Pulmonary Equations Flashcards

1
Q

Lungs as a Circuit

A

Pulmonary artery pressure - Left atrial pressure = CO X Pulmonary Vascular resistance

PVR

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2
Q

LaPlace

A

Pressure = 2(tension)/radius

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3
Q

Dalton’s Formula

A

Pio2 = (Pb - 47 torr) X Fio2

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4
Q

Alveolar Gas Equation

A

PAo2 = Pio2 - (PAco2/R)

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5
Q

Alveolar Ventilation

A

PaCO2 = VCO2/VA x k

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6
Q

Normal pressures

A
Pb = 760 Torr (630)
Ph2o= 47
Pio2 = 100 torr
PaO2= 90-100 (80-85)
PaCO2 = 40 torr

Hypoxemia:
PAo2

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7
Q

O2 solubility

A

[O2] = ao2 X Pao2

ao2 = o2 solubility coefficient
[o2] = dissolved o2 concentration
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8
Q

Content of O2 in blood

A

CaO2 = SaO2 x [Hb] x 1.39 ml O2/gm Hb

Q is cardiac output
CaO2 is content of O2 in blood
1.39 is mass amount of O2 that a hemoglobin can carry

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9
Q

volume of Delivery of O2 in one minute

A

DO2 = Q x CaO2

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10
Q

O2 consumption

A

CaO2 - CvO2 = (SaO2 - SVO2) x [Hb] x 1.39 ml O2/gm Hb

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11
Q

Volume of o2 consumed in 1 minute

A

VO2 = Q x (SaO2 - SVO2) x [Hb] x 1.39 ml O2/gm Hb

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12
Q

A-a gradient

A

PAO2-PaO2

PAO2 - PaO2 = {[(Pb - PH2O) x FiO2] - PaCO2/R} - PaO2

Less than 10 normally

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13
Q

Respiratory acidosis

A

Compensation rules:
Acutely, for every 10 Torr increase in CO2, pH decreases by 0.08

Chronically, for every 1Torr increase in CO2, HCO3- increases about 0.4 meq/L

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14
Q

Metabolic Acidosis (Winter’s Formula)

A

Expected pCO2 = 1.5[HCO3-] + 8 ± 2

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15
Q

Anion Gap

A

Anion Gap = [Na+] – ([Cl-] + [HCO3-])

Normally 12-14

When elevated it indicates the presence of additional acid which is buffered by bicarbonate and thereby increases the amount of unmeasured anions

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16
Q

Metabolic Alkalosis

A

Compensation rules:

Increase [HCO3-] of 1mEq/L increases PaCO2 by 0.7 Torr

17
Q

Aspiring

A

ASA causes not only a metabolic acidosis, which
stimulates the respiratory center causing a compensatory respiratory alkalosis; it is
also a direct CNS stimulant leading to a respiratory alkalosis. Notice ASA can
also cause non-cardiogenic pulmonary edema thus could be the explanation for
the increased A-a gradient.