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1. Quantitative data on the pattern of breathing in normal men and women (Gardner, 1977) have been used to derive expressions that are based on known physiological mechanisms.
2. The relations between the applied chemical drive to breathing (expressed as
PA, CO2 in high O2) and the several components of the volumetime patterns described in the companion paper were examined. Neither mean tidal volume (
T), nor mean inspiratory nor mean expiratory times (
I,
E) were uniquely related to the chemical drive across the breakpoint, which could be demonstrated in two and suspected in the third of these plots.
3. Mean inspiratory flow (
T/
I) was linearly related to PA, CO2 over the whole range and, like minute ventilation (
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T/
I = 0·11 (PA, CO2 35·2).
T/
I was highly correlated with
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4. The description of the relation between
I and
T was essentially the same as that of Clark & Euler (1972): in range 1,
I = either 1·29 - 0·07
T or the constant 1·24 sec, and in range 2,
I = 0·65/(
T 0·88) + 0·59.
5. Expiration was described by an equation based on the inverse linkage between
E and chemical drive and the direct link between both mean and breath-by-breath values of TI and TE:
E = p
I + q/(drive r) in which p was 0·64 ± 0·09, q was 11·1 ± 2·64 sec. (torr CO2)-1 and r was -2·73 ± 1·09 torr CO2. All three parameters were necessary for an adequate description.
6. It is argued that the first term of the TE equation represents influences related to lung volume exerted through the vagus, and that the second represents the effects of over-all chemical stimulation exerted through other pathways.
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A. JUBRAN, B. J. B. GRANT, and M. J. TOBIN Effect of Hyperoxic Hypercapnia on Variational Activity of Breathing Am. J. Respir. Crit. Care Med., October 1, 1997; 156(4): 1129 - 1139. [Abstract] [Full Text] [PDF] |
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