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Ventilation
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Respiratory
Physiology


![VENTILATION osms.it/ventilation ▪ Air movement between environment, lungs ▪ Ventilation rates: measure air volume moving in/out of lungs over period of time MINUTE VENTILATION (VE) ▪ VE = amount of air moved in/out of lungs in one minute; does not factor in physiological dead space VE = (VT) x (Respiratory Rate/RR) VE = 500mL x 15/minute = 7.5L/minute ALVEOLAR VENTILATION (VA) ▪ VA = VE corrected for physiological dead space VA = (VT - VD) x RR VA = (500 mL - 150mL) x 15 = 5.2L/minute ▪ Partial pressure: proportional to fractional concentration of that gas in mixture; based on constant K ▫ Assumes gases are saturated with water vapor (normal body temperature, sea-level atmospheric pressure) ▫ CO2 partial pressure in alveolar air: PCO2 = FCO2 x K ▫ Alveolar ventilation equation: VA = [(VCO2) / (PCO2)] x K ▫ Replacing PCO2 with CO2 pressure in arterial blood (PaCO2) in alveolar equation ▫ Inverse relationship between alveolar ventilation, CO2 partial pressure in alveolar air, pulmonary arteries (e.g. ↑ air ventilating the alveoli → ↓ CO2 in blood, vice versa) VA = VCO × K 2 PACO 2 ▪ VA without measuring dead space ▫ VA = volume of CO2 (VCO2) ÷ fraction CO2 (FCO2) VA = (VCO2) / (FCO2) 596 OSMOSIS.ORG](https://d16qt3wv6xm098.cloudfront.net/fbk8XHArTLCG6AsG9QHvKVcqRwm8P-mF/thumb-3.jpg)




Ventilation
(Minute/Alveolar) ventilation is the total rate of air movement into and out of the lungs, but does not account for physiologic dead space, and is expressed as volume per minute.
Ventilation
Ventilation exam links
Content Reviewers:
Rishi Desai, MD, MPH, Justin Ling, MD, MS, Kyle Slinn, RN, BScN, MEd, Justin Ling, MD, MS, Debal SinharoyThe main job of the lungs is gas exchange, pulling oxygen into the body and getting rid of carbon dioxide.
Normally, during an inhale - the diaphragm and chest muscles contract to pull open the chest and suck in air like a vacuum cleaner, and then during an exhale - the muscles relax, allowing the lungs to spring back to their normal size pushing that air out.
Ventilation rates measure the volumes of air moving in and out of the lungs, over a period of time.
During normal quiet breathing, each breath of air that enters and leaves the lungs is about half a liter, which is called the tidal volume.
The respiratory rate is the number breath a person takes per minute. In an adult this is normally around 15 breath per minute at rest.
So the minute ventilation is the amount of air moved in and out of the lungs in a minute. So minute ventilation is given by
Minute Ventilation = (Tidal Volume) X (Respiratory Rate)
In a normal healthy adult, this means 500 ml per breath times 15 breaths per minute, or about 7.5 litres per minute.
However, not all the air that we breathe in reaches the alveoli, where gas exchange actually takes place.
Some air is trapped in the airways - an area called the anatomical dead space.
Also, some of the alveoli may be defective and can’t even participate in gas exchange.
When you add the volume of air lost in these malfunctioning alveoli to the anatomical dead space, you get the physiological dead space.
So to calculate alveolar ventilation, it’s the tidal volume minus the physiologic dead space and that volume gets multiplied by the respiratory rate:
Alveolar ventilation = [(Tidal volume) - (Physiological dead space)] X (Respiratory Rate)
In a normal healthy person, almost all the alveoli are functioning properly, and the physiological dead space is about equal to the anatomic dead space which is about 150 ml.
So the alveolar ventilation comes to about (500 - 150) ml or 350 ml per breath, times 15 breaths per minute or about 5.2 litres per minute.
A way of measuring the alveolar ventilation without actually measuring the dead spaces is by knowing inspired air contains almost zero carbon dioxide and all the carbon dioxide in the expired air comes from the functioning alveoli.
If we call the alveolar ventilation, VA. That’s the amount of air going in and out of the alveoli in a minute.
A fraction of this volume is carbon dioxide, so let’s call that fraction FCO2. So, the volume of carbon dioxide, VCO2, is:
VCO2 = VA X FCO2
Or, VA = (VCO2) / (FCO2)