. DexNO remained constant at end-expiratory oxygen tensions varied from 42 to 682 Torr. Decreases in lung volume resulted in falls of DexNO and DrbNO similar to the reported effect of volume changes on DsbCO. These data show that rapidly responding chemiluminescent NO analyzers provide reproducible measurements of DLNO using single exhalations or rebreathing suitable for measuring VANO.

alveoli; rebreathing


    INTRODUCTION
TOP
ABSTRACT
INTRODUCTION
METHODS
RESULTS
DISCUSSION
APPENDIX
REFERENCES

THE RESPIRATORY TRACT PRODUCES nitric oxide (NO) in the nasal pharynx, the conducting airways, and the alveoli (10, 13, 24). Recently developed methods permit determination of the rate of NO production from these three locations (10, 24, 30). Representative values in normal subjects are 0.4 µl/min for the nose and nasal pharynx (10, 11), 0.08 µl/min from the conducting airways (24, 30), and 0.2 µl/min from the alveoli (24). The most popular method to estimate NO production by the conducting airways is based on measurement of expired NO concentration at constant expiratory flow rates from 50 to 200 ml/min while the subject exhales against a positive pressure of 5-20 cmH2O (26). The positive pressure excludes contamination of the expired samples from NO in the nasal pharynx. At these relatively slow expiratory flow rates, the expired NO concentrations mainly reflect the NO production by the conducting airways, with little contribution from the alveoli. Airway inflammation from bronchial asthma can cause dramatic increases of conducting airway NO (26). Measurements of expired NO have attracted interest as a means to monitor airway inflammation and investigate the mechanisms controlling NO production by the conducting airways (26).

Determination of NO production by the alveoli (VANO) is more complex. It requires measurements of expired NO concentration collected while the subject expires against a positive pressure of 5-20 cmH2O at a number of different constant expiratory flow rates (24, 29, 30). These measurements permit extrapolation to the NO concentration present at an infinitely fast expiratory flow rate that is free of any contribution from the conducting airways to the expired air. This extrapolated value represents the alveolar NO partial pressure (PANO) present during a steady state without entry of NO into the alveoli from the conducting airways. PANO multiplied by the pulmonary NO diffusing capacity (DLNO) equals VANO (15) or
<A><AC>V</AC><AC>˙</AC></A><SC>a</SC><SUB>NO</SUB><IT>=</IT>P<SC>a</SC><SUB>NO</SUB><IT>·</IT>D<SC>l</SC><SUB>NO</SUB> (1)
To date, VANO has only been measured in normal human subjects (24), but it is suspected to be elevated in some diseases, such as cirrhosis of the liver (19), while decreased in other diseases, such as primary pulmonary hypertension (8).

Measurements of VANO require a measurement of DLNO (Eq. 1). In humans, several groups have measured DLNO with a modification of the carbon monoxide (CO) breath-holding, single-breath method (DsbCO) (2, 3, 12, 18). Short breath-holding times of 3-8 s were required because the rapid clearance of NO from the alveoli prevented accurate measurements of the small expired NO signal after 10 s of breath holding. The shorter breath-holding periods make it difficult to determine accurately the breath-holding time interval. In the past decade, rapidly responding, highly sensitive chemiluminescent NO analyzers have become available that permit continuous breath-by-breath measurements of NO concentration during the ventilatory cycle.

The purpose of this report is to see if these analyzers can be applied to make accurate measurements of DLNO suitable for calculating VANO. We describe a single exhalation method and rebreathing method that do not require a concurrent measurement of an inert, relatively insoluble gas, such as helium or methane. Compared with the breath-holding techniques, advantages include the use of lower concentrations of NO in the order of 5-10 ppm and the elimination of errors from estimating the breath-holding time interval. These methods are also compared with DsbCO obtained in the same subjects.

Glossary


CV   Coefficient of variation
DexCO   Pulmonary CO diffusing capacity measured during a single, constant maximum exhalation
DexNO   Pulmonary NO diffusing capacity measured during a single, constant maximum exhalation
DL   Pulmonary diffusing capacity; test gas not specified
DLCO   Pulmonary CO diffusing capacity; method of measurement not specified
DLNO   Pulmonary NO diffusing capacity
DrbCO   Pulmonary CO diffusing capacity measured during rebreathing CO
DrbNO   Pulmonary NO diffusing capacity measured during rebreathing NO
DsbCO   Breath-holding, single-breath CO diffusing capacity
DsbNO   Breath-holding, single-breath NO diffusing capacity
PANO   Partial pressure of NO in alveoli
PNOex   Expired concentration of NO
PNOexinfinity    Minimal partial pressure of NO that can be present during measurements of DexNO
PNOrbinfinity    Minimal partial pressure of NO that can be present during measurements of DrbNO
VA   Alveolar volume
 VANO   NO production by the alveoli


    METHODS
TOP
ABSTRACT
INTRODUCTION
METHODS
RESULTS
DISCUSSION
APPENDIX
REFERENCES

Measurement of NO. Details of the method to measure NO have been previously described (11, 24). A rapidly responding chemiluminescent NO analyzer (model 270B, Sievers, Boulder, CO), operating at a sample rate of 250 ml/min, continuously measured exhaled levels of NO at the mouthpiece. Response time of the analyzer was <200 ms for a signal of 90% full scale with a lag time of 0.8 s. The analyzer was adjusted to provide 40 measurements of the NO concentration per second that could be averaged over any time interval. The NO analyzer was calibrated daily by serial dilution of a gas containing 229 parts per billion (ppb) of NO. To obtain reference gas samples free of NO, air from a gas cylinder containing <2 ppb of NO (Scott Specialty Gases, Plumsteadville, PA) was passed through a filter packed with potassium permanganate (Purafil, Thermoenvironmental Instruments, Franklin, MA).

Measurements of this NO-free air were performed within 2 min before and after each NO measurement of expired gas samples and averaged to obtain the zero NO signal. The lag time between the volume signal obtained from the potentiometer attached to the spirometer and change in the NO signal caused mainly by the transit time through the NO sampling tube was determined daily and equaled 0.8 ± 0.1 (SD) s. Multiple repetitive measurements of gas mixtures of 2.8 and 8.2 mmHg × 10-6 of NO showed a SD of 0.09 mmHg × 10-6. During gas sampling, the operator exhaled warm humidified gas from the mouth by the inlet of the NO analyzer every ~5-10 min; thus the walls of the unheated tygon inlet tubing (150 cm in length with an inside diameter of 1.6 mm and an outside diameter of 3.2 mm) were kept moist. This resulted in all gases being considered measured at ATPS. The chart recorder (MACLab Recording Instrument, AD, Castle Hill, NSW, Australia) stored the volume signal and NO signal in a Macintosh LC computer (Apple Computer, Cupertino, CA).

Single, rapid, maximal exhalation at constant flow rate for measuring DLNO. After resting for 5 min in the sitting position, each subject first exhaled to residual volume (RV) through the mouthpiece of the apparatus attached to a four-way valve connected to room air (Fig. 1). The valve was turned 90°, and the subject rapidly inhaled 5-10 ppm of NO from the bag-in-box to total lung capacity, breath held for 2-3 s, and then exhaled into the spirometer at an expiratory flow rate of 460 ± 80 (SD) ml/s (range: 370-560 ml/s) to RV. For most of the measurements, the constant expiratory flow rate was facilitated by narrowing the expiratory line to the spirometer with a cork penetrated by an open tube with a cross-sectional area of 12 mm2. The subject was instructed to maintain an expiratory pressure of +5 cmH2O observed on the water manometer attached at the mouthpiece. The concentration of NO at the mouthpiece and changes in lung volume were recorded (Fig. 2). DLNO measured during a single, constant maximum exhalation (DexNO) was calculated by using a modification of the method described by Cotton and coworkers (6). At any instant, the amount of NO leaving the alveolar volume (VA) equals the amount of NO diffusing into the blood or
<FR><NU>d</NU><DE>d<IT>t</IT></DE></FR> <FENCE><FR><NU>P<SC>no</SC><SUB>ex</SUB><IT>·</IT>V<SC>a</SC></NU><DE>(P<SC>b</SC><IT>−</IT>47)</DE></FR></FENCE><IT>=</IT>Dex<SUB>NO</SUB> (P<SC>no</SC><SUB>ex</SUB><IT>−</IT>P<SC>no</SC><SUB>ex∞</SUB>) (2)
where DexNO is recorded in ml · min-1 · mmHg-1, PNOex is the partial pressure of NO at any instant in the expired gas measured at the mouth in mmHg, VA is expressed in ml STPD, PB is barometric pressure, and PNOexinfinity is the minimal partial pressure of NO that can be present during the measurement whose subtraction corrects for NO production by the alveoli. Integration gives
Dex<SUB>NO</SUB><IT>=</IT><FR><NU>V<SC>a</SC><IT>×</IT>60</NU><DE>(P<SC>b</SC><IT>−</IT>47)(<IT>t</IT><SUB>2</SUB><IT>−t</IT><SUB>1</SUB>)</DE></FR> ln<FENCE><FR><NU>P<SC>no</SC><SUB>ex1</SUB><IT>−</IT>P<SC>no</SC><SUB>ex∞</SUB></NU><DE>P<SC>no</SC><SUB>ex2</SUB><IT>−</IT>P<SC>no</SC><SUB>ex∞</SUB></DE></FR></FENCE> (3)
where PNOex1 and PNOex2 are the initial and final values of PNOex during the time interval t2 - t1 recorded in seconds during the exhalation. The computer calculated DexNO every 0.025 s and then averaged this value with the previous 19 values, so that a value of DexNO was recorded as a 0.5-s moving average plotted every 0.025 s (Fig. 3). A single value for DexNO for each exhalation was then calculated from the mean of these values for DexNO, which was obtained after the initial data were discarded that was measured during exhaling of a volume equal to four times the total dead space, which was calculated as the sum of the subject's estimated anatomic dead space and the instrument's dead space of 100 ml. The subject's anatomic dead space was assumed to equal the subject's ideal body weight in pounds and was expressed in milliliters (4). The final 15% of the exhaled vital capacity was also discarded.


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Fig. 1.   Diagram of apparatus used to measure nitric oxide (NO) diffusing capacity with single, constant exhalations (DexNO) and rebreathing (DrbNO). For measuring DexNO, the subject inhaled 5-10 parts/million (ppm) of NO from the bag-in-box, breath held for 2-3 s, and then exhaled through the orifice of the cork while maintaining +5 cm of pressure in the manometer. The cork and manometer result in a constant expiratory flow rate of ~0.5 l/s. To measure DrbNO, the cork and manometer were removed, and subjects rebreathed 5-10 ppm of NO placed in the bag, emptying the bag at the end of each inspiration. For details see text.



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Fig. 2.   Recording of NO signal and change in lung volume during the measurement of DexNO. The subject rapidly inhaled 3.3 liters of NO-enriched air, breath held for 3 s, and then exhaled at a constant flow rate of 370 ml/s. DexNO was calculated from the data collected after discarding an initial volume equal to 4 times the subject's and instrument's dead space (4 × DS) and the final 15% of the expired vital capacity (15% VC).



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Fig. 3.   Computer-generated values of DexNO vs. exhaled lung volume calculated from the data shown in Fig. 2. The mean value for DexNO was obtained from the average of recorded values after discarding an initial volume equal to the instrument's and subject's dead space (4 × DS) and the final 15% VC. To determine the effects of lung volume on DexNO, the value recorded during the first 20% of the measurement was compared with the last 20%.

The VA at any instant was calculated by the computer using the subject's RV plus the remaining fraction of the exhaled vital capacity recorded by the spirometer. RV was obtained from the subject's functional residual capacity measured with a body plethysmograph (9), less the expiratory reserve volume measured with a spirometer.

Estimation of the back pressure or PNOexinfinity . The subjects repeated the same maneuver used to measure DexNO with the bag-in-box filled with room air containing <15 ppb of NO. PNOexinfinity was calculated from the mean value of the expired NO concentration that was recorded after the initial NO signal was discarded that was obtained while the subject exhaled a volume equal to four times the total dead space calculated as described above, as well as the final 10% of the expired volume. For six of the subjects, measurements of PNOexinfinity were made at several different constant expiratory flow rates above and below the flow rate used to measure DexNO. This allowed extrapolation to a value of PNOexinfinity that matched the expiratory flow rate present during the measurement of DexNO.

Rebreathing method for measuring DLNO. The rebreathing maneuver was performed by first filling the bag-in-box with 5-10 ppm of NO in air at a gas volume of ~1 liter less than the subject's vital capacity. The subject inserted the mouthpiece and exhaled into the room to RV. The valve at the mouthpiece was turned to the bag, and the subject inspired the contents of the bag and then rebreathed 1.6 ± 0.3 liters (STPD) at a constant rebreathing rate of 23 ± 4 breaths/min, emptying the bag with each breath for 20-30 s (Fig. 4, top and middle). The computer transformed the NO signal to a plot of the natural logarithm of the partial pressure of NO at the mouth less the minimal partial pressure of NO present during rebreathing (PNOrbinfinity ) vs. time (Fig. 4, bottom), where PNOrbinfinity is calculated as described below. After one to three breaths, there is a linear decrease in the logarithm of this NO signal for the subsequent six to eight breaths, and these data were used to calculate rebreathing DLNO DrbNO. Data collected after 20 s of rebreathing were usually discarded because of the low signal-to-noise ratio at NO concentrations <30 mmHg × 10-6 (Fig. 4, bottom). The operator measured the bag concentration (Pbag) recorded at the end of inspiration and the end-expiratory concentration (PNOex) of these breaths. The computer calculated the slope of two parallel lines fitted to Pbag - PNOrbinfinity and PNOex - PNOrbinfinity (kNO) expressed as a fractional change in concentration per minute. From two parallel lines drawn through Pbag - PNOrbinfinity and PNOex - PNOrbinfinity , the ratio of Pbag - PNOrbinfinity to PNOex - PNOrbinfinity at any instant (H) was calculated (Fig. 4). DrbNO was then calculated with an equation similar to equations derived by Hook and Meyer (14) and Meyer and coworkers (21) that were used for calculating rebreathing measurements of oxygen, CO, and NO diffusing capacity (see APPENDIX for derivation)
Drb<SUB>NO</SUB><IT>=</IT><FR><NU><IT>k</IT><SUB>NO</SUB>(V<SUB>tot</SUB>)</NU><DE>P<SC>b</SC><IT>−</IT>47</DE></FR><IT>+</IT><FR><NU><A><AC>V</AC><AC>˙</AC></A><SUB>eff</SUB> (<IT>H−</IT>1)<SUP>2</SUP></NU><DE>(P<SC>b</SC><IT>−</IT>47)<IT>H</IT></DE></FR> (4)
where Vtot is the total gas volume in ml (STPD) in the rebreathing circuit, which consists of the subject's RV, the gas volume of the initial inspiration, and the instrument's dead space of 100 ml. Veff is effective ventilation in ml/min during rebreathing and was calculated as the mean volume of the rebreathing breaths less the instrument's dead space of 100 ml and the subject's dead space, which is estimated to be 25% of the rebreathing volume (23) multiplied by the rebreathing rate in breaths/min.


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Fig. 4.   Measurement of DrbNO. Top: NO concentration at the mouthpiece during rebreathing of air enriched with 6,000 ppb of NO. Middle: changes in lung volume during rebreathing. The subject inspired 4.6 liters and then rebreathed 1.6 liters for 34 s. Bottom: the oscillating signal is the computer-processed NO concentration recorded as the difference between NO concentration at the mouth (PNO) less the minimal partial pressure of NO present during rebreathing (PNOrbinfinity ). This signal is plotted as the logarithm of PNO - PNOrb vs. time. After the first 2 breaths were discarded, the computer fitted 2 straight, parallel, dashed lines to the inspired concentration from the breathing bag (top dashed line) and the end-expiratory concentration (bottom dashed line). The slope of these lines (kNO) and the ratio of the concentration of the 2 dashed lines at any instant (H) were used to calculate DrbNO with Eq. 4. In this subject, H can be calculated at time 0 and equaled 9.0 × 103 divide  3.2 × 103, or 2.8.

Estimation of the PNOrbinfinity . PNOrbinfinity during rebreathing was measured by having the subject perform the same rebreathing maneuver for 15-20 s with the bag-in-box filled with room air. After 5-10 s of rebreathing, the NO concentration reaches a constant value equal to PNOrbinfinity (see Fig. 4 in Ref. 11). The value for PNOrbinfinity was measured from the mean NO concentration recorded at the mouth during the last 3 s of rebreathing after discarding the final exhalation during rebreathing (11). In seven of the subjects, the rebreathing maneuver to measure PNOrbinfinity was performed at ventilatory rates above and below the value present for measuring DrbNO. These measurements permitted extrapolation to a value for PNOrbinfinity that matched the ventilatory rate present during the measurement of DrbNO.

Effects of alveolar oxygen tension on DexNO. Five of the subjects performed measurements of DexNO at end-expiratory oxygen tensions varying between 42 and 570 Torr. End-expiratory O2 was measured with an oxygen sensor (AG-17 O2 sensor, Ceramatec, Salt Lake City, UT; and TED200-TX microprocessor, Teledyne, City of Industry, CA) installed in the expiratory line of the apparatus (Fig. 1). To vary the end-expiratory partial pressure of O2, the bag-in-box was filled with O2 concentrations varying from 1 to 99% before the NO was added just before the measurement of DexNO. To obtain end-expired O2 tensions in excess of 500 Torr, the subject performed three slow vital capacity maneuvers while inhaling 100% oxygen before inhaling 5-10 ppm NO in 99% oxygen. DexNO was calculated as described above.

Effects of VA on DexNO and DrbNO. Effects of changes in VA on DexNO were determined by comparing its value obtained during the first 20% of the expirate used to calculate DexNO to the final 20% (Fig. 3). Six of the subjects decreased their VA during measurements of DrbNO by starting the initial inspiration from RV, with the rebreathing bag containing a volume reduced to 2-3 liters less than the subject's vital capacity.

Measurement of DsbCO. DsbCO was measured by the technique of Jones and Meade (16) using automated equipment (P. K. Morgan, Haverhill, MA). DsbCO was multiplied by 5 to provide an estimated value of NO diffusing capacity (5 × DsbCO). The factor 5 was chosen on the basis of published reports showing a ratio of NO diffusing capacity to CO diffusing capacity breathing air ranging from 4.3 to 5.3 (2, 3, 12, 18, 28, 31).

Measurement of VANO. VANO is the product of PANO and the diffusing capacity for NO (Eq. 1). PANO for seven of the subjects was measured with the technique described by Pietropaoli and coworkers (24), where subjects performed a series of exhalations at different constant expiratory flow rates after inspiring room air and breath holding for 10-15 s. The faster the exhalation, the less is the contribution of the NO produced by the conducting airways to the NO originating from the alveoli (PANO). The expired NO concentration in a series of expirations at different expiratory flow rates permits extrapolation to the concentration of NO at an infinite expiratory flow rate. This value was considered to be PANO free of contamination by NO from the conducting airways. VANO was then calculated with Eq. 1.

Subjects. Measurements of DexNO, DrbNO, and DsbCO were made in nine healthy, nonsmoking subjects ranging in age from 31 to 72 yr (mean 46 ± 18 yr). Height was 173 ± 9 cm, and weight was 73 ± 11 kg. Six were men, and three were women. All subjects were free of cardiopulmonary disease and respiratory symptoms. Spirometry showed values of >= 90% of predicted (7) for the forced expiratory volume in 1 s with a mean value of 106 ± 14% of the predicted forced expiratory volume in 1 s. The study was approved by the University of Rochester's Research Subjects Review Board.

Statistical methods. Results are given as means ± SD. In experiments in which subjects served as their own control, results were compared using a two-tailed paired t-test. Groups of subjects were compared with an unpaired t-test. A P value < 0.05 was required for statistical significance.


    RESULTS
TOP
ABSTRACT
INTRODUCTION
METHODS
RESULTS
DISCUSSION
APPENDIX
REFERENCES

Values for DexNO, DrbNO, and DsbCO. Figure 5 shows the individual values for DexNO, DrbNO, and DsbCO multiplied by 5 in the nine subjects. DexNO equaled 125 ± 29 ml · min-1 · mmHg-1, DrbNO equaled 122 ± 26 ml · min-1 · mmHg-1, and 5 × DsbCO equaled 135 ± 36 ml · min-1 · mmHg-1. The 3% difference between DexNO and DrbNO reached statistical significance (P = 0.046). DexNO was 4.7 ± 0.6 times greater than DsbCO, and DrbNO was 4.6 ± 0.6 times greater than DsbCO.


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Fig. 5.   Values for DexNO, DrbNO, and 5 times the carbon monoxide breath-holding, single-breath diffusing capacity (5 × DsbCO) for 9 normal subjects. DLNO, pulmonary lung diffusing capacity of NO. Symbols are as follows: open circle , subject MC (31 yr, male); , subject AP (33 yr, male); , subject AT (33 yr, male); diamond , subject JB (34 yr, male); black-triangle, subject PP (72 yr, male); black-lozenge , subject RH (68 yr, male); , subject CG (32 yr, female); black-down-triangle , subject IP (32 yr, female); triangle , subject SH (65 yr, female).

Intraday and interday variability of DexNO and DrbNO. Table 1 shows interday and intraday variability of DexNO and DrbNO expressed as the coefficient of variation (CV). Intraday CV in the nine subjects for DexNO was 4.4 ± 3.9% and for DrbNO was 3.4 ± 1.9%. Interday CVs were slightly larger at 8.1 ± 4.9% for DexNO measured in seven of the subjects and 13.6 ± 10.1% for DrbNO measured in six of the subjects.

                              
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Table 1.   Interday and intraday variability of DexNO and DrbNO expressed as coefficients of variation

Influence of alveolar oxygen tension on DexNO. Figure 6 shows values for DexNO at end-expiratory O2 tensions that varied from 42 to 682 Torr in five of the subjects. DexNO showed no consistent change with different oxygen tensions. For example, the mean values for the five subjects obtained <100 Torr at 60 ± 10 Torr equaled 126 ± 30 ml · min-1 · mmHg-1 compared with 128 ± 31 ml · min-1 · mmHg-1 for all measurements at values >450 Torr obtained at 557 ± 68 Torr and did not differ significantly (P = 0.14).


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Fig. 6.   DexNO at different end-expired PO2 in 5 subjects. DexNO obtained at PO2 < 100 Torr did not differ from values measured at PO2 > 450 Torr. See Fig. 5 legend for definition of symbols.

Effects of changes in VA on DexNO and DrbNO. Figure 7A shows values for DexNO determined from the first 20% and the final 20% of the expirate used to determine PNOex in nine subjects. DexNO fell from 138 ± 35 to 100 ± 21 ml · min-1 · mmHg-1, or 28% (P = 0.001), with a change in VA from 6,578 ± 1,508 to 4,714 ± 1,112 ml BTPS. Figure 7B shows the changes for DrbNO performed at VA values of 6,186 ± 791 and 4,682 ± 373 ml BTPS in six of the subjects. DrbNO fell from 127 ± 30 to 107 ± 21 ml · min-1 · mmHg-1, or 19% (P = 0.050).


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Fig. 7.   A: changes in DexNO at different lung volumes in 9 subjects. B: changes in DrbNO at different lung volumes in 6 of the subjects. M, male; F, female.

VANO in humans. In seven of the subjects, VANO was calculated from the product of PANO with DexNO, DrbNO, and 5 × DsbCO (Fig. 8). PANO equaled 1.8 ± 0.7 mmHg × 10-6. The respective values of VANO were 0.21 ± 0.06, 0.20 ± 0.06, and 0.22 ± 0.06 µl/min. The small difference between VANO calculated with DexNO and DrbNO was significant (P = 0.009).


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Fig. 8.   Alveolar NO production calculated using DexNO, DrbNO, and 5 × DsbCO. Symbols are as defined in Fig. 7A.

PNOexinfinity and PNOrbinfinity or back pressure. PNOexinfinity equaled 3.8 ± 1.7 mmHg × 10-6 and PNOrbinfinity equaled 2.6 ± 0.7 mmHg × 10-6. If PNOexinfinity and PNOrbinfinity were assumed to equal zero, DexNO was underestimated by 2.3 ± 1.6% (P = 0.002) and DrbNO by 1.7 ± 0.9% (P = 0.0002).


    DISCUSSION
TOP
ABSTRACT
INTRODUCTION
METHODS
RESULTS
DISCUSSION
APPENDIX
REFERENCES

These data show that rapidly responding chemiluminescent NO analyzers, combined with simple pulmonary function equipment (Fig. 1), permit reproducible measurements of DLNO in normal subjects using either single exhalations (DexNO) or rebreathing (DrbNO). A separate measurement of the subject's RV with techniques such as body plethysmography or helium gas dilution is required. This measurement obviates the complexity of continuous analysis of an inert, insoluble gas such as helium with mass spectrometry, which was employed by previous investigators using single exhalations or rebreathing methods (6, 21, 28, 31). These are the first measurements of DLNO that take into account the NO back pressure to diffusion resulting from NO production by the lungs.

Comparison of breath-holding, single-breath NO diffusing capacity and DexNO to measurements reported by others. Our values for DexNO of 125 ml · min-1 · mmHg-1 and DrbNO of 122 ml · min-1 · mmHg-1 obtained in normal subjects are similar to measurements reported by others using breath holding [single-breath NO diffusing capacity (DsbNO)] and constant exhalations (DexNO). Borland and Higenbottam (3) in one series obtained values for DsbNO of 147 ml · min-1 · mmHg-1 in 13 normal subjects and 126 ml · min-1 · mmHg-1 in another group of 10 normal subjects (2). Guenard and coworkers (12), using 3-s breath holdings in normal subjects, obtained values for DsbNO of 136 ml · min-1 · mmHg-1 in 14 subjects and 140 ml · min-1 · mmHg-1 in another series of 11 subjects (18). Tsoukias and coworkers (28, 31) recently reported values for DexNO of 130 ml · min-1 · mmHg-1 at a VA of 5.4 liters (BTPS) in seven normal men aged 28 ± 4 (SD) yr. Values for DsbNO in the same subjects shown in a figure in their report (28) appear to be slightly lower at the same VA.

The ratio of DexNO to DsbCO of 4.7 ± 0.6 and DrbNO to DsbCO of 4.6 ± 0.6 in our subjects is similar to the values from the above breath-holding studies. Borland and coworkers (2, 3) reported ratios of DsbNO to DsbCO of 4.3 ± 0.3 and 4.5 ± 0.5. Guenard and coworkers (12, 18) obtained values of 5.3 ± 0.8 and 4.5 ± 0.6. Tsoukias and coworkers (28, 31) measured both DexNO and CO pulmonary diffusing capacity (DL) (DLCO) measured during single, constant, maximum exhalation (DexCO) and obtained a ratio of 5.3 ± 0.5.

Influence of NO back pressure on measurements of NO diffusing capacity. Production of NO by mammalian airways and its presence in exhaled air were not recognized until 1991 (13). Therefore, previous measurements of NO diffusing capacity by breath holding in humans and rebreathing in animals did not take this NO back pressure into account. Unlike for CO, NO back pressure has two components. First is the production of NO by the pulmonary capillary endothelium and the alveolar-capillary membrane that results in a PANO in the order of 2 × 10-6 mmHg (24, 30). Second, during exhalation this NO is added to the NO production by the conducting airways. This concentration from the conducting airways is highly dependent on expiratory flow rates (24, 26, 30), but typically at flow rates of 500 ml/s it equals ~4 × 10-6 mmHg (24). Alveolar NO during the measurement of DexNO or DrbNO falls rapidly, with a half-time in the order of 2-3 s; thus the background pressure can make an appreciable contribution to the expired NO concentration later in the maneuver. Our measurements of DexNO and DrbNO performed with 5-10 ppm of NO would be underestimated by ~2% if the back pressure were ignored. If the inspired NO concentration were decreased threefold to 2-3 ppm, the estimated error from ignoring NO back pressure would increase to 5% for DexNO and 3% for DrbNO. Initially, inhaling a fourfold higher concentration of NO of 40 ppm reduces the estimated error to 0.6% for DexNO and 0.4% for DrbNO. Inhaling 80 ppm of NO reduced the error at 40 ppm in half. Therefore, inhaling 40-80 ppm of NO instead of the 5-10 ppm employed in our normal subjects would make the error from ignoring NO back pressure trivial. However, subjects with elevated levels of exhaled NO, such as observed in asthmatic subjects, may require measurements of NO back pressure to avoid underestimation of NO diffusing capacity, even with the initial inhalation of 40-80 ppm of NO.

Effect of changes in lung volume on DexNO, DrbNO, and DsbNO. Borland and Higenbottam (3) measured the effects of decreasing lung volume on DsbNO in five of their subjects. A 44 ± 9% decrease in VA decreased DsbNO by 29 ± 11%, resulting in a slope of 0.63 ± 0.18 for the decrease in DsbNO vs. the decrease in VA. This value is similar to the slope for DexNO vs. VA of 0.95 ± 0.44 and DrbNO vs. VA of 0.45 ± 0.45 observed in our subjects. Recently, Tsoukias and coworkers (28, 31) completed a sophisticated analysis of the effects of VA and sequential filling on DexNO. For the mean change of VA from 6.6 to 4.7 liters shown in Fig. 8 of their report (28), seven normal subjects decreased DexNO from 132 to 116 ml · min-1 · mmHg-1, resulting in a slope of 0.97. This value is in close agreement with the slope of 0.95 for VA vs. DexNO found in our nine subjects.

Cause of lack of effect of changes in alveolar oxygen tension on DsbNO and DexNO. Borland and coworkers (3) observed no change in DsbNO in five of their subjects when they varied alveolar oxygen concentration from 19 to 69%, whereas DsbCO showed the expected fall from 34 to 20 ml · min-1 · mmHg-1. We measured DexNO over a wider range with end-expired oxygen concentrations varying from 6 to 96% and also observed no significant change in DexNO. Lack of change in DsbNO and DexNO with the changes in oxygen tension has several explanations. First, unlike for CO, the very rapid rate of reaction of NO with oxyhemoglobin is similar to the reaction rate with reduced hemoglobin. The bimolecular rate constant for the combination of NO with oxyhemoglobin is reported to be 3.4 × 107 M/s vs. 2.2 × 107 M/s with reduced hemoglobin (17). Therefore, the rate of uptake of NO by red blood cells should not be markedly altered by changes in pulmonary capillary oxygen saturation and, if anything, should increase with higher oxygen saturations. Second, as pointed out by Morris and Gibson (22), the rate of reaction of NO with hemoglobin "is so high that effectively every molecule of NO which enters the reaction radius is captured by a heme group. The observed rate would then be a measure of diffusion to the site." Placing these concepts in the terminology developed by Roughton and Forster (25) for CO diffusion in the lungs, the uptake of NO by the pulmonary capillaries can be divided into its extra erythrocyte diffusion component and a reactive or intraerythrocyte component, Vc × Theta NO, where Vc is the pulmonary capillary blood volume and Theta NO is the rate of combination of NO with the hemoglobin in 1 ml of blood measured in vitro. According to Morris and Gibson (22), Theta NO has a finite value because of the time required for the advancing front of NO to travel within the blood cell to the combining site on the hemoglobin molecule. Because the chemical reaction of NO with hemoglobin is limited by diffusion to the combining site within the red blood cells but not by the chemical reaction with hemoglobin, the modest differences in the rate of combination of NO with O2 hemoglobin compared with reduced hemoglobin should not alter Theta NO. As a result, DLNO measured at different alveolar O2 concentrations remains constant.

Effects of parallel heterogeneity of lung VA, ventilation, and DL on DrbNO and DexNO. Meyer and coworkers (21) performed an elegant analysis of the effects of uneven distribution of VA, ventilation (VE), and DL on measured values of DrbNO and rebreathing CO DL (DrbCO) in dogs. In their model containing two parallel compartments, uneven distribution of VA between the compartments with the same DL-to-VE ratios caused overestimations of DrbNO and DrbCO, whereas uneven distribution of VE and DL resulted in underestimations. Most striking was their finding that all patterns of uneven distribution caused approximately twice as large an error in DrbNO compared with DrbCO.

Cotton and Graham (5) analyzed, in a similar two-compartment lung model, the effects of uneven distribution of VE, DL, and other factors on DexCO. DexCO was altered by nonuniform distribution of VE and DL. The errors caused by nonuniform VE could not be eliminated by recalculating the CO decay by reference to the simultaneously recorded helium concentration that was included in the inspired mixture. Models of effects of parallel heterogeneity of VA, VE, and DL on DexNO have not been published to our knowledge. However, because the disappearance rate of NO from the alveoli is three to four times more rapid than that observed for CO, for any given pattern of uneven distribution, the difference in NO concentrations between the two compartments will be larger for NO, and the resulting errors in DexNO will be greater than for DexCO. Therefore, all methods of measuring diffusing capacity with NO can be expected to have errors from heterogeneity of VA, VE, and DL considerably larger than observed with methods using CO, such as reported by Meyer and coworkers (21).

Measurements of VANO require measurements of NO diffusing capacity (Eq. 1). Errors in DLNO from uneven distribution among VA, VE, and DL in the lungs will, therefore, result in similar errors in VANO. DLCO and DLNO are not distorted to the same degree by uneven distribution. Therefore, errors from uneven distribution can be suspected if the ratio of DLNO to DLCO falls outside the usual range of 4.3-5.3 reported in healthy subjects. Measurements of DLNO have attracted interest as a measurement that more fully represents the diffusing properties of the alveolar capillary membrane by lessening the importance of red cell kinetics (20). However, this theoretical advantage for DLNO may be reduced by its greater distortion by maldistribution of VA, VE, and DL within the lungs (21).

Selection of method to measure DLNO for calculating VANO. Three practical methods are now available to measure DLNO. They are single-breath measurement (DsbNO) with breath holdings usually between 3 and 8 s, the single, constant exhalation method (DexNO), and the rebreathing method (DrbNO). DsbNO has the advantage of off-line measurements of NO with analyzers with slow response times but requires analysis of an inert gas such as helium in the inspired gas and the expired alveolar sample. Accurate measurements of the short breath-holding time are critical, and, with longer breath holds, the resulting lower exhaled NO concentration is difficult to measure accurately. We found that DrbNO required considerable training even in normal subjects to obtain constant rebreathing rates and sufficient inspiratory effort with each breath to completely empty the rebreathing bag. For the measurement of DexNO, the constant exhalation rate obtained by maintaining a mouth pressure of +5 cmH2O against a fixed resistance in the expiratory circuit was easily achieved by normal subjects. We avoided higher expiratory pressures because they reduce CO diffusing capacity and, by inference, DexNO (27). DexNO in our hands has proven to be a practical method for calculating VANO in ongoing studies evaluating the potential toxic effects of inhaled particulates on the lungs. DexNO has the added advantage of permitting measurements of NO diffusing capacity at different lung volumes (Fig. 3). This may contribute useful information for detecting uneven distribution of DLNO within the lung. Whereas DexNO and DrbNO do not require measurement of an inert insoluble gas during the maneuver, a separate measurement of RV is needed. All three methods have similar intraday and interday CV, except for DrbNO, which had a greater interday CV than the other methods (Refs. 3, 12; Table 1).


    APPENDIX
TOP
ABSTRACT
INTRODUCTION
METHODS
RESULTS
DISCUSSION
APPENDIX
REFERENCES

Derivation of Equations for Computing DrbNO

Eq. 4 in METHODS is based on assumptions and equations similar to those published by Hook and Meyer (14) and Meyer and coworkers (21).

While the subjects rebreathed from a bag enriched with NO
Amount of NO entering the bag per min<IT>=</IT><A><AC>V</AC><AC>˙</AC></A><SUB>eff</SUB> F<SC>l</SC> (A1)

Amount of NO leaving the bag per min<IT>=</IT><A><AC>V</AC><AC>˙</AC></A><SUB>eff</SUB> Fb (A2)
where FL is the fractional concentration of NO in the lungs, Fb is the fractional concentration of NO in the rebreathing bag, and Veff is in ml/min STPD and is calculated as the rebreathing frequency times the rebreathing tidal volume, less the instrument's dead space of 100 ml and the subject's dead space, which is estimated to equal 25% of the rebreathing tidal volume (23) (see Fig. 9).


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Fig. 9.   Diagram of events taking place during the rebreathing of a gas enriched with NO initially placed in the rebreathing bag of volume Vb that exchanges with the gas in the lungs of volume VL. Amount of NO entering the bag is FL (Veff) and amount leaving is Fb(Veff), where FL and Fb are the fractional concentrations of NO in the lungs and the bag, respectively, and Veff is the effective rate of ventilation between FL and Fb, as defined in the text. The lungs produce NO that enters VL (VLNO). NO diffuses from VL into the perfusing blood and surrounding tissues, and this amount of NO equals the product of partial pressure of NO in the lungs (PL) and DrbNO (Eq. 1).

The NO leaving the bag during rebreathing is assumed to enter the lungs, and conversely the NO leaving the lungs by ventilation is assumed to enter the bag. Thus for the lungs during rebreathing
Amount of NO entering the lungs per min (A3)

<IT>=</IT><A><AC>V</AC><AC>˙</AC></A><SUB>eff</SUB> Fb<IT>+</IT><A><AC>V</AC><AC>˙</AC></A><SC>l</SC><SUB>NO</SUB>

Amount of NO leaving the lungs per min (A4)

<IT>=</IT><A><AC>V</AC><AC>˙</AC></A><SUB>eff</SUB> F<SC>l</SC><IT>+</IT>Drb<SUB>NO</SUB> P<SC>l</SC>
where VLNO is the rate of NO excretion by the lungs' tissues into the air spaces of the lungs in ml/min, DrbNO is measured in ml NO STPD · min-1 · mmHg-1, and PL is partial pressure of NO in the lungs in Torr. Combining the above equations yields the following differential equations describing the changes in the NO concentration in the bag and the lungs during rebreathing.

For the lungs of volume VL in ml STPD
<FR><NU>d</NU><DE>d<IT>t</IT></DE></FR> F<SC>l</SC> V<SC>l</SC><IT>=</IT>−<A><AC>V</AC><AC>˙</AC></A><SUB>eff</SUB> F<SC>l</SC><IT>+</IT><A><AC>V</AC><AC>˙</AC></A><SUB>eff</SUB> Fb<IT>−</IT>P<SC>l</SC> Drb<SUB>NO</SUB><IT>+</IT><A><AC>V</AC><AC>˙</AC></A><SC>l</SC><SUB>NO</SUB> (A5)
Because PL = FL (PB - 47), the last two terms of Eq. A5 can be rearranged giving
<FR><NU>d</NU><DE>d<IT>t</IT></DE></FR> F<SC>l</SC>(V<SC>l</SC>)<IT>=</IT>−<A><AC>V</AC><AC>˙</AC></A><SUB>eff</SUB> F<SC>l</SC><IT>+</IT><A><AC>V</AC><AC>˙</AC></A><SUB>eff</SUB> Fb (A6)

<IT>−</IT>Drb<SUB>NO</SUB>(P<SC>b</SC><IT>−</IT>47)<FENCE>F<SC>l</SC><IT>−</IT><FR><NU><A><AC>V</AC><AC>˙</AC></A><SC>l</SC><SUB>NO</SUB></NU><DE>Drb<SUB>NO</SUB>(P<SC>b</SC><IT>−</IT>47)</DE></FR></FENCE>
During an infinitely long period of rebreathing, FL becomes constant at FLinfinity (11), because a steady state is reached where the amount of NO entering the lungs (VLNO) equals the amount leaving [FLinfinity (DrbNO)(PB - 47)] or
F<SC>l</SC>∞<IT>=</IT><FR><NU><A><AC>V</AC><AC>˙</AC></A><SC>l</SC><SUB>NO</SUB></NU><DE>Drb<SUB>NO</SUB>(P<SC>b</SC><IT>−</IT>47)</DE></FR> (A7)
Dividing through by VL and substituting Eq. A7 into A6 gives
<FR><NU>d</NU><DE>d<IT>t</IT></DE></FR> F<SC>l</SC><IT>=</IT>−<FENCE><FR><NU><A><AC>V</AC><AC>˙</AC></A><SUB>eff</SUB></NU><DE>V<SC>l</SC></DE></FR></FENCE>F<SC>l</SC><IT>+</IT><FENCE><FR><NU><A><AC>V</AC><AC>˙</AC></A><SUB>eff</SUB></NU><DE>V<SC>l</SC></DE></FR></FENCE>Fb (A8)

<IT>−</IT><FR><NU>Drb<SUB>NO</SUB>(P<SC>b</SC><IT>−</IT>47)(F<SC>l</SC><IT>−</IT>F<SC>l</SC><IT>∞</IT>)</NU><DE>V<SC>l</SC></DE></FR>
For the rebreathing bag of volume Vb in ml STPD
<FR><NU>d</NU><DE>d<IT>t</IT></DE></FR> Fb(Vb)<IT>=</IT><A><AC>V</AC><AC>˙</AC></A><SUB>eff</SUB> F<SC>l</SC><IT>−</IT><A><AC>V</AC><AC>˙</AC></A><SUB>eff</SUB> Fb (A9)
Dividing through by Vb
<FR><NU>d</NU><DE>d<IT>t</IT></DE></FR> Fb<IT>=</IT><FENCE><FR><NU><A><AC>V</AC><AC>˙</AC></A><SUB>eff</SUB></NU><DE>Vb</DE></FR></FENCE>F<SC>l</SC><IT>−</IT><FENCE><FR><NU><A><AC>V</AC><AC>˙</AC></A><SUB>eff</SUB></NU><DE>Vb</DE></FR></FENCE>Fb (A10)
Setting F<A><AC>l</AC><AC>&cjs1171;</AC></A> = FL - FLinfinity , F<A><AC>b</AC><AC>&cjs1171;</AC></A> = Fb -FLinfinity , and because d/dt FLinfinity  = 0, Eqs. A8 and A10 may be rewritten to give
<FR><NU>d</NU><DE>d<IT>t</IT></DE></FR> F<SC><A><AC>l</AC><AC>&cjs1171;</AC></A></SC><IT>=</IT>−<FENCE><FR><NU>Drb<SUB>NO</SUB>(P<SC>b</SC><IT>−</IT>47)</NU><DE>V<SC>l</SC></DE></FR><IT>+</IT><FR><NU><A><AC>V</AC><AC>˙</AC></A><SUB>eff</SUB></NU><DE>V<SC>l</SC></DE></FR></FENCE>F<SC><A><AC>l</AC><AC>&cjs1171;</AC></A></SC><IT>+</IT><FR><NU><A><AC>V</AC><AC>˙</AC></A><SUB>eff</SUB></NU><DE>V<SC>l</SC></DE></FR> F<A><AC>b</AC><AC>&cjs1171;</AC></A> (A11)

<FR><NU>d</NU><DE>d<IT>t</IT></DE></FR> F<A><AC>b</AC><AC>&cjs1171;</AC></A><IT>=</IT><FR><NU><A><AC>V</AC><AC>˙</AC></A><SUB>eff</SUB></NU><DE>Vb</DE></FR> F<SC><A><AC>l</AC><AC>&cjs1171;</AC></A></SC><IT>−</IT><FR><NU><A><AC>V</AC><AC>˙</AC></A><SUB>eff</SUB></NU><DE>Vb</DE></FR> F<A><AC>b</AC><AC>&cjs1171;</AC></A> (A12)
Equations A11 and A12 form a set of linear first-order differential equations that can be solved by vector analysis (1) if rebreathing ventilation is considered continuous, VL constant, and VLNO the single source of NO excretion by the respiratory tract into the rebreathing system. The general solutions are
F<SC><A><AC>l</AC><AC>&cjs1171;</AC></A></SC><IT>=</IT>F<SC>l</SC><IT>−</IT>F<SC>l</SC><IT>∞=k</IT><SUB>1</SUB><IT>e</IT><SUP><IT>&lgr;</IT><SUB>1</SUB><IT>t</IT></SUP><IT>+k</IT><SUB>2</SUB><IT>e</IT><SUP><IT>&lgr;</IT><SUB>2</SUB><IT>t</IT></SUP> (A13)

F<A><AC>b</AC><AC>&cjs1171;</AC></A><IT>=</IT>Fb<IT>−</IT>F<SC>l</SC><IT>∞=H</IT><SUB>1</SUB><IT>k</IT><SUB>1</SUB><IT>e</IT><SUP><IT>&lgr;</IT><SUB>1</SUB><IT>t</IT></SUP><IT>+H</IT><SUB>2</SUB><IT>k</IT><SUB>2</SUB><IT>e</IT><SUP><IT>&lgr;</IT><SUB>2</SUB><IT>t</IT></SUP> (A14)
where
&lgr;<SUP>2</SUP><SUB>i</SUB>+<FENCE><FR><NU>Drb<SUB>NO</SUB>(P<SC>b</SC><IT>−</IT>47)</NU><DE>V<SC>l</SC></DE></FR><IT>+</IT><FR><NU><A><AC>V</AC><AC>˙</AC></A><SUB>eff</SUB></NU><DE>Vb</DE></FR><IT>+</IT><FR><NU><A><AC>V</AC><AC>˙</AC></A><SUB>eff</SUB></NU><DE>V<SC>l</SC></DE></FR></FENCE><IT>&lgr;<SUB>i</SUB></IT> (A15)

<IT>× </IT><FR><NU>+Drb<SUB>NO</SUB>(P<SC>b</SC><IT>−</IT>47)<A><AC>V</AC><AC>˙</AC></A><SUB>eff</SUB></NU><DE>V<SC>l</SC> Vb</DE></FR><IT>=</IT>0