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J Appl Physiol 93: 1235-1242, 2002. First published June 21, 2002; doi:10.1152/japplphysiol.00970.2001
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Vol. 93, Issue 4, 1235-1242, October 2002

Dysanaptic growth of conducting airways after pneumonectomy assessed by CT scan

D. Merrill Dane, Robert L. Johnson Jr.
Connie C. W. Hsia
(With the Technical Assistance of Richard T. Hogg, Heather L. Stanley, and Derric E. Lowe)

Department of Internal Medicine, University of Texas Southwestern Medical Center, Dallas, TX 75390-9034


    ABSTRACT
TOP
ABSTRACT
INTRODUCTION
METHODS
RESULTS
DISCUSSION
REFERENCES

In immature dogs after pneumonectomy (PNX), pulmonary viscous resistance is persistently elevated predominantly as a result of a high airway resistance (Raw). We examined the anatomical basis for this observation by using computerized tomography scans obtained from foxhounds 4-10 mo after right PNX. Airways of the left lower lobe were followed from generations z = 0 (trachea) to z = 12. By 4 mo post-PNX, airway length increased significantly relative to sham-operated dogs, but airway cross-sectional area (CSA) did not. By 10 mo post-PNX, average airway CSA was 24% above that in controls. Theoretically, the increased airway length and CSA should reduce lobar Raw by 50%. However, post-PNX airway dilatation did not normalize total CSA, and estimated resistance due to turbulence and convective acceleration increased threefold; i.e., the 50% reduction in lobar Raw would be offset by the loss of four of seven lobes. Thus the expected reduction in work of breathing in the whole animal is only ~30%, consistent with previously measured work of breathing in pneumonectomized dogs. We conclude that airway structure adapts slowly and incompletely, resulting in limited functional compensation.

airway resistance; cross-sectional area; airway length; lung resection; dog; computerized tomography


    INTRODUCTION
TOP
ABSTRACT
INTRODUCTION
METHODS
RESULTS
DISCUSSION
REFERENCES

IN IMMATURE ANIMALS RAISED to maturity after pneumonectomy (PNX), vigorous compensatory growth of alveolar septal tissue and respiratory bronchioles (16, 26) completely normalizes lung volume, gas exchange, and maximal oxygen uptake. However, pulmonary viscous resistance and ventilatory power requirements measured at any given ventilation at rest and during exercise remain approximately 2-2.5 times those in normal dogs (27, 28). As tissue viscosity becomes negligible at respiratory frequencies greater than ~1.0 Hz, and dogs breathe at frequencies between 1 and 3 Hz when ventilation exceeds ~70 l/min, the increased viscous resistance during exercise is almost entirely due to an increased airway resistance (Raw) (2). These observations suggest limited adaptation of conducting airways, which primarily form in fetal life, compared with gas-exchange regions of the lung, which continue to grow after birth. Others have also reported that conducting airways do not participate equally with respect to the parenchyma during postnatal maturation (9, 11, 12) or adaptation to high altitude (4) or after PNX (10); this pattern has been termed "dysanaptic" (unequal) lung growth (9). There is little information concerning the structural basis, magnitude, or time course of airway adaptation after PNX. Airway dimensions in vivo have not been assessed. The interaction between compensatory airway remodeling and normal airway growth during somatic maturation is also unknown.

The purpose of the present study is to define the anatomical basis underlying the observation of a persistent increase in energy cost of breathing against a high Raw after PNX. Intuitively, airways can adapt by lengthening and/or dilatation. These changes exert opposing effects; airway lengthening is expected to increase Raw whereas dilatation is expected to decrease Raw. We hypothesized that the net effect will be a compensatory reduction in Raw but the adaptation will be slow and incomplete. We measured airway dimensions from spiral computerized tomographic (CT) scans at a constant transpulmonary pressure in foxhounds at two time points (4 and 10 mo) after right PNX at 2 mo of age. We determined the average length and cross-sectional area (CSA) of each generation (z) of airway from trachea (z = 0) to z = 12 and beyond in the left lower lobe. From the anatomical data, we estimated the lobar pressure gradient and work of breathing at a given flow rate to determine whether changes in Raw estimated from in vivo dimensions are in keeping with previously measured changes in Raw.


    METHODS
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ABSTRACT
INTRODUCTION
METHODS
RESULTS
DISCUSSION
REFERENCES

Animal procedures. The protocol was approved by the Institutional Animal Care and Research Advisory Committee. Eleven litter-matched foxhounds (2 mo of age) underwent removal of the right lung (PNX, n = 5) or right thoracotomy without lung resection (Sham, n = 6) under isoflurane anesthesia; surgical techniques have been described elsewhere (26). At 6 mo of age (4 mo after surgery), spiral CT scan was performed (GE High Speed CTI). After overnight fasting, animals were sedated with subcutaneous injections of acepromazine (0.15 mg/kg) and atropine (0.023 ml/kg) and anesthetized with intravenous propofol (4-8 mg/kg for induction followed by 0.4 mg · kg-1 · min-1 infusion). After intubation with a cuffed endotracheal tube, animals were placed in the supine position on the CT table and mechanically ventilated (model 607, Harvard Apparatus, Millis, MA) at a tidal volume of 15 ml/kg of air and a respiratory rate sufficient to eliminate spontaneous breathing effort. Before each imaging sequence, the lungs were hyperinflated with three cumulative tidal breaths (to 45 ml/kg), followed by passive expiration to functional residual capacity. The endotracheal tube was then connected to a 3-liter calibrated syringe that delivered a volume of air previously determined to inflate the lungs to a transpulmonary pressure of 20 cmH2O (~45 ml/kg). After the lungs were inflated, the breath was held for 40-45 s while the scanning was performed, after which the animal was switched back to the respirator. A scout film was first obtained, followed by volumetric CT imaging from the lung apex to the costophrenic angle using collimation of 3 × 3 mm; images were reconstructed at 1-mm intervals, resulting in 260-310 images per animal. During breath holding, O2 is consumed and CO2 is produced; net volume loss is minimal. Airway pressure was continuously monitored. Immediately after volume delivery, there was an exponential decline in pressure of ~3 cmH2O due to stress relaxation not associated with volume change, followed by a linear fall of ~2 cmH2O/min reflecting a 2-3% decline in volume during the period of breath hold. Because dogs reach somatic maturity at 9-12 mo of age, we repeated CT scan in three animals of each group at 12 mo of age (10 mo after surgery) by using the same protocol.

Analysis of CT images. The CT images were analyzed by use of Adobe PhotoShop v.5 (Adobe Systems, San Jose, CA) and Object-Image v.1.62 (a public-domain program based on NIH Image by Norbert Vischer, University of Amsterdam, Amsterdam, Netherlands). Wire frame images of the airways were created by using Rotater (a public-domain Macintosh program by Craig Kloenden, University of Adelaide, Adelaide, Australia) for rotating user-specified points and lines in three dimensions. The area occupied by lung in each image was traced and multiplied by the slice thickness (1 mm) to obtain volume; total lung volume was calculated from the sum of the volume of all images. The CT density (in Houndsfeld units) of tracheal air (rho air) and muscle tissue (rho muscle) was measured and used to partition the total lung volume (Vtotal) into air (Vair) and tissue (Vtissue) volume, because the average CT density of the lung (rho lung) is directly proportional to the ratio of tissue and air
V<SUB>tissue</SUB> = V<SUB>total</SUB> <FENCE><FR><NU>&rgr;<SUB>lung</SUB> − &rgr;<SUB>air</SUB></NU><DE>&rgr;<SUB>muscle</SUB> − &rgr;<SUB>air</SUB></DE></FR></FENCE> (1)

V<SUB>air</SUB> = V<SUB>total</SUB> − V<SUB>tissue</SUB> (2)
The length of the intrathoracic trachea was measured from the level of the insertion of the first rib into the spinous process to the carina. The tracheal diameter was measured as the average of the inner diameter at three locations: 10 mm below the insertion of the first rib, 10 mm above the carina, and midway between these two points. The trachea was considered to be airway generation zero (z = 0), and each subsequent branching increased the generation by 1. All visualized airways within the left lower lobe were followed as far as possible down to ~2 mm in diameter. Each airway bifurcation point (where the walls of the daughter branches touch) was marked, and its three-dimensional coordinates were registered. Branch points were connected to create a three-dimensional wire frame reconstruction of the airway tree. The length of a given airway generation was measured as the distance between branch points. The inner diameter of a given airway was measured as the length of the minor axis at the midpoint between branch points. From measurements of individual airways, the average length and diameter of each generation was calculated for each animal. Only airways with clearly delineated walls were measured.

Estimating laminar flow resistance in left lower lobe. To interpret the functional significance of airway dimensional changes, we extrapolated airway length and diameter into lobar flow resistance as described by Rohrer (19, 24). Airflow (V, in l/s) through an airway is assumed to be proportional to the volume fraction of the lung subserved by that airway. The left lung in Sham animals constitutes ~42% of total lung volume and receives 42% of total airflow (23); thus flow through the left main bronchus (z = 1) is
<A><AC>V</AC><AC>˙</AC></A><SUB><IT>z=</IT>1</SUB><IT>=</IT>0.42<IT> · </IT><A><AC>V</AC><AC>˙</AC></A> (3)
Flow through the left lower lobe bronchus (z = 2), which subserves 63% of the left lung, is
<A><AC>V</AC><AC>˙</AC></A><SUB><IT>z=</IT>2</SUB><IT>=</IT>0.63<IT> · </IT><A><AC>V</AC><AC>˙</AC></A><SUB><IT>z=</IT>1</SUB><IT>=</IT>0.26<IT> · </IT><A><AC>V</AC><AC>˙</AC></A> (4)
In PNX animals, flow to the left lower lobe bronchus is
<A><AC>V</AC><AC>˙</AC></A><SUB><IT>z=</IT>2</SUB><IT>=</IT>0.63<IT> · </IT><A><AC>V</AC><AC>˙</AC></A> (5)
The pressure gradient due to laminar flow resistance (Delta PLaminar, in cmH2O) across a given airway within the left lower lobe is directly proportional to total flow and inversely proportional to the expected number of airways in that generation (NA)
&Dgr;P<SUB>Laminar</SUB> = <IT>k</IT><SUB>1</SUB><IT> · </IT><FR><NU><A><AC>V</AC><AC>˙</AC></A><SUB><IT>z</IT></SUB></NU><DE><IT>N</IT><SUB>A</SUB></DE></FR> (6)
Assuming a circular airway cross section, laminar flow resistance of a given generation (k1, in cmH2O · s · l-1) is given by Poiseuille's Law as a function of airway length (L, in mm), diameter (dz, in mm), viscosity of air (µ = 1.83 × 10-4 dyn · s · cm-2), and gravitational acceleration (g = 980 dyn/g)
k<SUB>1</SUB>=<FR><NU>8 L&mgr;</NU><DE>g&pgr;<FENCE><FR><NU>d<SUB>z</SUB></NU><DE>2</DE></FR></FENCE><SUP>4</SUP></DE></FR> (7)

Estimating turbulent flow resistance in left lower lobe. The critical flow velocity (Vc) above which the Reynolds number exceeds 2,000 is calculated for each airway generation
<A><AC>V</AC><AC>˙</AC></A><SUB>c</SUB><IT> = </IT><FR><NU>2,000<IT>&pgr;</IT><FENCE><FR><NU><IT>d<SUB>z</SUB></IT></NU><DE>2</DE></FR></FENCE><IT>&mgr;</IT></NU><DE>2<IT>&rgr;</IT></DE></FR> (8)
where rho  is the density of inspired gas. When flow through a generation is below Vc, laminar flow predominates and Delta PLaminar of that generation is estimated as in Eqs. 6-7. When flow exceeds Vc, turbulent flow predominates; the pressure gradient due to turbulent flow (Delta PTurbulent) in that airway generation is given by
&Dgr;P<SUB>Turbulent</SUB><IT>=</IT><FR><NU><IT>k</IT><SUB>1</SUB></NU><DE><A><AC>V</AC><AC>˙</AC></A><SUB>c</SUB></DE></FR> (<A><AC>V</AC><AC>˙</AC></A><SUB><IT>z</IT></SUB>)<SUP>2</SUP><IT>=k</IT><SUB>2</SUB>(<IT><A><AC>V</AC><AC>˙</AC></A><SUB>z</SUB></IT>)<SUP>2</SUP> (9)

Estimating lobar resistance due to convective acceleration. In addition to laminar and turbulent flow resistances, a pressure gradient also develops due to the change in CSA from one airway generation to the next, i.e., convective acceleration (CA). Pressure gradient due to convective acceleration (Delta PCA) is calculated as
&Dgr;P<SUB>CA</SUB> = <FR><NU>&rgr;</NU><DE>2<IT>g</IT></DE></FR><IT> · </IT><A><AC>V</AC><AC>˙</AC></A><SUP>2</SUP> · <FENCE><FR><NU>1</NU><DE>CSA<SUB><IT>z</IT></SUB></DE></FR><IT>−</IT><FR><NU>1</NU><DE>CSA<SUB><IT>z+</IT>1</SUB></DE></FR></FENCE><SUP>2</SUP> (10)
For each animal, Delta PLaminar, Delta PTurbulent, and Delta PCA are estimated from the lobar bronchi (z = 2) to z = 12; total pressure drop across the left lower lobe (Delta PLLL) is their sum
&Dgr;P<SUB>LLL</SUB> = <LIM><OP>∑</OP><LL><IT>z=</IT>2</LL><UL><IT>z=</IT>12</UL></LIM> &Dgr;P<SUB>Laminar</SUB> + <LIM><OP>∑</OP><LL><IT>z=</IT>2</LL><UL><IT>z=</IT>12</UL></LIM> &Dgr;P<SUB>Turbulent</SUB> + <LIM><OP>∑</OP><LL><IT>z=</IT>2</LL><UL><IT>z=</IT>11</UL></LIM> &Dgr;P<SUB>CA</SUB> (11)
A quadratic relationship between lobar pressure gradient (Delta PLLL) and lobar flow (VLLL) can then be derived for increasing levels of flow where K1 and K2 are empiric quadratic coefficients
&Dgr;P<SUB>LLL</SUB> = <IT>K</IT><SUB>1</SUB><IT> · </IT><A><AC>V</AC><AC>˙</AC></A><SUB>LLL</SUB> + <IT>K</IT><SUB>2</SUB><IT> · </IT><A><AC>V</AC><AC>˙</AC></A><SUP>2</SUP><SUB>LLL</SUB> (12)
With the assumption that the pressure drop across each lobe is the same and resistance is known for the central airways, pressure-flow relationships can be derived for the whole lung before and after PNX, providing an estimate of the physiological significance of anatomical data in comparison with previously published physiological measurements. Work of breathing (W) is estimated by using Otis's model (22) for the left lower lobe alone and for the entire lung in Sham and PNX groups by assuming a sinusoidal flow pattern
<A><AC>W</AC><AC>˙</AC></A> = <FR><NU>K<SUB>1</SUB></NU><DE>2</DE></FR> &pgr;<SUP>2</SUP><A><AC>V</AC><AC>˙</AC></A><SUP>2</SUP> + <FR><NU>4K<SUB>2</SUB></NU><DE>3</DE></FR> &pgr;<SUP>2</SUP><A><AC>V</AC><AC>˙</AC></A><SUP>3</SUP> (13)

Statistical analysis. Volume data were normalized to body weight and expressed as means ± SE. Airway dimensions were plotted with respect to generations z = 1-12. Estimated pressure drops and work of breathing were plotted against lobar flow rates. Tracheal dimensions were compared separately. Group comparisons at each time point were done by two-way ANOVA. All 4- to 10-mo comparisons were performed by using 1) data from all available animals compared by two-way ANOVA or 2) only data from three animals per group that had repeat studies at both time points compared by repeated-measures ANOVA. Results showed similar significance levels by either approach and did not alter any conclusion. Hence we elected to show all available data from all animals in the table and figures (n = 5 PNX, n = 6 Sham at 4 mo; n = 3 per group at 10 mo). A commercial software program (Statview v.5, SAS Institute, Cary, NC) was used. A P value of <0.05 was considered significant.


    RESULTS
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ABSTRACT
INTRODUCTION
METHODS
RESULTS
DISCUSSION
REFERENCES

Figure 1 shows examples of CT images demonstrating the mediastinal shift and expansion of the left lung after right PNX. Figure 2 shows a wire frame reconstruction of conducting airways of the left lower lobe, demonstrating the prominent airway rotation and splaying post-PNX. These anatomical changes are qualitatively similar at 4 and 10 mo after PNX. Body weight, total lung air, and tissue volumes and central airway calibers are shown in Table 1. Mean body weight at 10 mo was higher in the PNX group at a borderline significance (P = 0.08); however, the average weight gain among 6 animals that had repeat studies at 4 and 10 mo after surgery was not significantly different between groups (64 ± 11% for PNX and 42 ± 13% for Sham group, P = 0.25 by repeated-measures ANOVA). At both time points, air and tissue volumes of the left lung were twofold higher in PNX animals compared with respective controls, consistent with compensatory septal tissue growth. Tracheal lengths were similar between groups at 4 and 10 mo after PNX. Tracheal CSA increased significantly more from 4 to 10 mo after surgery in the PNX animals than in Sham controls (45 and 22%, respectively). Tracheal CSA was not different between groups at 4 mo but was significantly larger (by 21%) after PNX compared with Sham at 10 mo (P < 0.0025). Thus, tracheal dilatation occurred beyond 4 mo after PNX. The left main stem bronchus was longer after PNX compared with Sham, although the difference only reached statistical significance at 4 mo. Mean CSA of the left main stem bronchus was similar between groups at 4 mo. By 10 mo CSA had increased significantly in the PNX group compared with Sham.


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Fig. 1.   Examples of computerized tomographic (CT) images at the level of the carina from 1 dog 10 mo after right pneumonectomy (PNX, A) and 1 dog 10 mo after right thoracotomy without lung resection (Sham, B) illustrating mediastinal shift and expansion of the remaining lung after PNX. The stump of the right main stem bronchus can be seen in A.



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Fig. 2.   Wire-frame reconstruction of the thorax (shown in light gray), the trachea and the left main stem bronchus leading to conducting airways of the left lower lobe (shown in dark gray) in 1 animal 10 mo after Sham surgery (left) and 1 animal 10 mo after right PNX (right). Figures show the same anteroposterior orientation and illustrate the rotation and splaying of conducting airways associated with lung expansion after PNX.


                              
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Table 1.   Lung volume and central airway caliber

Distal to about the eighth generation, the number of visualized airways progressively decreased with each generation; our data represent only the mean dimensions of visualized branches. Airways distal to the 12th generation were visualized in some but not all animals; hence measurements from these distal airways were excluded from analysis. Cumulative airway lengths from main stem bronchus to generation 12 (Fig. 3) were significantly longer at both 4 and 10 mo after PNX (by 11%) compared with Sham animals. Lobar airway CSA increased from 4 to 10 mo in both groups; the relative increase was greater in PNX animals than in Sham animals (Fig. 4, P < 0.01 for all between-group comparisons).


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Fig. 3.   Cumulative airway length (in mm) from generations 1-12 in Sham and right PNX (RPNX) groups at 4 mo (A) and 10 mo (B) after surgery. Values are means ± SE; P < 0.05 between groups at both time points.



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Fig. 4.   Natural log of airway cross-sectional area in the left lower lobe at 4 and 10 mo after surgery. P < 0.01 for all between group comparisons. Sham-4 mo: y = 0.461x + 3.254, R2 = 0.962; Sham-10 mo: y = 0.447x + 3.600, R2 = 0.971; PNX-4 mo: y = 0.450x + 3.164, R2 = 0.976; PNX-10 mo: y = 0.441x + 3.851; R2 = 0.988.

Estimated pressure gradients and work of breathing. At 4 mo after surgery, the estimated pressure gradient across the left lower lobe (Delta PLLL, z = 2-12) at any given flow rate was not significantly different between groups (Fig. 5). By 10 mo, Delta PLLL estimated for a given flow rate declined significantly in both groups; however, for a given lobar flow, the Delta PLLL for the PNX animals was significantly lower by ~50% than in Sham animals (P < 0.0001), indicating a greater reduction of airway resistance in PNX animals than can be explained by normal lung maturation. Thus there has been an unequivocal compensatory reduction in lobar Raw with time after PNX.


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Fig. 5.   Estimated pressure gradient from the left lower lobe bronchus (z = 2) to z = 12 due to flow resistance and convective acceleration (Delta PLLL) is plotted against lobar flow rate. The age-related decline in Delta PLLL is exaggerated by PNX. Delta PLLL is not different between groups at 4 mo (P > 0.05) but is significantly lower at a given lobar flow in PNX animals than in Sham controls by 10 mo (P < 0.005). Values are means ± SE.

Work of breathing estimated by the Otis model for the left lung and for the whole animal (Fig. 6) fall approximately within the range previously measured in our laboratory for Sham and PNX dogs during treadmill exercise (15, 27). When analyzed with respect to the left lung (with the assumption that the left lung receives the entire tracheal flow in Sham animals as in PNX animals), work of breathing estimated at a given tracheal flow was significantly elevated 4 mo after PNX compared with Sham. By 10 mo after PNX, airway dimensional changes would have reduced work of breathing against Raw in the left lung to ~30% below that in the corresponding Sham left lung, i.e., significant functional compensation in the remaining lung.


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Fig. 6.   Work of breathing estimated at different tracheal flow rates 4 mo (diamonds) and 10 mo (circles) after PNX (closed symbols) compared with estimates for the left lung (open symbols) or both lungs (crosses) of respective Sham controls. If we assume that the Sham left lung receives the entire tracheal flow as is the case after PNX, work of breathing against airway resistance (Raw) in the left lung at a given tracheal flow is significantly higher 4 mo after PNX (black-lozenge ) compared with Sham (diamond ). By 10 mo after PNX (), airway dimensional changes would have decreased work of breathing to 30% below corresponding Sham values (open circle ), indicating functional improvement in the left lung. In reality, the Sham left lung receives only ~42% of tracheal flow. When the data were analyzed with the tracheal flow divided through two Sham lungs (crosses), work of breathing in the whole animal after PNX remained significantly above Sham values at both time points; the magnitude of increase became attenuated with time (6-fold at 4 mo vs. 3.5-fold at 10 mo). Thus the observed airway dimensional changes after PNX should significantly reduce Raw of the remaining lung but was unlikely to normalize total Raw or work of breathing in the whole animal.

In reality, the Sham left lung receives only ~42% of tracheal flow, as total flow is divided among seven lobes in Sham animals but only among three lobes after PNX. Hence resistance due to turbulence and convective acceleration at a given tracheal flow is much lower in Sham animals. When the data were analyzed with respect to both lungs (dividing tracheal flow through two Sham lungs), estimated work of breathing in PNX animals remained significantly elevated above Sham values at both time points, although the magnitude of increase was markedly attenuated with time (from ~6-fold increase at 4 mo to 3.5-fold increase at 10 mo) (P < 0.0001). Thus, compensation for the whole animal was far from complete.


    DISCUSSION
TOP
ABSTRACT
INTRODUCTION
METHODS
RESULTS
DISCUSSION
REFERENCES

Summary of findings. These are the first in vivo measurements of airway dimensions after PNX made under physiological conditions at normal distending pressures. In keeping with previous observations (29), we found that by 4 mo after PNX, air and tissue volumes of the remaining lung equaled that of both lungs in Sham controls. Delayed tracheal dilatation occurred between 4 and 10 mo after PNX, whereas tracheal length did not increase more than expected from maturation. Airway lengths increased more in PNX than in Sham animals at both time points. Between 4 and 10 mo, airway CSA increased more in PNX animals. By 10 mo after PNX, average CSA of a given generation in the left lower lobe was 24% higher than in the same generation of control animals. At 4 mo after PNX, estimated lobar pressure gradient due to Raw was not different from controls, but it was significantly lower by 10 mo after PNX. Even though there was no further increase in body mass-specific lung volume, progressive airway dimensional changes after PNX can theoretically account for a net 50% reduction in lobar Raw compared with that expected through the normal lobe at the same volume flow.

Interpretation of findings. There are at least three reasons for Raw to be elevated after PNX: 1) Total airway CSA is reduced by 55-58% after PNX. Subsequent airway dilatation increased average CSA by 24%, but total CSA still remains below that expected in two normal lungs. 2) Airway lengthening further increases Raw after PNX. 3) At any given total ventilation, volume flow through the remaining airways is ~1.72 times that through the airways of two control lungs; i.e., resistance due to turbulence and convective acceleration between successive airway generations in the remaining lung after PNX should increase by ~(1.72)2 = 2.96-fold. As a result, measured airway dimensional changes would cause ~50% reduction in lobar Raw but only ~30% net reduction in estimated work of breathing against Raw in the whole animal (Fig. 6). This analysis provides an anatomical explanation for our previous observation of a persistently elevated resistance after PNX. Early after PNX, airway lengthening and minimal dilatation offset each other, and we can expect little compensation for the increased Raw. Thereafter, progressive airway dilatation attenuates lobar Raw but did not achieve a sufficient magnitude to normalize total Raw or work of breathing in the whole animal. This analysis predicts that work of breathing against Raw at 10 mo after PNX would be ~3 to 3.5-fold higher than in controls. These results are consistent with our previous physiological measurements in pneumonectomized puppies studied at maturity 10-12 mo later showing a 2- to 2.5-fold higher work of breathing done against the whole lung at rest and during exercise compared with matched controls (27).

Critique of methods. Because airway lengthening and dilatation exert opposing influences on Raw, functional significance of these anatomic alterations cannot be interpreted without a formal framework. However, there are limitations in calculating Raw from CT data. We used the well-established model by Rohrer (19, 24) based on measured airway dimensions from trachea to airways 1 mm in diameter in a human lung, which yielded pressure-flow relationships close to those actually measured in the human lung (7, 20). We assumed that air is an incompressible fluid and that adaptive changes are similar in all the remaining lobes of the left lung. We have subsequently compared the relative lobar expansion after PNX by CT scan and found this assumption to be reasonable (unpublished observations). In addition, we did not take into account the effect of airway distortion after PNX, which if added would have made compensation even less complete and would have further strengthened our conclusion.

The bifurcation pattern of the canine and human conducting airway tree is in fact asymmetric and fractal (13, 14, 25), even though symmetry has been widely assumed in the literature when applying anatomic data to estimate flow and pressure. We assumed the symmetrical model (30), which greatly simplifies calculation but may lead to systematic errors. Asymmetric airway bifurcation gives rise to one dominant and one smaller daughter branch. The dominant branch could be followed to at least generation 12, whereas the smaller daughter branches disappear sooner. There is a large variation in the length and diameter within a given airway generation, and the number of visualized airways did not continue to increase beyond about generation 6. Thus our results of average CSA in the distal airway generations (z = 6-12) are overestimated. However, this bias occurs across all groups, so the comparison among groups remains valid. In addition, potential error in estimated resistance of these distal generations contributes very little to overall airway resistance. Despite these simplifying assumptions, this model yields estimates of pressure gradient and work of breathing consistent with actual measurements obtained from exercising dogs (15).

Airway function of after PNX. Arnup et al. (1) showed in immature dogs 16 wk after left PNX that maximum expiratory flow rate during forced expiration is reduced by ~60%. The magnitude of flow reduction is more than expected from the loss of CSA of central airways alone. Greville et al. (10) and Georgopoulos et al. (8) applied wave-speed theory and found that the reduced maximum flow rate after PNX is associated with 1) a more peripheral location of the choke point, which develops at lower flows and transmural pressures, and 2) an increased upstream frictional resistance. They attributed 60% of the post-PNX reduction in maximal flow rate to changes in dynamic central airway properties and 40% to increased lobar frictional resistance. Although there are lobar differences in airway mechanical properties after PNX, Mink et al. (21) found relatively uniform lobar emptying rates over most of vital capacity, attributed to the interdependence of maximum lobar expiratory flows. These data indirectly suggest that compensatory airway growth is not as extensive as parenchymal growth. Greville et al. (10) did not find a change in central airway diameters after PNX in dog lungs dried at a constant distending pressure.

We have shown that the long-term ventilatory power requirement at a given minute ventilation in dogs after PNX is significantly elevated during exercise as a result of increased elastic as well as viscous resistances of the remaining lung compared with that in both lungs of normal animals (15, 27, 28). The elevation in ventilatory power requirement is greater after 55-58% resection by right PNX than after 42-45% resection by left PNX (15). The magnitude of long-term increases in ventilatory power requirement is similar regardless of the maturity of the animal at the time of lung resection (27). In contrast, long-term pulmonary gas-exchange function during exercise is completely normalized in animals pneumonectomized as puppies but only partially normalized in animals pneumonectomized as adults. These functional studies also indicate a more vigorous compensatory response of the parenchyma than that of the airways.

Anatomy of conducting airways after PNX. Available literature suggests that conducting airways can remodel and grow in response to PNX, but the extent and nature of growth varies with experimental techniques, species, and maturational stages. Boatman (3) studied bronchial casts in pneumonectomized rabbits and found that axial airway length increased compared with control rabbits but airway diameters did not change. Yee and Hyatt (32) studied tantalum bronchograms of excised lungs from pneumonectomized rabbits and found that central airways lengthened in proportion to the increase in lung volume. Burri and Sehovic (5) applied morphometric techniques to the fixed lung from pneumonectomized rats and found that volume of the conducting airways increased less than the volume of the parenchyma. McBride and co-worker (17, 18) quantified airway dimensions by using silicone bronchial casts of lungs from pneumonectomized immature ferrets raised to maturity and reported a 12-20% increase in CSA and cumulative airway length, the latter due to lengthening of distal airways with little change in proximal airway dimensions. The increase in airway CSA at all levels was less than expected from the increase in lung volume after PNX. These data support a dissociated response; i.e., compensatory airway growth lags behind parenchymal growth. This pattern, termed dysanaptic (i.e., unequal growth) by Green et al. (9), was originally invoked to interpret the large interindividual variation in maximal expiratory flow rate relative to lung volume. The term was later applied by Brody et al. (4) to explain the discordant changes between lung volume and maximal flow rate observed in high-altitude natives.

Time course and mechanisms of airway response. Our striking finding is the slow but progressive nature of airway remodeling. Early after PNX, conducting airways lengthened without significant dilatation; these changes cause little compensatory reduction in Raw even as the septal tissues are actively proliferating. Airway dilatation became evident between 4 and 10 mo after PNX, after compensatory septal cell growth had already caught up with septal growth in Sham animals. Airway CSA of central and distal generations increased significantly by 10 mo after PNX consistent with postmortem findings by McBride (18). This slow response may explain why Greville et al. (10) failed to observe any change in central airway caliber in dried, inflated lungs 16 wk after PNX.

That airways are stimulated to grow and remodel after PNX is not surprising. Cagle and Thurlbeck (6) pointed out that bronchial epithelial cells as well as alveolar septal cells multiply during compensatory lung growth. Mesothelial cells appear to proliferate first, and peripheral alveolar tissue proliferates before central alveolar tissue. Thus the general scheme of compensatory response proceeds from the peripheral toward the central regions of the remaining lung. The peripheral alveolar tissue can grow easily by adding new septa, increasing the complexity of the existent septa, and perhaps forming another generation of alveolar ducts. Respiratory bronchioles also increase in number after PNX in conjunction with septal tissue growth (16). Assuming that the branching pattern of acinar airways is fully established at birth, acinar airways can increase in number via either 1) transformation of the first generation of alveolar ducts into respiratory bronchioles or 2) alveolarization of the terminal bronchiole. The ability for anatomical growth of more proximal conducting airways is more restricted; essentially lengthening and dilatation are the only options. Remodeling involving these large and rigid structures would likely require more time than remodeling of small and more compliant structures such as the alveoli.

Sustained mechanical stress is an important signal for compensatory alveolar tissue growth (31) and likely also plays an important role in airway remodeling after PNX. Airway lengthening after PNX is essential to provide structural support for the expanding remaining lung; lengthening also reduces longitudinal airway stress associated with lung expansion but occurs at the expense of an increased airflow resistance. On the other hand, chronically increased flow through the remaining airways may stimulate airway pressure and/or flow receptors, leading to relaxation of airway smooth muscles and a larger in vivo airway diameter, which decreases flow resistance. The more negative intrathoracic pressure after PNX exerts radial traction on the airways that may also facilitate airway dilatation. Because Raw is inversely proportional to the fourth power of airway diameter and directly related to airway length, only a minimal increase in distal airway diameter is needed to substantially reduce flow resistance and offset the effect of airway lengthening. In contrast to distal airways, the trachea and main stem bronchi are less compliant and less adaptable. These central cartilaginous airways experience a lower strain at a given lung stress or stretch; hence strain-induced response is also blunted. Whether chronically increased airflow permanently alters the physiological properties of airway smooth muscle or their ability to constrict cannot be answered from the present study.

We conclude that in immature dogs after removing 55-58% of the conducting airways by right PNX, lengthening of the remaining airways occurs early whereas airway dilatation becomes evident later, resulting in delayed partial compensation of Raw and work of breathing. The modest post-PNX increase in average airway CSA (~25% above Sham) significantly reduces the expected lobar flow resistance by ~50%, although it is still insufficient to completely normalize Raw of the whole animal. Airway remodeling continues even after compensatory septal tissue proliferation is complete. Dilatation or elongation must have been accompanied by the addition of new airway tissue or by a reduction in airway compliance. These structural changes exaggerate the postnatal maturational pattern. We cannot rule out the possibility that progressive airway remodeling and functional compensation may continue even beyond 10 mo after PNX.


    ACKNOWLEDGEMENTS

The authors gratefully acknowledge Dr. Robert Parkey for making available the facilities of the Radiology Department and Dr. Roderick W. McColl for assistance with data transfer.


    FOOTNOTES

This project was supported by National Heart, Lung, and Blood Institute Grants R01 HL-40070, HL-54060, HL-45716, and HL-62873.

Address for reprint requests and other correspondence: C. C. W. Hsia, Pulmonary and Critical Care Medicine, Dept. of Internal Medicine, Univ. of Texas Southwestern Medical Center, 5323 Harry Hines Blvd., Dallas, TX 75390-9034.

The costs of publication of this article were defrayed in part by the payment of page charges. The article must therefore be hereby marked "advertisement" in accordance with 18 U.S.C. Section 1734 solely to indicate this fact.

June 21, 2002;10.1152/japplphysiol.00970.2001

Received 21 September 2001; accepted in final form 28 May 2002.


    REFERENCES
TOP
ABSTRACT
INTRODUCTION
METHODS
RESULTS
DISCUSSION
REFERENCES

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