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Am. J. Respir. Crit. Care Med., Volume 157, Number 2, February 1998, 435-446

Use of Transfer Impedance Measurements for Clinical Assessment of Lung Mechanics

KENNETH R. LUTCHEN, ANTHONY SULLIVAN, FREDERIC T. ARBOGAST, BARTOLOME R. CELLI, and ANDREW C. JACKSON

Department of Biomedical Engineering, Boston University, Boston; Warren E. Collins, Inc., Braintree; and Pulmonary Division, St. Elizabeth's Hospital, Brighton, Massachusetts

    ABSTRACT
TOP
ABSTRACT
INTRODUCTION
METHODS
RESULTS
DISCUSSION
CONCLUSION
REFERENCES

Respiratory transfer impedance (Ztr) measured using the forced oscillation technique requires virtually no patient cooperation and provides a noninvasive approach for acquiring data reflective of lung mechanics. Also, model analysis of Ztr provides reliable estimates of separate airway and tissue properties (1), but only if data out to 64 Hz are acquired. The current study evaluated the clinical utility of Ztr from 1-80 Hz for assessing the degree and type of impaired lung function. Spirometry and Ztr measurements were made on 37 individuals: 11 healthy subjects and 26 patients with lung disease including chronic obstructive pulmonary disease (COPD), asthma, lung cancer, and sarcoidosis. Over the entire patient group, 12 were also smokers. We first established normal ranges for several Ztr features and model estimated mechanical properties. The COPD and smokers groups showed significant differences in portions of their Ztr spectra from that of the healthy group. Key Ztr spectral features included Ro, the frequency at which the real part of impedance is zero; and Re4, the real part of impedance at 4 Hz. The key model parameter was airway resistance, Raw. We found Raw, Re4, and Ro to be significantly elevated during disease (p < 0.0005) and to significantly decrease with bronchodilator therapy (p < 0.025). Moreover, we found moderate to strong correlations between Ro, Raw, and Re4 versus FVC and Ro versus FEV1. After bronchodilator, changes in Ro, Re4, and Raw were correlated with changes in several spirometric indices. The Ro feature has not been previously evaluated since it is typically above 32 Hz (well above 32 Hz in diseased individuals) and not encompassed in previous clinical studies.

    INTRODUCTION
TOP
ABSTRACT
INTRODUCTION
METHODS
RESULTS
DISCUSSION
CONCLUSION
REFERENCES

To noninvasively measure transfer impedance (Ztr) of the human respiratory system (1) pressure oscillations are imposed around the thorax while a subject sits in an enclosed chamber. The pressure around the chest wall, Pcw, and the flow at the mouth, Vao, are measured and Ztr is defined as:

Z<SUB>tr</SUB>(ω)=<FR><NU>P<SUB>cw</SUB>(ω)</NU><DE><A><AC>V</AC><AC>˙</AC></A><SUB>ao</SUB>(ω)</DE></FR> (1)

where Pcw(omega ) and Vao(omega ) represent the Fourier transform of the pressure and flow waveforms, respectively and omega  is the angular frequency in radians/s. There are two levels at which respiratory impedance has been analyzed in the past. First, distinct features of the spectra can be used to empirically indicate diseased conditions consistent with abnormalities in lung function assessed by spirometry (5). Second (1), Ztr can be analyzed by fitting the DuBois' six element model (8) to the Ztr data. In this model there is an airways resistance (Raw) and inductance (Iaw) and a tissue compartment having a tissue resistance (Rt), inductance (It), and capacitance (Ct) are separated by a gas compliance (Cg) compartment representing alveolar gas compressibility. The implication is that this noninvasive technique allows for separate estimates of tissue and airways properties. In actuality, the reliability of this approach is highly dependent on the frequency range over which Ztr is measured (9). Indeed, recent studies have shown the separate estimates of airway and tissue properties in the DuBois model are reliable only if data is acquired to at least 50-64 Hz (1, 10). Moreover, application of this model assumes an a priori knowledge of gas compliance (Cg) based on measurements of functional residual capacity (FRC) (2).

Lutchen and Jackson have reviewed (9) how Ztr may provide several advantages to input impedance (Zin) in adult humans. Most notably, from 4-64 Hz, Zin data does not provide information specific to the airways and tissues while Ztr data does. Moreover, Ztr data should be significantly less sensitive to influences of upper airway shunting (11). There are, however, very few studies reporting Ztr measurements in subjects with lung disease. Ying and colleagues made Ztr measurements on nine patients with COPD (3) and Marchal and coworkers (4) in asthmatic adults and children. However the frequency range of these studies was low (< 36 Hz) calling into question the reliability of the separation between airways and tissue properties.

The goal of this study was to measure Ztr in a patient population with respiratory disease and investigate the utility of Ztr to provide sensitive and specific information on lung mechanical properties and function. We compared features of Ztr spectra as well as parameters from the six-element model with standard spirometric indices. These comparisons were also made after respiratory therapy using bronchodilators.

    METHODS
TOP
ABSTRACT
INTRODUCTION
METHODS
RESULTS
DISCUSSION
CONCLUSION
REFERENCES

Subjects

We studied 11 normal individuals and 26 patients with various respiratory diseases (see Table 1). The normal subjects ranged from 17-53 yr of age, and reported no history of any lung disease. One of the normals (Subject 11) was an asymptomatic smoker but showed normal spirometry. Several patients exhibited multiple conditions including some combination of asthma, COPD, chronic cough, dyspnea, lung cancer and sarcoidosis. Over the entire patient group, a total of 12 had previously diagnosed COPD and 12 were smokers. This "smoker" group consisted of one patient with COPD, six patients with dyspnea (one of which had asthma and one chronic cough), one patient with lung cancer, three other patients with chronic cough, and one normal patient.

                              
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TABLE 1

PATIENT MORPHOMETRIC DATA

Experimental Set-up

A leg and neck out partial body plethysmograph (PBP) was used to seal the patient from thigh to neck following the method of Lutchen and coworkers (1). Two loudspeakers (Pyle, 15'' Professional High Fidelity Woofer, P/N 1560) are mounted on each side of the PBP. The speakers were driven with a digital signal stored on a computer after being passed through a digital to analog (D/A) converter (Metrabyte) sampled at 512 Hz, amplified (Crown D150A) and low pass filtered at 160 Hz.

Pressure was measured in the PBP using a Microswitch transducer (0-5 cm H2O) and flow was measured at the mouth using a Celesco transducer (0-2 cm H2O) mounted across a pneumotachometer (Fleisch No. 2). Pressure and flow were band passed filtered (Ithaco) from 2 to 160 Hz to remove the breathing signal and its higher harmonics. Both signals were monitored on a dual channel oscilloscope. Pressure and flow were then sent to the A/D board, sampled at 512 Hz and stored in the computer.

Forcing functions containing frequency components from 4-128 Hz in 4 Hz increments or 1-128 Hz in 1 Hz increments were used. The energy at the low frequency end (< 32 Hz) was enhanced to improve the signal-to-noise. The phases were such that the crest factor was minimized so that the influence of nonlinear distortion was reduced. The crest factor is equal to the peak-to-peak pressure oscillation divided by the rms pressure, Pp-p/Prms (12). Also, the use of small broadband oscillations has been shown to aid in producing a linearized response (13). Pressure and flow measurements were digitally compensated using the method of Renzi and associates (14). Impedance was calculated as described by Michaelson and coworkers (15).

Protocol

The following pulmonary function tests were conducted in each patient: spirometry to determine FVC, FEV1, FEV1/FVC, PEF, and FEF25-75 and helium dilution to determine lung volume (lung volume for 3 subjects was measured using body plethysmography). Spirometry for 9 of the 11 normal subjects was not performed. Patients were then put into the plethysmograph and Ztr was measured. Impedance measurements were made by applying 24 pseudorandom noise (PRN) bursts to the thoracic cage. Unreasonably high impedance values for individual bursts, presumably as a result of glottis closure, were discarded. All noncorrupted data was stored for subsequent analysis. In five healthy subjects we also measured plethysmographic airway resistance, Raw, for subsequent comparison to model estimates.

Twenty-three of 30 patients were given a bronchodilator (ventolin or albuterol). For those receiving bronchodilator, spirometry was repeated. In seven of these 23, lung volume measurements were also repeated. All patients receiving bronchodilator treatment had Ztr measurements repeated.

Parameter Estimates

Parameters for the six-element model were estimated using a gradient optimization technique. This technique minimizes the squares of the difference between measured and model impedance data values. The sum of the squares of the difference is given by a performance index (P.I.)
P.I.=<LIM><OP>∑</OP><LL>i=1</LL><UL>N</UL></LIM>((Re<SUB><IT>d</IT></SUB>[Z(i)]−Re<SUB><IT>m</IT></SUB>[Z(i)])<SUP>2</SUP>+(<IT>I</IT>m<SUB><IT>d</IT></SUB>[Z(i)]−<IT>I</IT>m<SUB><IT>m</IT></SUB>[Z(i)])<SUP>2</SUP>) (2)

where d and m represent data and model respectively and i is the frequency index. The Cg value had to be preassigned as based on the FRC estimate from the gas-dilution method (see Table 1). The same value of Cg was used before and after bronchodilator in the patients except in the seven subjects whose FRC measurements were made in both conditions. However, as shown below we did not find a statistically significant change in FRC after bronchodilator in these seven subjects.

Data Comparisons

Pooled comparisons of the spectral data were done at two levels. First, the normal subjects were compared with all diseased subjects pooled together. Then normals were compared with the COPD subjects and with the smoker subjects as separate groups (there were insufficient numbers of distinct asthmatics and sarcoidosis subjects). One of the smokers was included in both groups. Also, while anecdotal at best, we compared the data from a single asthmatic pre and post bronchodilator with the normal population. In these comparisons we identified key spectral features and examined statistical differences among these groups for these features. Finally, we performed correlations between various spirometric measures and spectral features as well as model parameters after fitting the six-element model to these data.

    RESULTS
TOP
ABSTRACT
INTRODUCTION
METHODS
RESULTS
DISCUSSION
CONCLUSION
REFERENCES

Ztr Data: Healthy versus Disease

Figure 1 shows the average and standard deviation bounds on Ztr spectra from the 11 normal subjects. The real part of the healthy subjects Ztr data is approximately 5 cm H2O/L/s at the lowest frequency of 4 Hz (Re4), remained relatively constant out to about 16-20 Hz, and then decreased thereafter. The real part crosses the zero axis near 35 Hz (mean Ro = 35 ± 3). The imaginary part (reactance) is negative at low frequencies, increases with frequency reaching a first resonance (i.e., crossing zero) near 5 Hz (RES1 = 5 ± 1.5). Reactance reaches a maximum of approximately 6.5 cm H2O/L/s (Immax = 6.5 ± 2) near 38 Hz (f Immax = 38), and decreases with increasing frequency, again becoming negative at approximately 65 Hz (RES2 = 65 ± 5). We point out that several of these features occurred above 32 Hz, that is at frequencies above those measured by other investigators (2) in many previous studies. Also, we found that beyond 72 Hz the data became extremely unreliable and variable and thus was not included in our analyses.


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Figure 1.   Mean (inverted triangles) and ± standard deviation (solid line) bounds on normal real and imaginary parts of Ztr. Also shown are the key spectral features described in detail in the text and used to compare Ztr in healthy and sick subjects.

Figure 2 summarizes the data for COPD (Figure 2A) and smoker (2B) patients as a group relative to the bounds on healthy Ztr data. The COPD patients as a group showed elevated real part outside the standard deviation bounds for healthy subjects for f < 56 Hz. The difference is greater at the lower frequencies. As a consequence, the COPD Re4 and Ro are substantially and significantly elevated relative to control. The differences in the imaginary parts between COPD and healthy subjects are far less evident and not statistically significant. If there were differences, the tendency was for a lower imaginary part between approximately 8 and 32 Hz causing an elevated RES2 and f Immax. The smokers showed less difference between both the real and imaginary parts of Ztr compared with the healthy Ztr (Figure 2B).


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Figure 2.   Mean (open symbols) and ± SD (solid line) Ztr bounds for COPD (A), and smoker (B) subjects. For each case we also show the ± standard deviation bounds from the normals of Figure 1 (dashed lines).

Ztr Data: Pre versus Post Bronchodilator

In the normal subjects there were no differences between the pre and post bronchodilator Ztr or spirometry. In contrast, the impedance spectra were found to change noticeably in many patients. In fact, of the 11 patients showing improved spirometry after bronchodilator therapy (i.e., > 10% improvement in one or more spirometric index), all showed significantly more normal Ztr spectra as well. Figure 3 shows examples of pre- and post-bronchodilator Ztr data relative to normal Ztr data for two subjects who showed improved spirometry: one asthmatic (Subject 17) and one COPD patient (Subject 21), respectively. Specifically, before bronchodilator, Subject 17 showed elevated real and imaginary parts. After therapy, both the real and imaginary parts of the Ztr spectra were shifted within the bounds determined for normals at virtually all frequencies. Consequently, Re4, Ro, Immax and f Immax decreased, however, RES1 and RES2 did not change appreciably. Likewise, before bronchodilator, the Ztr spectra of Subject 21 (COPD) showed increased real part at all frequencies, while the imaginary part resembled that of a normal individual. After medication, his real part also decreased and was within the healthy range at all frequencies. As a result, he also experienced decreased Re4, Ro, and f Immax compared with his pre-bronchodilator spectra. The imaginary part showed only a slight reduction remaining within the bounds of a healthy subject. Again, there was very little change in RES1 and RES2.


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Figure 3.   Example of asthmatic (A) and COPD (B) subject Ztr data before (open squares) and after (inverted triangles) administering a bronchodilator. Also shown is the ± standard deviation bounds from the normals of Figure 1.

In summary, patients showed significant differences in their Ztr spectra from that of the healthy group. While the largest difference occurred for the COPD subjects, the Ztr of smokers were also abnormal in several respects. Moreover, all patients that had a spirometric improvement with bronchodilator also had improved Ztr spectra. In the following sections we explicitly compare the distinct features from Figure 1 and the six- element model parameters as estimated from these data.

Ztr Spectral Features and Model Parameters

Figures 4 and 5 compared the key Ztr spectral features (Figure 4) and the six-element model parameters (Figure 5) of abnormal versus normal and pre versus post-bronchodilator data. We have compared these values for all patients averaged together and each of the main patient groups (COPD and smoker) separately relative to normals. Focusing first on abnormal (pre) versus normal values we see that with respect to the Ztr spectra Re4, Ro, f Immax, RES1, and RES2 were all statistically significantly elevated in both patient groups. With respect to the model analysis, Table 2 shows that the Raw from model analysis compared well with the Raw from standard plethysmography. During disease we found that Raw from the six-element model applied to Ztr was always elevated (Figure 5), with the strongest statistical difference occurring in the COPD group (p < 0.0005). Other parameter differences were less clear, particularly when broken down into specific disease groups. In fact, only one other parameter showed differences at the p < 0.01 level or less. This was Ct for the COPD group.


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Figure 4.   Summary comparison of Ztr spectral features (defined in Figure 1) in diseased versus normal subjects and within diseased subjects pre versus post bronchodilator. Comparisons were performed using a t test and were done with all diseased subjects lumped together ("D") as well as with subjects grouped into specific disease categories of COPD ("C") or smokers ("S"). Note the p values preceded by @ are for the diseased group feature relative to the normal group and p values preceded by * are for the diseased group feature post bronchodilator relative to the same feature in that group pre-bronchodilator.


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Figure 5.   Summary comparison of six-element model parameters derived from model fitting of Ztr in diseased versus normal subjects and within diseased subjects pre versus post bronchodilator. Parameters include airway resistance and inertance (Raw and Iaw), tissue resistance, inertance and compliance (Rt, It, Ct) and lung gas compressibility (Cg). Comparisons were performed using a t test and were done with all diseased subjects lumped together ("D") as well as with subjects grouped into specific disease categories of COPD ("C") or Smokers ("S"). Group feature relative to the normal group and p values preceded by * are for the diseased group feature postbronchodilator relative to the same feature in that group prebronchodilator.

                              
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TABLE 2

RAW DETERMINED BY BODY PLETHYSMOGRAPH VERSUS MODEL ANALYSIS OF ZTR

After bronchodilator, Ro, Re4, and Raw significantly decreased among diseased patients grouped together. When considered separately, all diseased groups experienced a significant decrease in Ro, whereas a significant decrease in Raw and Re4 was only seen in COPD patients.

Correlations with Spirometry Ztr Spectral Features

All Ztr spectral features and six-element model parameters were correlated with five spirometric indices: FVC, FEV1, FEV1/FVC, FEF25-75, and PEF. Likewise, changes in model parameters and spectral features were correlated with changes in these spirometric indices (Tables 3 and 4). With respect to absolute values, the spectral feature most correlated with abnormal spirometry was Ro. The Ro was well correlated with % predicted FVC (r = -0.71) and % predicted FEV1 (Figure 6A, B). Also, the regression between Ro and FEV1 among all patients yielded an r value of -0.47, but if patient NS (Patient 12, smoker), which is an outlier, is removed, the correlation improved significantly (r = -0.62, Figure 6B). Also, Re4 was correlated with % predicted FVC (r = -0.58) (Figure 6C). With respect to six-element model parameter estimates, airway resistance (Raw) was slightly correlated with % predicted FVC (r = -0.49) (Figure 6D). Tissue resistance (Rt) correlated strongly with % predicted FEF25-75 (r = 0.86), FEV1/ FVC (r = 0.82), FEV1 (r = 0.67), and PEF (r = 0.62). However, we found the remaining parameters, Iaw, It, and Ct did not correlate with any spirometric indices.

                              
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TABLE 3

PRE-BRONCHODILATOR CORRELATIONS

                              
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TABLE 4

POST-BRONCHODILATOR CORRELATIONS


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Figure 6.   Regression data for some MEFV indices versus Ztr spectral features or six-element model parameters that displayed higher correlations (see Table 3). All data is for pre-bronchodilator conditions and only features or parameters that also exhibit high correlations for pre-versus-post analysis (Table 4) are shown.

With respect to pre- versus post-bronchodilator data, parameter changes were correlated against changes in spirometric indices for those patients given medication (Table 4). Figure 7 shows changes in those features that were well correlated with changed spirometry. Change in Ro was well correlated with change in % predicted FEV1 (r = -0.74) (Figure 7A). Worth noting is the relationship between Ro and FEV1. The correlations are strong when relating both absolute Ro and FEV1 (pre bronchodilator data only) as well as relating changes in these values due to bronchodilator. Change in Re4 correlated well with both % predicted PEF (r = -0.58) and % predicted FEV1 (r = -0.71) (Figure 7C, D).


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Figure 7.   Regression data for changes in some MEFV indices versus changes in key Ztr spectral features or six-element model parameters that displayed higher correlations (see Table 4).

Change in Raw correlated well with change in % predicted FEV1, r = -0.60) (Figure 7B) and slightly with change in % predicted PEF (r = -0.49). No other model parameters showed changes in response to bronchodilator that were correlated with changes in any spirometric index (Table 4). Indeed, while Rt correlated well with % predicted FEF25-75, FEV1/FVC, FEV1, and PEF, changes in Rt were completely uncorrelated with changes in these spirometric indices (Table 4). In other words, changes in lung physiology that occur due to bronchodilation capable of improving lung function are uncorrelated with changes that may occur in the tissue resistance as estimated from Ztr approach. It is worth noting that Rt from Ztr is based on data above 4 Hz while the viscoelastic nature of lung tissue would cause lung tissue resistance to have its greatest influence at much lower frequencies (16, 17).

    DISCUSSION
TOP
ABSTRACT
INTRODUCTION
METHODS
RESULTS
DISCUSSION
CONCLUSION
REFERENCES

The technique of standard spirometry to assess lung mechanical function requires considerable patient cooperation. In comparison, Ztr requires virtually no patient cooperation and provides a noninvasive approach for acquiring data reflective of lung mechanics. Moreover, one form of data analysis (application of the six-element model) provides direct estimates of specific lumped mechanical properties associated with the airways and tissues, but only if data out to 64 Hz are acquired. Nevertheless, there have been virtually no studies (over this frequency range) that have evaluated Ztr as a clinical test of lung function.

The current study presents a comprehensive evaluation of whether Ztr can be used to assess the degree and, perhaps, type of impaired lung function. This assessment was performed at three levels. First, we evaluated the sensitivity of specific Ztr spectral features and mechanical properties (as estimated from the six-element model) to diseased lung conditions. Second, we correlated specific Ztr features and mechanical properties to spirometric indices. Third, we compared the sensitivities of the Ztr features and mechanical properties with the sensitivities of spirometry to administration of a bronchodilator. With respect to the six-element model analysis we note that the model presumes a monoalveolar behavior. However, for all diseased subjects the Ztr data were always fit well by this model and a more complex model was not necessary. This suggests that Ztr data from 2-72 Hz is not sensitive to lung inhomogeneities. Nevertheless, some spectral features and mechanical properties were found to be both highly sensitive to impaired lung function and to improved lung function resulting from bronchodilator treatment. Moreover, many of these features and properties require data over an expanded frequency range (at least 2-64 Hz), a range over which clinical data have not been previously published.

One concern is the potential for flow limitation to occur in COPD patients during the impedance measurements. One might suspect the potential for a fixed maximum flow during expiration regardless of forcing pressure for such a condition. We did not examine the maximum flow-volume loops compared with the tidal loops to discern if flow limitation occurred. However, we contend that wave propagation velocity (i.e., flow rate at which flow limitation occurs) is very frequency dependent (18). Thus even though flow limitation may occur for very low frequency normal breathing, the high frequency forced oscillations may not be flow limited. Moreover, the final Ztr from a single individual represents the average of several spectra occurring throughout the breathing cycle. Since Ztr measurements were made during inspiration and expiration, if flow limitation was occurring and distorting our data, one would expect highly variable spectra. However, the standard deviation bounds for the COPD patients as a group were not much larger than those for the normal subjects (Figure 2A). This further suggests a minimal distortion associated with any potential expiratory flow limitation.

Correlations and Ztr Spectral Features

Several Ztr spectral features were sensitive to the existence of and degree of lung disease. In particular Re4 and Ro were substantially and significantly elevated in COPD patients and in smokers. Moreover, both features decreased substantially (Figures 3A, B and 4) after bronchodilator treatment. In several subjects the entire real part of Ztr was elevated pre-bronchodilator, becoming essentially normal post-bronchodilator (e.g., Figure 3). This suggests that Ztr features are sensitive to more peripheral airways that are responsive to bronchodilators.

With respect to spirometry, the spectral feature with the strongest correlation was Ro versus % predicted FVC. Two other spectral features, f Immax and Re4, also correlated with FVC although not as reliably. Only two spectral features (Ro and Re4) showed strong correlations with spirometric indices both in absolute terms and with respect to correlating changes in these features with changes in spirometric indices (Figure 4 and Tables 3 and 4). It is important to note that the spectral feature most sensitive to disease, Ro, often occurs above 32 Hz. In summary, patients with abnormal Ro and Re4 are highly likely to have abnormal spirometry. Likewise, patients who display reduced Ro and Re4 after bronchodilator are highly likely to have improved lung function as assessed by spirometry. These results are encouraging with respect to the potential application of Ztr as an alternative (but much easier to perform) lung function test.

Ztr versus Zin. Studies similar to ours have been performed using input impedance (Zin) but with far less success. Van Noord and coworkers (6) compared the real part at low frequency denoted Rrs 6 (their first acceptable impedance was at 6 Hz rather than 4 Hz), with spirometry. Similar to our results, they found the change in Rrs 6 to be correlated with change in FEV1, r = -0.55 (and with FVC, r = -0.32), but these correlations were weaker than we found with the Ztr based Ro. Of particular interest is that we did not find that RES1 from Ztr was sensitive to lung disease and it did not correlate with spirometric indices. Alternatively, for Zin, Lutchen and associates (20) found a strong correlation between the first resonance and FEV1 (r = -0.69) when forcing is imposed at the mouth (i.e., Zin) (20). Also, Chalker and coworkers (5) found strong correlations between the first Zin based resonance and both FVC and FEV1/FVC (r = -0.81, and r = -0.65, respectively) using Zin. Finally, previous studies (e.g., 21) have not shown any Zin spectral features above 2 Hz that are significantly altered in smokers while we showed substantial sensitivity of Ro and Re4 in smokers relative to normal subjects.

Use of Ztr Data to Identify Impaired or Improved Lung Mechanics

The spirometric parameters often used in clinical diagnosis are FVC, FEV1, FEV1/FVC, and FEF25-75. A knowledge of each in addition to knowing lung volumes can aid in the diagnosis of disease. FVC, FEV1, and FVC/FEV1 values below 80% predicted often are indicative of abnormal lung function. Ten of 12 subjects with Ro > 45 Hz had a % predicted FVC < 80%. All seven subjects with Ro < 40.3 Hz had a % predicted FVC > 80%. Eleven subjects had an Ro value between 40.3 and 45.0 Hz. Of these, five had a % predicted FVC < 80% while six were above. The lowest FVC of this group was 55% of predicted and the highest 89%. In summary, our data suggest that Ro < ~ 40 Hz indicates a normal FVC, and Ro > ~ 45 Hz an abnormal FVC. Those values of Ro between 40-45 Hz imply borderline FVC values.

Bronchodilator treatment is considered successful if spirometric indices improve by approximately 10% of the original predicted value. We found high correlations between changes due to the bronchodilator in Ro and changes in several spirometric indices. Specifically, a decrease in Ro will imply increased FEV1 and, to a lesser extent, FVC. Consistent with our analysis below, these changes are a consequence of reduced Raw and increased lung volume (i.e., Cg). Also, Re4 was significantly reduced in subjects with improved FEV1 and PEF after treatment. Again, a large decrease in this feature will also suggest improved lung function.

Alternatively, we do not expect that Ztr data shows high specificity to the explicit pathophysiology of lung disease. Most notable, COPD is not a specific disease, but a syndrome to reflect several patients, often with variable pathophysiology (e.g., emphysema, chronic bronchitis, and asthma). Nevertheless, with our COPD subjects, the Ztr data fell within rather tight bounds (Figure 2a) such that this group was completely distinguishable from the healthy Ztr group. Also, the variability in the COPD spectra was similar to that of the spectra in healthy subjects. Moreover, the correlations we performed suggest that regardless of the underlying cause, a subject with low FVC (%) and low FEV1 (%) is more likely to have high Ro, Re4, and Raw (Figure 6). Also, subjects that respond to bronchodilator with increased FEV1, FVC, and PEF are likely to show decreased Ro, Re4, and Raw. If their lung condition is not improved by the dilator, these other spectral features or physiological properties will also not improve.

Mechanisms Contributing to Ztr Features/Sensitivity

This study was not designed to provide an explicit, statistical evaluation of whether Ztr can permit diagnosis of specific forms of lung disease. The goal was to establish whether Ztr spectral features and derived parameters were sensitive to disease. Our data suggest that this is the case. Moreover, our data show that Ztr (over this frequency range, 1-72 Hz) is more sensitive than Zin to lung disease and this leads to the following questions: what mechanisms could have contributed to the improved sensitivity of Ro and Re4 in Ztr data to disease? Why is RES1 less sensitive to disease for Ztr than for Zin?

One method to address this question is to apply the six-element model to these data. From Figure 5, it appears that only one model parameter, Raw, is significantly elevated (with high statistical certainty) during disease as well as responsive to bronchodilator. The fact that Raw from Ztr compared well with that from plethysmography in healthy subjects (Table 2) provides some measure of confidence in the Ztr approach. Unfortunately, we did not measure Raw in the diseased subjects. However, it is expected that Raw from plethysmography is overestimated due to upper airway shunting and/or inhomogeneities (cf. 4). Both mechanisms would be less important during Ztr (11 and see below). Note that absolute values of Rt were well correlated with spirometry, but changes in Rt were uncorrelated with changes in spirometry. Since the Rt is based on data above 4 Hz, it reflects predominantly the purely viscous component of chest wall resistance (16, 17) and would not be expected to be a consistent marker of disease that is influenced by therapy. We might expect Ct to also show strong sensitivity to disease and changes in disease state. The COPD subjects displayed significantly lower compliance. This is at first surprising since at least emphysematic COPD is classically thought of as producing an increase in lung tissue compliance. Perhaps these COPD patients were considerably hyperinflated so the Ct estimate is overly influenced by chest wall effects. We further point out that the Ct estimate is not likely to be statistically reliable because Ct predominantly influences data well below 2 Hz (9, 22). In fact, in COPD one would expect dynamic compliance to decrease with frequency. This could distort the Ct estimate based on data from 4 Hz and above to a lower value that would be estimated from a static or very low frequency measurement.

Our model analysis suggests that Ro and Re4 are highly sensitive to pathological changes that cause decreased airway caliper, and are less sensitive to changes in other lumped properties of the system. To examine this hypothesis a sensitivity analysis of the Ztr spectral features to changes in six-element model parameters was performed. Each model parameter was varied from 0.1-2.0 times the normal baseline value while the remaining parameters were held constant. Changes in Ztr spectral features were calculated with respect to the baseline condition for each parameter set. The greatest contributors to increased Ro and Re4 are decreased thoracic gas volume (i.e., FRC, Cg) and increased Raw (Figure 8). Decreased Iaw or Rt can also cause increased Ro, but by lesser amounts. It is interesting that, in fact, both Iaw and Rt were also significantly lower in COPD patients pre-bronchodilator compared with normals (Figure 5). Decreased Ct can increase Re4 substantially, but has little effect on Ro. For the seven patients whose lung volumes were measured after bronchodilator, the mean FRC did increase (which according to Figure 8 would decrease Ro since Cg would increase). However, the increase was very small and not statistically significant (Figure 5). Nevertheless, it is worth noting that the range of decreases in Ro due to bronchodilator was 0-23% which, from Figure 8, could easily occur with a physiologically small combined increase in FRC and decrease in Raw.


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Figure 8.   Sensitivity analysis of two key Ztr features (Ro and Re4) to changes in each of the six-element model parameters. X-axes is the fractional change in the respective parameter from the baseline values indicated. Parameters were changed independently (i.e., keeping others fixed to the baseline values).

We do not fully understand why Raw and FEV1 were not as highly correlated to FEV1 as Ro was. Since Ztr is not greatly influenced by airway wall compliance, the corresponding Raw estimate from the DuBois model should be a more pure measure of airway caliber. In contrast, MEFV parameters are a function of airway caliber, lung elastic recoil, and airway wall compliance. Therefore we might expect a close correlation between Raw and MEFV only in those patients whose principal lesion is airway caliper related. We further point out that Raw showed some correlation with FVC (% predicted) (Table 3 and Figure 6) and that changes in Raw were highly correlated with changes in FEV (% predicted) (Figure 7). One might expect absolute values of Raw to correlate less as they are not normalized in any way. Generally, though, abnormal Raw extracted from Ztr data is somewhat predictive of abnormal spirometry (in FVC) and changes in Raw following bronchodilator therapy are highly predictive of an increase in FEV1.

We point out that Ro is not exclusively influenced by Raw. The sensitivity study (Figure 8) examines the influence of changes in one parameter at a time keeping all others at their baseline values. The Ro can increase primarily due to an increase in Raw, or a decrease in Iaw, and FRC (i.e., Cg) and Rt. As mentioned, it is unlikely that Rt is important or reflective of the lung. Second, the COPD subjects did not show increased Cg at baseline. This leaves the possibility that Ro reflects a combination of the increase in Raw and a decrease in Iaw. It is not clear why Iaw would decrease during COPD. Nevertheless, we speculate that since Ro is influenced by several parameters rather than just Raw alone, it tends to amplify the changes that occur during decreased airway caliper associated with COPD and becomes more sensitive to abnormal spirometry than just Raw alone.

How can we explain the poor RES1 correlations with spirometry using Ztr while previous studies (5, 20) report fairly high correlations when using Zin? The answer lies in the difference in the degree to which upper airway shunting can effect Zin versus Ztr (11). For both Ztr and Zin impedance, RES1 is inversely proportional to the product of the net total respiratory compliance (Crs) and total respiratory inertance (Irs). With Zin and Ztr the Irs primarily reflects the upper and central airways. In Zin the Crs in healthy subjects is primarily the parenchymal and chest wall Ct with little influence from the airway wall compliance. However, as peripheral airway constriction increases, the net impedance "downstream" of the Iaw increases. Specifically, the influence of airway wall shunting increases. Since airway wall compliance is substantially less than that of the parenchymal tissue, the net effect of increased peripheral resistance is to increase the RES1. For Ztr, the increased peripheral lung impedance will have a far less effect on Crs and thus on RES1. In particular, when forcing at the chest wall, the impedance "downstream" of the constriction remains unaltered, and consists primarily of a low impedance pneumotachometer and the upper airways. In effect, during lung constriction one would expect different values of RES1 for Zin and Ztr, each of which reflects different components of the lung and experimental system. The RES1 for Ztr would be less correlated with spirometric indices because it is less influenced by airway wall shunting. This further implies that during lung constriction, six-element model analysis of Ztr better reflects intrathoracic Raw. This would explain why Ztr features are more sensitive than Zin features in smokers or with changes due to bronchodilation.

    SUMMARY
TOP
ABSTRACT
INTRODUCTION
METHODS
RESULTS
DISCUSSION
CONCLUSION
REFERENCES

In summary, we measured Ztr up to 128 Hz in 11 normal subjects and 26 patients with lung disease diagnosed by standard MEFV pulmonary function test and analyzed the data with the six-element monoalveolar model as proposed by DuBois (8). Model parameters and Ztr spectral features were correlated with spirometric data. Changes in model and spectral features were also correlated with changed spirometry.

The Re4 was also significantly elevated in diseased subjects. Ying and coworkers (3) used a similar spectral feature, the mean value of the real part of 0-30 Hz, and found it to be significantly elevated in diseased subjects. However, the effects of bronchodilator had not been investigated using Ztr data. Moreover, we have identified that the feature Ro is even more effective in predicting normal versus abnormal spirometry. To this date, this feature has not been evaluated since it is typically above 32 Hz (well above 32 Hz in diseased individuals) and not encompassed in previous clinical studies. This feature can also track changes due to bronchodilator and be used to evaluate therapeutic efficacy. We have also established normal ranges for several parameters and features, specifically, Raw, Rt, Ro, Ra, f Immax, and Re4 and demonstrated that they are affected by disease.

    Footnotes

Correspondence and requests for reprints should be addressed to Kenneth R. Lutchen, Ph.D., Department of Biomedical Engineering, Boston University, 44 Cummington Street, Boston, MA 02215.

(Received in original form August 22, 1995 and in revised form August 25, 1997).

Acknowledgments: This work was supported by NSF BES-9711259, NIH HL50515, and NIH HL53449.
    References
TOP
ABSTRACT
INTRODUCTION
METHODS
RESULTS
DISCUSSION
CONCLUSION
REFERENCES

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4. Marchal, F., N. Bouaziz, C. Baeyert, C. Gallina, C. Duvuvier, and R. Peslin. 1996. Separation of airway and tissue properties by transfer respiratory impedance and thoracic gas volume in reversible airway obstruction. Eur. Respir. J. 9: 253-261 [Abstract].

5. Chalker, R. B., B. R. Celli, R. H. Habib, and A. C. Jackson. 1992. Respiratory input impedance from 4 to 256 Hz in normals and chronic airflow obstruction: comparisons and correlations with spirometry. Am. Rev. Respir. Dis. 146: 570-576 [Medline].

6. Van Noord, A., J. Smeets, J. Clément, K. P. Van De Woestijne, and M. Demedts. 1994. Assessment of reversibility of airflow obstruction. Am. J. Respir. Crit. Care Med. 150: 551-554 [Abstract].

7. Van Noord, A., J. Clément, K. P. Van De Woestijne, and M. Demedts. 1989. Total respiratory resistance as a measure of response to bronchial challenge with histamine. Am. J. Respir. Crit. Care Med. 139: 921-926 .

8. DuBois, A. B., A. W. Brody, D. H. Lewis, and B. F. Burgess Jr.. 1956. Oscillation mechanics of lungs and chest in man. J. Appl. Physiol. 8: 587-594 [Free Full Text].

9. Lutchen, K. R., and A. C. Jackson. 1992. Confidence bounds on respiratory mechanical properties from transfer versus input impedance in humans versus dogs. I.E.E.E. Trans. Biomed. Eng. 39: 644-651 [Medline].

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