Respiratory Physiology Part 3 Flashcards
if transmural pressure is positive
expanding pressure on the lung
if transmural pressure is negative
collapsing pressure on the lung
At rest of breathing cycle
- diaphragm at equilibrium
- alveolar pressure = atmospheric pressure
- no airflow b/c no pressure difference
- intrapleural space is negative
- FRC
During Inspiration of breathing cycle
- diaphragm contracts
- lung volume increases
- pressure in lung decreases
- intrapleural space becomes more negative
- dynamic compliance
Halfway through inspiration of breathing cycle
alveolar pressure falls below atmospheric
this drives airflow into lung until atmospheric pressure = 0
expiration of breathing cycle
- alveolar pressure becomes positive
- air flows out & returns to FRC
Forced expiration of the breathing cycle
- contraction of expiration muscles raises intrapleural pressure
- if transmural pressure is positive the airways and lungs will remain open
patients with emphysema forced expiration
- airways can collapse
- lung compliance increases
- alveolar & airway pressure lower than normal
- resistance increases (expiration more difficult)
- expire more slowly
O2 in gas exchange
alveolar gas into pulmonary capillary
delivered to tissues
systemic capillary blood into cells
CO2 in gas exchange
delivered from the tissue to venous blood to pulmonary capillary blood
alveolar gas to be expired
Dalton’s Law of Partial Pressure
the partial pressure of gas in a mixture of gases is the pressure that gas would exert if it occupied the total volume of the mixture
barometric pressure
sume of partial pressures O2 CO2 N2 H2O
percentages of gases in dry air at barometric pressure
O2 = 21%
N2 = 79%
CO2 = 0%
since air is humidified in the airways, the water pressure is ___
obligatory and equal to 47 mmHG at 37 degrees
Henry’s Law for Concentration of Dissolved Gases
used to convert the partial pressure of gas in the liquid phase to the concentration of gas in the liquid phase
at equilibrium, the partial pressure of a gas in the liquid phase =
the partial pressure in the gas phase