Page 125 - Color_Atlas_of_Physiology_5th_Ed._-_A._Despopoulos_2003
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       Lung Volumes and their Measurement  compliance (! p. 116), O 2 consumption (VO 2),
                                       and in dynamic lung function tests (! p. 118).
       At the end of normal quiet expiration, the
       lung–chest system returns to its intrinsic rest-  Range of normal variation. Lung volumes and
                                       capacities vary greatly according to age, height,
       ing position. About 0.5 L of air is taken in with  physical constitution, sex, and degree of physical fit-
       each breath during normal quiet respiration;  ness. The range of normal variation of VC, for ex-
       this is called the resting tidal volume (VT). In-  ample, is 2.5 to 7 L. Empirical formulas were there-
       spiration can be increased by another 3 L or so  fore developed to create normative values for better
       on forced (maximum) inspiration; this is  interpretation of lung function tests. For instance,
       called the inspiratory reserve volume (IRV).  the following formulas are used to calculate the
       Likewise, expiration can be increased by about  range of normal values for VC in Caucasians:
                                        Men: VC ! 5.2 h–0.022a–3.6 (" 0.58)
       1.7 L more on forced (maximum) expiration.  Women: VC ! 5.2 h–0.018a–4.36 (" 0.42),
       This is called the expiratory reserve volume  where h = height (in meters) and a = age (in years);
       (ERV). These reserve volumes are used during  the standard deviation is given in parentheses. Be-
       strenuous physical exercise (! p. 74) and in  cause of the broad range of normal variation,
       other situations where normal tidal volumes  patients with mild pulmonary disease may go unde-
       are insufficient. Even after forced expiration,  tected. Patients with lung disease should ideally be
                                       monitored by recording baseline values and observ-
    Respiration  called the residual volume (RV). Lung capaci-  ing changes over the course of time.  3
       about 1.3 L of air remains in the lungs; this is
       ties are sums of the individual lung volumes.
                                        Conversion of respiratory volumes. The
                                                         3
       The vital capacity (VC) is the maximum
                                       volume, V, of a gas (in L or m ; 1 m = 1000 L)
       volume of air that can be moved in and out in a
    5  single breath. Therefore, VC = VT + IRV + ERV.  can be obtained from the amount, M, of the gas
                                       (in mol), absolute temperature, T (in K), and
       The average 20-year-old male with a height of  total pressure, P (in Pa), using the ideal gas
       1.80 m has a VC of about 5.3 L. Vital capacity  equation:
       decreases and residual volume increases with  V ! M " R " T/P,  [5.2]
       age (1.5 ! 3 L). The total lung capacity is the  where P is barometric pressure (PB) minus
       sum of VC and RV—normally 6 to 7 L. The  water partial pressure (PH 2 O; ! p. 106) and R is
                                                                  -1
       functional residual capacity is the sum of ERV  the universal gas constant = 8.31 J " K – 1 " mol .
       and RV (! A and p. 114). The inspiratory capac-  Volume conditions
       ity is the sum of VT and IRV. All numerical
       values of these volumes apply under body  STPD: Standard temperature pressure dry
       temperature–pressure saturation (BTPS) con-  (273 K, 101 kPa, P H 2 O = 0)
       ditions (see below).            ATPS: Ambient temperature pressure
         Spirometry.  These  lung  volumes  and  H 2O-saturated
       capacities (except FRC, RV) can be measured by  (T amb, P B, P H 2 O at T Amb)
       routine spirometry. The spirometer (! A) con-  BTPS: Body temperature pressure-saturated
       sists usually of a water-filled tank with a bell-  (310 K, P B, P H 2 O = 6.25 kPa)
       shaped floating device. A tube connects the air
       space within the spirometer (! A) with the  It follows that:
                                                          3
       airways of the test subject. A counterweight is  V STPD ! M " R " 273/101000 [m ] 3
       placed on the bell. The position of the bell indi-  V ATPS ! M " R " T Amb/(P B –P H 2 O) [m ] 3
                                        V BTPS ! M " R " 310/(P B –6250) [m ].
       cates how much air is in the spirometer and is  Conversion factors are derived from the respective
       calibrated in volume units (L ATPS; see below).  quotients (M " R is a reducing factor). Example: V BTPS/
       The bell on the spirometer rises when the test  V STPD = 1.17. If V ATPS is measured by spirometry at
       subject blows into the device (expiration), and  room temperature (T Amb = 20 #C; PH 2 O sat = 2.3 kPa)
       falls during inspiration (! A).  and PB = 101 kPa, V BTPS ! 1.1 V ATPS and V STPD ! 0.9
         If the spirometer is equipped with a rec-  V ATPS.
       ording device (spirograph), it can be also used
       for graphic measurement of the total ventila-
                     .
  112  tion per unit time (VE; ! pp. 106 and 118),
       Despopoulos, Color Atlas of Physiology © 2003 Thieme
       All rights reserved. Usage subject to terms and conditions of license.
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