Week 10 - Flashcards
Daltons law
The pressure of gas mixture is equal to the sum of the pressures of the individual gases
How to work out partial pressure of atmospheric gases
Atmospheric pressure x composition of air in atmosphere
Sum of these values would equal the atmospheric pressure
What is different about the partial pressure of gases in the respiratory system?
You have to take water vapour into account
Air in the lungs is fully saturates with water vapour. It is 46mmHg at 37 degrees
If the total pressure is 760mmHg, water vapour is 46mmHg and the presence of nitrogen is 78.1%, oxygen is 20.9% and co2 is 0.033%, work out the partial pressure for each compartment
N2: (760 - 46) x 78.1% = 558mmHg
O2: (760 - 46) x 20.9% = 149 mmHg
co2: (760 - 46) x 0.033% = 0.24 mmHg
Ficks law of diffusion
Rate of diffusion is proportional to the Area/thickness x (P1 x P2) x D
Area is usually very large and thickness is small
D = a constant
Gas molecules move between air and liquid in order to achieve equilibrium of partial pressures. Movements of molecules depend on:
Temperature
Pressure difference
Solubility
At equilibrium, what happens to the pressure and concentration of oxygen and carbon dioxide
At equilibrium, po2 in air and water is equal. However, low o2 solubility means that concentrations are not equal
Co2 is more soluble, so the conc of co2 would be greater in o2 in solution
What affects the rate of diffusion
Impairment of diffusion due to blood/gas barrier thickening or lower partial pressure of inspired oxygen (altitude, disease) can affect arterial content of oxygen and limit functional capacity
Emphysema
Destroys structure of alveolar sacs
Causes limited surface area and poor elastic recoil
Fibrotic lung disease
Causes stiff lungs and hard to inflate
Pulmonary oedema
Causes by pressure changes in capillaries
Asthma
Poor ventilation of alveoli due to constricton of airways
Calculating metabolic rate requires knowledge of
how much oxygen the body consumes and how much carbon dioxide it produces at any given time
The ability to measure oxygen consumption and carbon dioxide production requires the knowledge of
the inspired and expired volumes of these gase
How to work out oxygen consumption
volume of inspired o2 - volume of expired o2