Gas exchange is the process by which oxygen and carbon dioxide move between the lungs and the bloodstream, driven by simple diffusion along partial pressure gradients. This is coupled with the transport of these gases throughout the body via the circulatory system, primarily using hemoglobin in red blood cells. The entire process involves two main stages:
This is the exchange of gases between the air in the alveoli and the blood in the pulmonary capillaries.
PO2 ≈ 100 mmHg) in the alveoli, while the deoxygenated blood in the capillaries has a low PO2 ≈ 40 mmHg. This gradient causes oxygen to diffuse rapidly from the alveoli into the blood.PCO2 ≈ 45 mmHg) compared to the air in the alveoli (PCO2 ≈ 40 mmHg). This causes carbon dioxide to diffuse from the blood into the alveoli to be exhaled.This is the exchange of gases between the blood in systemic capillaries and the body's tissue cells.
PO2 ≈ 100 mmHg, while the metabolizing tissue cells have a low PO2 < 40 mmHg due to continuous consumption for cellular respiration. This gradient causes oxygen to dissociate from hemoglobin and diffuse into the cells.PCO2 > 45 mmHg compared to the blood in the capillaries (PCO2 ≈ 40 mmHg). Carbon dioxide diffuses from the cells into the blood.Objective 1: Describe the partial pressures of oxygen and carbon dioxide in atmospheric air, alveoli, arterial blood, and venous blood.
To understand gas exchange, we first need to grasp the concept of partial pressure.
Dalton's Law states that in a mixture of non-reacting gases, the total pressure exerted is equal to the sum of the partial pressures of the individual gases.
Where Ptotal is the total pressure of the gas mixture and P1, P2, etc. are the partial pressures of each individual gas.
The partial pressure of an individual gas in a mixture is the pressure that gas would exert if it alone occupied the volume. It is directly proportional to its percentage concentration in the mixture.
Total Pressure = 760 mmHg. Composition:
PO2 = 0.21 x 760 mmHg = ~160 mmHg
Gases always diffuse down their partial pressure gradients from an area of higher partial pressure to an area of lower partial pressure. This is the driving force for gas exchange.
Let's examine the typical partial pressures of Oxygen (O2) and Carbon Dioxide (CO2) in four key locations:
This is the air we breathe in.
0.21 x 760 = ~160 mmHg
0.0004 x 760 = ~0.3 mmHg
As atmospheric air enters the lungs, it mixes with the air already present in the dead space and alveoli, and it becomes saturated with water vapor. This significantly alters the partial pressures.
This is the blood leaving the pulmonary capillaries (oxygenated blood) and traveling to the systemic tissues.
This is the blood returning to the lungs from the systemic tissues, carrying metabolic waste products.
| Location | PO2 (mmHg) | PCO2 (mmHg) |
|---|---|---|
| Atmospheric Air | 160 | 0.3 |
| Alveolar Air | 104 | 40 |
| Arterial Blood | 95-100 | 40 |
| Mixed Venous Blood | 40 | 45 |
104 mmHg (alveolar) - 40 mmHg (venous) = 64 mmHg
45 mmHg (venous) - 40 mmHg (alveolar) = 5 mmHg
Note: Notice the much larger gradient for O2 compared to CO2. This is important because CO2 is much more soluble than O2, allowing it to diffuse efficiently even with a smaller pressure gradient.
Why is the partial pressure of oxygen in the alveoli (PAO2) significantly lower than the partial pressure of oxygen in atmospheric air (PO2)?
Objective 2: Explain the principles governing gas exchange across the alveolar-capillary membrane (e.g., Dalton's Law, Henry's Law, Fick's Law of Diffusion).
Gas exchange, both between the alveoli and pulmonary capillaries, and between systemic capillaries and tissues, is driven by fundamental physical laws. We've already touched upon Dalton's Law of Partial Pressures, which establishes the pressure gradient for individual gases. Now let's integrate Henry's Law and Fick's Law of Diffusion to understand how these gases actually move and dissolve.
When a gas is in contact with a liquid, the amount of gas that dissolves in the liquid is directly proportional to its partial pressure above the liquid, and its solubility coefficient in that liquid, at a given temperature.
Where Px is the partial pressure of the gas.
CO2 is about 20-24 times more soluble in plasma than O2. This is extremely important because even though the partial pressure gradient for CO2 across the alveolar-capillary membrane (typically 5 mmHg) is much smaller than for O2 (typically 64 mmHg), CO2 can still diffuse across the membrane very rapidly and efficiently due to its high solubility. This ensures efficient CO2 elimination despite the small gradient.
Fick's Law quantifies the rate at which a gas diffuses across a membrane.
This law combines the key anatomical and physiological factors that determine how effectively gas moves between the alveoli and blood.
Given that the partial pressure gradient for O2 across the alveolar-capillary membrane is much larger (64 mmHg) than for CO2 (5 mmHg), why do O2 and CO2 still diffuse across the membrane at roughly equal rates under normal physiological conditions?
Objective 3: Discuss the factors affecting the efficiency of gas exchange at the alveolar-capillary membrane.
The efficiency of gas exchange across the delicate alveolar-capillary membrane is paramount for maintaining proper blood gas levels. Several interconnected factors, derived directly from the laws we just discussed (especially Fick's Law), determine this efficiency.
How it affects efficiency: This is the most fundamental driving force (Dalton's Law). The steeper the gradient for a gas, the faster it will diffuse.
How it affects efficiency: Per Fick's Law, diffusion is inversely proportional to thickness. A thicker membrane slows down diffusion.
Normal state: Extremely thin (0.2-0.6 µm).
These conditions primarily impair O2 diffusion (less soluble) more than CO2.
How it affects efficiency: Rate of diffusion is directly proportional to surface area.
Normal state: Immense surface area (50-100 m²).
How it affects efficiency: Requires a close match between ventilation (V) and perfusion (Q).
Ideal V/Q ratio: Around 0.8-1.0.
Ventilation exceeds perfusion (e.g., pulmonary embolism). Ventilated air doesn't exchange gas effectively.
Perfusion exceeds ventilation (e.g., pneumonia, atelectasis). Blood remains poorly oxygenated, reducing arterial PO2.
How it affects efficiency: Depends on solubility and molecular weight.
When diffusion capacity is impaired (e.g., thick membrane), O2 diffusion is affected much more severely than CO2. A patient may present with hypoxemia (low O2) but a relatively normal PCO2.
A patient with severe pulmonary edema (fluid in the interstitial space) is likely to experience more significant problems with oxygenation (hypoxemia) than with carbon dioxide elimination (hypercapnia) in the initial stages. Explain why, using the factors discussed above.
Objective 4: Explain the mechanisms of oxygen transport in the blood, including the role of hemoglobin and the oxyhemoglobin dissociation curve.
Once oxygen diffuses from the alveoli into the blood, it needs to be transported efficiently to the metabolically active tissues. Oxygen is transported in two main forms:
While small in quantity (at an arterial PO2 of 100 mmHg, only ~0.3 mL O2/100 mL blood), this fraction is critically important because:
Mechanism: The vast majority of oxygen (~98.5%) is transported bound reversibly to the iron atoms within the heme groups of hemoglobin (Hb) inside red blood cells.
This S-shaped (sigmoidal) curve represents the relationship between partial pressure of oxygen (PO2) and hemoglobin saturation (%).
At Lung PO2 (100 mmHg): Hb is ~97-98% saturated.
Significance: The flat upper part provides a "safety margin." Large drops in PO2 (e.g., to 60 mmHg) result in only small decreases in saturation, ensuring loading.
At Tissue PO2 (40 mmHg): Saturation drops to ~75%.
Significance: Small drops in tissue PO2 cause large unloading of O2. Crucial for active tissues (PO2 < 20 mmHg) to receive massive O2 release.
"Bohr Effect" - Favors unloading to tissues.
Favors loading in lungs.
During intense exercise, a person's muscle tissue produces more CO2 and generates more heat. How do these changes affect the oxyhemoglobin dissociation curve, and what is the physiological advantage of this shift?
Objective 5: Explain the mechanisms of carbon dioxide transport in the blood.
Carbon dioxide (CO2) is a metabolic waste product constantly produced by body cells. It is transported in the blood in three main forms:
| Form | Percentage |
|---|---|
| Dissolved in Plasma | 7-10% |
| Carbaminohemoglobin | 20-23% |
| Bicarbonate Ions (HCO3-) | 70% |
Creates the PCO2 gradient for diffusion. It is the only form that can diffuse across membranes.
CO2 binds to protein (globin), not heme. Favored by deoxygenated Hb (Haldane Effect).
This is the most significant mechanism (70%) and is crucial for buffering blood pH.
Describes the relationship between O2 binding and CO2 transport.
A person is experiencing severe metabolic acidosis (excess H+ in the blood). How might the body's mechanisms for CO2 transport respond to help compensate for this acidosis?
Objective 6: Describe the concept of ventilation-perfusion (V/Q) matching and its importance for efficient gas exchange.
For optimal gas exchange, it is not enough to simply ventilate the lungs and perfuse them with blood. The amount of air delivered to the alveoli (ventilation, V) must be appropriately matched with the amount of blood flowing through the pulmonary capillaries (perfusion, Q). This relationship is known as Ventilation-Perfusion (V/Q) Matching.
The volume of fresh air reaching the alveoli per minute.
The volume of blood flowing through the pulmonary capillaries per minute (Cardiac Output).
Due to gravity, both ventilation and perfusion are not uniform throughout the lung, especially in an upright person.
Despite these regional differences, the overall V/Q matching is remarkably efficient in a healthy lung.
V/Q mismatch is the most common cause of hypoxemia (low arterial PO2) in many lung diseases.
"Shunt-like" effect
"Dead Space-like" effect
The body has local regulatory mechanisms to optimize V/Q matching:
We have now covered the complete journey of oxygen from the atmosphere to the blood, and carbon dioxide from the blood to the atmosphere, detailing the physical laws, anatomical features, and physiological mechanisms that govern this vital process.
Consider a patient who has experienced a severe acute asthma attack, leading to widespread bronchoconstriction. How would this primarily affect their V/Q ratio, and what would be the immediate impact on their blood gas levels (PO2 and PCO2)? How would the body attempt to compensate?
The V/Q ratio represents the ratio of alveolar ventilation (V̇A) to pulmonary blood flow (Q̇c).
So, the overall V/Q ratio of 0.8-1.0 is simply a division of the average measured total alveolar ventilation by the average measured total pulmonary blood flow.
This is where it gets more complex and is based on experimental observations, primarily due to the effects of gravity in an upright lung.
Since V is relatively low and Q is very low (even lower than V):
V_apex = 0.2 L/min
Q_apex = 0.05 L/min
Ratio = 4.0
Since V is relatively high and Q is very high (even higher than V):
V_base = 0.8 L/min
Q_base = 1.2 L/min
Ratio = 0.67
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