5) Gas Laws Flashcards

1
Q

Boyles Law

A
  • pressure and volume inversely proportional
  • ambu bag is example
  • SV example
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2
Q

Charles Law

A
  • temp and volume are directly proportional

- LMA cuff ruptures in autoclave

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3
Q

Gay Lussac’s Law

A
  • Temperature and Pressure are directly related

- increase temperature increase vapor pressure

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4
Q

Avogadro Law

A
  • N directly proportional to
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5
Q

Application of Ideal Gas Law

A
  • as a cylinder of compressed gas empties, the pressure falls
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6
Q

Gas solubility in liquids ___ related to temp and _____ related to pressure

A

Inversely (hypothermic patients slow to wake up)

Directly (nitrous oxide in the ecylinder)

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7
Q

Henry’s Law

A
  • at a constant temp: the amount of gas is directly proportional to partial pressure of the gas in the solution
    O2 coefficient = 0.0031
    CO2 coeffient = 0.067
    CO2 is 25x more soluable in blood than O2
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8
Q

Application of Henry’s Law

A
  • increasing FiO2
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9
Q

Graham’s Law

A
  • a gas diffuses at a rate that is inversely proportional to the square root of its molecular weight
  • higher weight, slower rate of diffusion
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10
Q

Application of Graham’s Law

A
  • nitrous oxide diffusing into air filled cavities such as an ETT cuff
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11
Q

Fick’s Law

A

-diffusion of a gas across a semipermeable membrane is
-directly proportional to:
partial pressure gradient, membrane solubility, and solubility of the gas, and membrane area
-inversely proportional:
the membrane thickness and molecular weight

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12
Q

Application of Ficks Law

A
  • gas exchange across the alveoli

- second gas effect (volume of nitrous oxide diffusing IN is > than volume nitrogen moving OUT)

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13
Q

Pressure Units

A

1atm = 14.7 psi = 760 mmHG = 760 torr = 1 bar = 1020cm H2O

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14
Q

Adiabatic Cooling

A
  • occurs when a substance changes temp of matter but has no gain or loss of energy
  • ex. Nitrous cylinder opens and fros forms on outside
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15
Q

Joule-Thompson Effect

A
  • expansion of gas causes cooling

- as gas leaves cylinder, the expansion cools creating condensation of moisture on cylinder

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16
Q

Poiseuille’s Law

A
  • describes relationship between rate and flow
    Directly proportional to pressure gradient across tube and radius4
    Indirectly proportional to length and viscosity

Example: IVF resuscitation a more viscous fluid would run at a slower rate, and if the length of the tube is longer (CVC vs PIV) it would run slower; if the pressure gradient was higher it would run faster (pressure bag), if the diameter was doubled it would increase by 16x

17
Q

Viscosity and Density and Reynolds #

A

Viscosity determines laminar flow at low flow rates (low flow O2)
Density determines turbulent flow at high flow rates (ex. Heliox)

18
Q

Reynolds Number

A

R = velocity x density x diameter / viscosity

19
Q

What factors change flow from laminar to turbulent?

A

-increased velocity, bend >20 degrees, irregularity in the tube

20
Q

Bernoulli’s Theorem

A
  • relates how pressure and velocity interact
  • narrow diameter has decreased lateral wall pressure increased velocity
  • wider diameter has increased lateral wall pressure decreased velocity
  • ex: Venturi tube; as the tube narrows, velocity increase and wall pressure decreases
  • ex: Venturi mask
21
Q

Law of LaPlace

A

-Transpulmonary Pressure = 2xtension / radius
Directly proportional to the surface tension
Inversely proportional to the radius
-hydrogen bonds cause water to thin
-thinner walls increase stress more apt to collapse
-surfactant increases water layer, increasing surface tension
-As the radius decreases compliance decreases
-more pressure is needed

22
Q

Ohms Law

A

-V = IR
-voltage = current x resistance
-ex pressure transducer
Pressure current creates voltage in an ABG waveform

23
Q

Macro shock vs micro shock

A
  • macroshock is the current distributed through the body (improper grounding)
  • microshock is the current applied in or near the heart