Relative Humidity (RH): Ratio of actual water vapor content to saturated capacity at a given temperature.
Expressed in relative terms when a gas is not fully saturated.
100% RH: gas is fully saturated.
Water vapor content = capacity.
20^{\circ} C has a capacity to hold 17.30 mg/L.
Slight cooling causes condensation.
RH= \frac{\text{actual water vapor content}}{\text{capacity}} \times 100
Body Humidity (BH): Ratio of actual water vapor content to water vapor capacity in saturated gas at body temperature (37^{\circ}C).
Capacity at 37^{\circ}C: 43.8 mg/L.
BH\% = \frac{\text{Actual water vapor content}}{\text{capacity (fixed 43.8)}} \times 100
Humidity Deficit (HD): Represents water vapor the body must add to inspired gas to achieve saturation at body temperature (37^{\circ}C) when BH is less than 100%.
Capacity at 37^{\circ}C: 43.8 mg/L.
HD = \text{capacity (fixed 43.8)} - \text{Actual water vapor content}
Pressure will be largest in correlation with volume at 100% saturated vapor.
Condensation and Dew Point
Condensation: Heat is given back to air surrounding the liquid, warming the air.
Slight cooling of saturated gas (100% RH) causes water vapor to turn back into a liquid state.
Dew Point: Temperature at which condensation begins.
Cooling a saturated gas below its dew point causes more water vapor to condense into liquid water droplets.
Condensed moisture deposits on surfaces, such as walls of a container, tubing, or particles suspended in the gas.
Pascal’s Principle
Pressure of a liquid acts equally in all directions.
Buoyancy (Archimedes Principle)
Liquids exert a buoyant force.
Pressure below a submerged object exceeds pressure above it.
If an object’s weight density exceeds the weight of water, the object will sink.
Gases also exert a buoyant force (less than liquids).
Buoyancy helps keep solid particles suspended in gases.
Law of Laplace / Surface Tension
Surface tension: Force exerted by like molecules at a liquid’s surface.
Surface molecules contract into the smallest possible surface area (retaining a spherical shape).
Surface tension quantified by the force needed to produce a “tear” in a fluid surface area.
Surface tension increases pressure inside a liquid drop or bubble.
Cohesive forces affect molecules inside the drop equally from all directions.
Laplace’s Law
Spherical structures demonstrate the interaction between distending pressure and surface tension forces as the sphere’s radius varies.
Pressure varies directly with surface tension and inversely with radius.
Pulmonary Surfactant
Substance in lungs that helps maintain surface tension.
Prevents over-distension on inhalation.
Helps prevent alveoli collapse on exhalation.
Helps stabilize alveoli across the lungs.
Patterns of Flow, Resistance and Compliance
Both liquids and gases can flow.
Energy loss occurs due to opposition to flow (flow resistance).
Frictional resistance exists in the liquid/gas itself or between the liquid/gas and the tube wall.
Airway Resistance (RAW)
Resistance to ventilation by movement of gas through the airways.
Accounts for approx. 80% of frictional resistance
80% of RAW occurs in nose, mouth, trachea, upper airways (areas of turbulent flow).
In terminal bronchioles, there is laminar flow, velocity decreases, and resistance is relative to volume.
Resistance is highly dependent on lung volume; if lung volumes decrease in the terminal bronchioles i.e., smaller airways 20%) airway diameters also decrease and in turn airway resistance to flow increases in upper airways (i.e., Wheezing on exhalation).
With increased airway resistance and decreased lung volume, there is an increase in driving pressure (Boyle’s law).
Lung Compliance
Lung compliance is the result of tissue elastic forces (ability to stretch) and surface tension.
As lung volume is lost, lungs become stiffer, and ventilation becomes more difficult.
Static compliance measurement uses Volume, plateau pressure (pressure at end of inhalation prior to exhalation) and PEEP (positive expiratory pressure).
Laminar Flow
Fluid moves in discrete cylindrical layers or streamlines.
Viscosity is the force behind laminar flow.
Changes in tube diameter greatly affect viscosity of flow.
Driving pressure and flow is linear.
Confined to small peripheral airways.
Laminar flow is proportional to driving pressure and inversely proportional to resistance.
When flow is doubled under laminar conditions, the pressure is doubled.
Poiseuille’s Law
The difference in pressure required to produce a given flow, under conditions of laminar flow through a smooth tube of fixed size.
Involves laminar flow.
Determining factors involve: change in pressure, viscosity, length, radius, and flow.
Driving pressure increases whenever viscosity, tube length, or flow increases.
Greater pressure required to maintain a given flow if tube radius decreases.
Poiseuille’s equation can also be used to express flow resistance, as mentioned above with the decrease in volume changes in flow, pressure, decrease in radius and increasing resistance.
Turbulent Flow
Prevents significant changes in flow through a tube.
Irregular eddy currents are formed in disorganized chaotic patterns which causes a higher amount of resistance.
Turbulent flow favors increased velocity, density, tube diameter and viscosity.
Driving pressure is proportional to gas density.
Factors involving changeover from laminar to turbulent flow is Reynold’s number.
Reynolds number for laminar flow is less than 2000.
Turbulent flow is in the large airways such as the nose, pharynx, larynx, trachea.
Transitional Flow
A mixture of both laminar and turbulent flow.
Main flow in respiratory track.
Also known as tracheobronchial flow.
Occurs when a tube narrows, branches or irregularities occur in the tube surface.