eLFH - Respiratory Physiology Part 2 Flashcards

1
Q

Compliance definition

A

Volume change per unit change in pressure

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2
Q

Compliance equation

A

C = V / P

Compliance = Volume / Pressure

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3
Q

Units of compliance

A

ml/cmH2O

or

L/kPa

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4
Q

Measurement of compliance

A

Measured on pressure-volume (PV) graph

Gradient of line represents degree of compliance
Steeper gradient = greater compliance and easier for lungs to expand

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5
Q

Values for lung compliance

A

1.5 - 2 L/kPa

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6
Q

Values for chest wall compliance

A

1.5 - 2 L/kPa

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7
Q

Values for total thoracic compliance

A

0.75 - 1 L/kPa

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8
Q

How to add compliances together

A
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9
Q

Static compliance definition

A

Lung compliance when gas flow has ceased

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10
Q

Dynamic compliance definition

A

Lung compliance during the respiratory cycle while gas flow is ongoing

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11
Q

Which is higher, static compliance or dynamic compliance

A

Static compliance usually higher

There is time for pressure and volume to equilibrate

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12
Q

Why doesn’t Pressure-Volume (PV) curve start at zero

A

Lungs are never completely collapsed so always some volume present

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13
Q

Why are PV curves different for inspiration and expiration

A

Hysteresis

Lung volume during expiration always greater for a given pressure than during inspiration

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14
Q

On which part of PV curve does tidal breathing usually occur

A

The steepest pert of PV curve as this is where compliance is greatest so minimises work of breathing

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15
Q

Changes in compliance at different parts of the lung

A

Compliance at base of lung is better than apex of lung

Volume at base is lower due to gravitational effects but ventilates better

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16
Q

Factors which decrease lung compliance

A

Extremes of lung volumes
Atelectasis
Kyphoscoliosis
Vascular engorgement
Lung fibrosis
Pulmonary oedema

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17
Q

Factors which increase lung compliance

A

Surfactant
Old age
Emphysema

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18
Q

What causes surface tension

A

Forces of attraction between molecules at the gas / fluid interface

19
Q

Action of surface tension

A

Collapse down the alveoli

Smaller radius of alveolus, the greater the pressure collapsing the sphere

20
Q

Laplace’s Law

A

P = 2T / R

P = Pressure
T = Tension
R = Radius

Refers to collapsing pressure of alveoli

21
Q

Why does saline filled lung have greater compliance than air filled lung

A

Gas/fluid interface is removed and therefore surface tension is removed

22
Q

Composition of surfactant

A

Phospholipid dipalmitoylphosphatidylcholine (DPPC), protein and carbohydrate

23
Q

Production of surfactant

A

Produced by Type II pneumocytes
From free fatty acids extracted from blood

24
Q

Factor which can impact surfactant production

A

Lack of blood flow can affect surfactant production as it uses free fatty acids extracted from blood

25
Functions of surfactant
Increases compliance Preventing transudation of fluid into alveoli (pulmonary oedema) Stabilising alveoli - preventing collapse
26
How does surfactant increase compliance of alveoli
Profoundly reduces surface tension by disrupting attractive forces DPPC have hydrophilic heads and hydrophobic tails Hydrophilic ends line up in alveoli and repel each other
27
When is surfactant most effective at reducing surface tension and why
At lower volume / smaller radius of alveoli as repulsive forces between DPPC molecules is greater
28
Action of surfactant to stabilise alveoli - diagrams
29
How does surfactant reduce transudation of fluid into the alveoli
By reducing surface tension Surface tension tends to draw fluid into the alveolus from the capillary
30
Work of breathing definition
Effort required to overcome: - elastic forces in the lung - resistance force from air flow and viscous resistance of tissue moving over tissue
31
Elastic forces of lung in terms of energy
Energy stored as potential energy during inspiration and utilised during expiration
32
Resistance force of air flow and viscous resistance of tissue on tissue in terms of energy
Extra energy is dissipated as heat during quiet breathing where expiration is passive from elastic recoil portion of energy stored
33
How to measure work of breathing
Area under a pressure-volume curve
34
Work done equation (used for work of breathing) and derivation
Work done = Change in pressure x Change in volume Derivation in picture shown
35
Proportion of work done during inspiration for spontaneous breathing
65% total work done during inspiration to overcome elastic forces Stored as potential energy
36
Proportion of work done during expiration for spontaneous breathing
35% total work done during expiration to overcome resistance forces (28% airway resistance, 7% viscous tissue resistance) Extra energy dissipated as heat
37
Effect of RR on work done
As RR increases, work against resistance forces increases
38
Effect of tidal volume on work done
As VT increases, work against elastic tissues increases
39
Optimal RR for a given minute ventilation to minimise total work done
RR 14 - 16
40
Effect of obstructive lung defects on optimal RR and VT to minimise work done
Obstructive lung disease increases work of resistance Therefore lower RR and higher VT minimise work
41
Effect of restrictive lung defects on optimal RR and VT to minimise work done
Restrictive lung disease increases elastic work Therefore higher RR and lower VT minimise work
42
Factors which increase work of breathing
Anything that increases the area under the pressure-volume curve: Larger tidal volumes Reduced compliance Obstructive defects Exercise - increases VT and RR
43
How does GA increase work of breathing in spontaneously breathing patients
Reduced FRC - lung compliance decreased Narrow ETT and circuits - increased airway resistance