II: Static Properties of Lung & Chest Wall Flashcards

1
Q

Why is the overall density of the lungs only 0.4 g/cm^3?

A

This is because the lung is a mixture of blood, water, and air, and air has a very low density.

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2
Q

The maximal amount of air we can inhale and exhale depends upon which two factors?

A
  • strength of inspiratory and expiratory muscles

- compliance of pulmonary structures (lung and chest wall)

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3
Q

Can we inspire or expire so much air that our lungs pop or collapse, respectively?

A

No! However, it is possible to destroy the lungs by applying too much positive pressure on the airways using a ventilator or placing a strong suction on the airways with a vacuum cleaner.

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4
Q

What are the 4 primary lung volumes?

A
  • Tidal Volume (normal, quiet breathing)
  • IRV (extra volume of air available above normal tidal volume)
  • ERV (extra volume of air available below normal tidal volume)
  • Reserve Volume (air in the lung that is not accessible)
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5
Q

What are the 4 secondary lung capacities (defined by mixing and matching 2+ long volumes)?

A
  • Functional Residual Capacity (ERV+RV)
  • Inspiratory Capacity (Vt+IRV)
  • Vital Capacity (ERV+Vt+IRV)
  • Total Lung Capacity (Vt+IRV+ERV+RV)
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6
Q

What does the FRC represent?

A

the balance position of the lung-chest wall system when all respiratory muscles are at rest, or the volume of air present in the lungs at the end of passive respiration

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7
Q

What does the inspiratory capacity represent?

A

the strength of the inspiratory muscles working to stretch out the lungs and chest wall

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8
Q

What does the vital capacity represent?

A

the maximal dynamic range over which the lungs can operate

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9
Q

What happens to lung volumes during exercise?

A

tidal volume goes up at the expense of IRV; FRC is unchanged

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10
Q

What are the two ways to inflate lungs?

A
  • apply a negative pressure outside the lung (normal physiological situation)
  • apply a positive pressure inside the lung (use of mechanical ventilator)
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11
Q

What is the formula for lung compliance?

A

change in vital capacity over change in translung pressure

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12
Q

What happens to lung compliance in pulmonary fibrosis vs. emphysema?

A

In pulmonary fibrosis, the lungs get stiffer and lose their compliance (shallower slope on compliance graph); in emphysema, the lungs lose their elastic structure and become more compliant (steeper slope on compliance graph).

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13
Q

What are 3 major contributors to lung compliance?

A

collagen, elastin, and surface tension

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14
Q

Why can’t the lung and chest wall separate from one another unless air is introduced into intrapleural space (pneumothorax)?

A

this is due to the serous fluid in between them, which is incompressible/unexpandable

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15
Q

Why is it impossible to drive intrapleural pressure down to to 0 L for a closed lung-chest wall system?

A

The expiratory muscles are not strong enough to further compress the chest wall and rib cage inward.

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16
Q

Describe elastin and collagen in terms of elastance vs. compliance.

A
  • collagen: high elastance, low compliance

- elastin: low elastance, high compliance

17
Q

Which forces do muscles of inspiration need to overcome during inflation?

A
  • viscoelastic structures of the lung

- compressive surface tension forces along alveolar epithelium

18
Q

Pulmonary surfactant is secreted by _______.

A

alveolar type II cells

19
Q

When is pulmonary surfactant in humans typically produced?

A

in the 28th week of gestation

20
Q

What causes infant respiratory distress syndrome?

A

insufficient surfactant in babies born prematurely; this can cause breathing to become so labored that their respiratory muscles can fatigue to the point of death

21
Q

Why do alveoli in the lung NOT violate the law of Laplace?

A

Tension and radius track together, thereby keeping the internal pressures of different sized alveoli identical. This is because small alveoli have a large concentration of surfactant and therefore small surface tension. Large alveoli have a small concentration of surfactant and therefore large surface tension. Thus, P=2(T/r) remains the same.