Flow Flashcards
Describe conservation of energy
Total energy in a system remains constant
(No net gain or loss)
Two examples of energy changing forms while still preserving overall sum of energy?
Potential energy
Kinetic energy
Define flow
Movement of a specific volume of fluid in a specific period of time
Measurements of flow on ventilator
L/minutes
Units of measurement used for respiration
L/second
Differentiate between flow and velocity
Flow: how much volume moves over time
(Gallons per second)
Velocity: how far something travels in time
(Miles per hour)
Explain the principle of continuity for flow
The same mass of flow that enters must exist
Velocity changes with changes in tube side
How is velocity and cross-sectional area/ diameter related
Inversely related
What happens to velocity if it is equally exerted amongst multiple tubes
The velocity is equally dispersed though out each tube and overall lower
Define Bernoulli law
In a steady flow the sum of all forms of energy in fluid is the same throughout the path of flow
(Velocity and lateral wall pressure are inversely proportional)
How are velocity and lateral wall pressure proportional
(Velocity and lateral wall pressure are inversely proportional
What happens to pressure in states of high velocity
Pressure decreases to conserve the level of energy
What is the lateral pressure in the conducting airways
Lateral pressure is high
What happens to flow in the smaller airways
It slows down/ low velocity
Lateral pressure is consistent throughout
In low velocity: kinetic energy and pressure
Kinetic energy is low
Pressure is high
In high velocity: kinetic energy and pressure
Kinetic energy is high
Pressure is low
What happens to flow during exhalation
Lateral pressure is higher
Velocity is low
What kind of flow is low velocity tubes
Laminar
Inhalation creates what type of pressure to help open airways
Negative
Exhalation creates what type of pressure in the airways
Positive
What is the problem with Bernoulli’s principal
Ideal rather than real positions
Where is viscosity higher in a tube
Gasses furthest from the wall
Where does gases move slower
Closet to the wall due to friction
Where does gas have the most velocity
Velocity is highest in the center
Define driving pressure
The pressure required to drive flow proportional to viscosity
Define Reynold Number
A calculation of turbulence
What are the three forces calculated to produce (inertial force) Reynolds’s number
V= velocity
R= radius
P= density
Reynolds’s number that denotes laminar flow
<2,000
Reynolds’s number that denotes transitional flow
2,000-3,000
Reynolds’s number that denotes turbulent flow
> 3,000
What requires more pressure between laminar and turbulent flow
Turbulent flow requires significantly more pressure
Explain how the radius of a tube affects the driving pressure?
Smallest narrowing of radius increases driving pressure significantly
Relationship between flow and radius
Flow is directly proportional to radius to the fourth