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The relationship between pressure and volume is ( Boyle’s Law, Charles' Law, Dalton's Law, Henry's Law, Starling's Law, La Places' Law ). This related to the ventilation of the lungs and movement of air into/out of them.
The relationship between temperature and volume is ( Charles’ Law, Boyle's Law, Dalton's Law, Henry's Law, Starling's Law, La Places' Law ). This relates to the warming of air through the sinuses in order to increase volume. If you breathe in cold air, there is less volume.
Illustrating that the pressure of gas is directly related to the number of moles and that total pressure of the mixture of gasses is equal to the sum of them (PA + PB + PC) is ( Dalton’s Law, Boyle's Law, Charles' Law, Henry's Law, Starling's Law, La Places' Law ). This relates to climbers ascending heights where the partial pressure of oxygen is lower and hence, creates hypoxia.
The principle that all gases are soluble in liquids relates to ( Henry’s Law, Boyle's Law, Charles' Law, Dalton's Law, Starling's Law, La Places' Law ). More gas dissolves at high pressure and hence, as the pressure decreases that gas will begin to expand back into the blood stream. If this happens too quickly, organs will suddenly depressurise, collapse and sudden death will occur. The bends relates to Nitrogen expanding into the joints causing pain as well as CO2 expanding out and causing the blood to become foamy.
Both ( Henry’s Law, Boyle's Law, Charles' Law ) and ( Starling’s Law, Dalton's Law, La Places' Law ) relate to the gaseous exchange in the alveoli.
( La Places’ law, Boyle's Law, Charles' Law, Dalton's Law, Henry's Law, Starling's Law ) explains how a decreasing radius within the alveoli relates to an increased collapsing pressure due to surface tension as well as the need for surfactant.