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Physiologic Dead Space

Last modified by
on
Jul 24, 2020, 6:28:07 PM
Created by
on
Jun 9, 2014, 6:22:08 PM
VD=VT(PaCO2-PeCO2PaCO2-PiCO2)
(VT)Tidal Volume
(PaCO2)Partial Arterial Pressure of Carbon Dioxide
(PeCO2)Partial Expired Pressure of Carbon Dioxide
(PiCO2)Partial Pressure of CO2
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The Physiologic Dead Space calculator computes the volume of dead space (VD) based on the tidal volume (VT) and the partial pressures of carbon dioxide in arterial blood, exhaled air and ambient air.

INSTRUCTIONS: Choose units and enter the following:

  • (VT)  This is the tidal volume
  • (PaCO2)  This is the partial pressure of carbon dioxide in arterial blood
  • (PeCO2)  This is the partial pressure of carbon dioxide in exhaled air
  • (PiC02)  This is the partial pressure of carbon dioxide.

Volume of Dead Space (VD): The calculator returns the volume in liters.  However, this can be automatically converted to compatible units via the pull-down menu.

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The Math / Science

The formula for the Physiologic Dead Space is:

     Vd=Vt(PaCO2-PeCO2PaCO2-PiCO2)

where:

  • Vd is the dead space volume
  • Vt is the tidal volume
  • PaCO2 is the partial pressure of carbon dioxide in arterial blood
  • PeCO2 is the partial pressure of carbon dioxide in exhaled air
  • PiC02 is the partial pressure of carbon dioxide.

In physiology, dead space is the volume of air which is inhaled that does not take part in the gas exchange, either because it (1) remains in the conducting airways, or (2) reaches alveoli that are not perfused or poorly perfused. In other words, not all the air in each breath is available for the exchange of oxygen and carbon dioxide. Mammals breathe in and out of their lungs, wasting that part of the inspiration which remains in the conducting airways where no gas exchange can occur.

Just as dead space wastes a fraction of the inhaled breath, dead space dilutes alveolar air during exhalation. By quantifying this dilution it is possible to measure anatomical and alveolar dead space, employing the concept of mass balance, as expressed by Bohr equation.


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