Module 3 Section 2 (Mechanics of Breathing) Flashcards
Describe the different pressures involved in the mechanics of breathing.
Atmospheric Pressure - (PB):
- Also called barometric pressure
- It’s the pressure exerted by the weight of the air in the atmosphere on the Earth’s surface.
- At sea level = 760 mm Hg and this value decr as you gain altitude.
- Given that, even when standing, there is not enough difference in height b/w the lungs and the nose/mouth -> PB is the same in both places so we effectively treat it as if it was = 0.
Alveolar Pressure - (PA):
- This is the pressure in the alveoli
- Also called intrapulmonary pressure.
- At the end of inspiration, PA is the same as PB at 0 cmH2O.
Pleural Pressure - (Ppl):
- This is the pressure in the pleural space.
- Also called the intrapleural pressure and it closely
approximates the intrathoracic pressure.
- It’s negative to PB and is normally around -5 cmH2O.
- It is negative b/c the lungs want to collapse yet the chest wall wants to expand.
Transpulmonary Pressure - (Ptp):
- This pressure is the difference b/w the PA and PpI.
- Also referred to as lung recoil pressure (Pl) or transmural pressure.
Applying the law of Laplace, describe why alveoli do not collapse.
The division of the lung into millions of alveoli creates a very large surface area for gas exchange, but the differences in alveolar size can cause problems for alveolar stability.
The inward forces of alveolar surface tension are working to collapse the alveoli.
The law of LaPlace states that the magnitude of this collapsing pressure is directly proportional to the surface tension and inversely proportional to the radius of the alveoli, as seen in the following equation:
2T (surface tension) / r (alveolar radius) = P (collapsing pressure)
Describe the pressure changes that occur to enable inhalation and expiration.
Inhalation and exhalation are the result of changes in pleural and alveolar pressure.
- Before inspiration
(at the end of the preceding expiration), there is no flow as the PA = PB.
- During inspiration, a pressure gradient is established from atmosphere to alveoli which results in inspiratory flow.
- Inspiration ends as the contraction of inspiratory muscles decreases, allowing lung recoil pressure to “catch up to” and equal pleural pressure.
Expiration starts when inspiratory muscles have stopped contracting. Lung recoil pressure (Pl) is now > than pleural pressure (Ppl), resulting in a + alveolar pressure and, therefore, expiratory flow.
Describe the pressure-volume relationship of the lung.
PI = As lung volume incr, its Pl incr from about 0 cmH2O at residual volume to about 30 cmH2O at total lung capacity.
Pw = In opposition, the pressure of the chest wall (Pw) functions more like a spring in that bellow about
65% of total vital capacity, the compressed spring exerts negative (inflating) pressures yet at 100% total vital capacity, the chest wall, now a stretched spring, wants to collapse.
Prs = If we combine Pl and Pw, we get Prs, which represents the pressure-volume relationship of the
respiratory system.
Pressures are negative so lungs want to inflate
Pressures are positive so lungs want to deflate
The pressure gradient is the driving force of air flow. It’s used to overcome the elastance (stiffness) of the resp system, the resistance to flow, and the inertia of the system. How is this done?
For air to flow -> into the alveoli, the pressure in the alveoli must be < than the pressure in the nose.
For air to flow -> out of the alveoli, the pressure in the alveoli must be > than the pressure in the nose.
Pressures can be expressed in many different units. What are they?
For respiratory physiology, we use traditional units based on the height of a column of mercury (mm Hg) or water (cmH2O) :
- mm Hg for the partial pressures of gases when discussing diffusion
- cmH2O when discussing bulk flow (convection)
For the latter, we use cmH2O rather than mm Hg b/c the pressures needed to generate flow are
typically small (only a few cmH2O).
- Ex: a pressure of 5 cmH2O (which can easily cause a high
flow) =~3.7 mm Hg (3.7 mm is too small to be measured accurately when using a mercury manometer)
- 1 mm Hg = 1.36 cmH2O)
In addition, pressures related to convective flow are expressed relative to atmospheric pressure.
- Thus, if atmospheric pressure = 1034 cmH2O (usually given as 760 mm Hg), an alveolar pressure of 1029 cmH2O is referred to as - 5 cmH2O.
True or false: “negative” pressures do not exist.
True
They are negative
only b/c they are less than the barometric pressure to which they are referred.
The lungs have an intrinsic tendency to deflate following
inflation. This is because of 2 things. What are they?
Elastin fibres and surface tension.
What are elastin fibres
They are connective tissues within the lung that contain lots of elastin fibres that are arranged in a meshwork that enhances their elastic behaviour.
When the lung is stretched during inhalation, this
elastic recoil which causes the lung to deflate.
What is surface tension?
This is the force exerted by the liquid lining the inside of the alveoli and accounts for about 70% of the
elastic recoil properties of the lung.
Surface tension has a two-fold effect on elastic recoil. What are those effects?
1) The liquid layer resists any forces that try to incr its surface area. This is due to the water molecules resisting being pulled apart.
2) The surface area of the liquid shrinks as much as it possibly can. This is due to the water molecules being so strongly attracted to each other.
Because of surface tension of the liquid lining the alveoli, in the absence of expanding forces, the alveoli shrink as much as possible and expel alveolar gas.
True or false: the elastic recoil of the lungs is counteracted by the chest wall, preventing the lungs from collapsing
True
Why then, if surface tension is such a strong factor, do alveoli not collapse?
If the surface liquid was water alone, they actually would collapse and the forces, or pressure, required to open them upon inspiration would be much greater. The alveoli do not collapse b/c of pulmonary surfactant and alveolar interdependence.
Pulmonary Surfactant:
- A complex mix of lipids and proteins secreted by type II alveolar cells.
- These secretions help
disperse the O2 molecules on the surface of the alveoli.
- By dispersing the O2 molecules, the water-water attractions decr, which causes alveolar surface tension to decr.
- This reduced surface tension decr the effort needed for inflation (incr compliance) and it reduces the surface tension of smaller alveoli more so than it does larger alveoli.
Alveolar Interdependence:
- Each alveolus is connected to its surrounding alveoli by connective tissues. If 1 alveolus starts to
collapse, it is supported by its neighbours.
1) When an alveolus in a group of interconnected alveoli starts to collapse, the surrounding alveoli are stretched by the collapsing alveolus.
2) As the neighbouring alveoli recoil, they pull outward on the collapsing alveolus. This helps prevent the alveolus from collapsing.
Using this equation, if the surface tensions of 2 alveoli, Alveolus 1 and Alveolus 2, were equivalent, but Alveolus 2 had double the radius of Alveolus = 1, which alveolus would have the larger inward directed pressure?
a) Alveolus 1
b) Alveolus 2
c) They will have the same collapsing pressure
a) Alveolus 1
From the law of LaPlace, we can see that by decr the size of an alveolus, we incr the collapsing pressure. Therefore, when 2 alveoli have the same surface tension but different radii, the alveolus with the small radium will have a larger collapsing pressure. In the case that these alveoli are connected by the same terminal airway, the smaller alveolus would collapse and empty its contents into the large alveolus.
When 2 alveoli with the same surface tension but different radii are connected by the same terminal airway, the smaller alveolus will collapse and empty into the larger alveoli.
- However, this would be detrimental to lung function if it were to occur.
How do you think this might be prevented?
a) Small alveoli contain more elastin fibres
b) Small alveolus will secrete more surfactant
c) Small alveoli are always surrounded by many other alveoli
b) Small alveolus will secrete more surfactant
In order to prevent a collapse, small alveoli secrete more surfactant. And since we just learned that pulmonary surfactant decr surface tension, we can use the equation to see that this decr the collapsing pressure. If we look back to Alveolus 1 and Alveolus 2 as used in the last example, we now know that due to the higher proportion of surfactant, Alveolus 1 must have half the surface tension of alveolus 2. This means the collapsing pressures b/w the 2 alveoli are comparable, preventing alveolar collapse.