4.3 - Fluid Dynamics Flashcards
Viscosity and fluid behavior
- a measure of internal resistance to flow
- high viscosity creates high viscous drag
- low viscosity fluids behave like ideal fluids, which are inviscid
Laminar flow and associated flow rate
- laminar flow is smooth, orderly and oft modeled as parallel lines that do not necessarily have equal velocity
- for laminar flow, rate of flow through a confined space can be calculated with Poiseuille’s law
Q=(PIr^4DeltaP)/(8etaL)
Turbulent flow and critical speed
- rough, characterized by eddies (typically downstream of disruption)
- may arise in unobstructed flow if certain critical speed is exceeded (may be calculated with a standard equation which involves the Reynolds # constant). Here, laminar flow occurs only in boundary layer adjacent to barrier
Continuity equation
-assumes a constant flow rate
Q=V1A1=V2A2
-cardiac system is a closed loop with a non constant flow rate
Bernoulli’s equation
- sum of static, dynamic pressure will be constant in closed system for incompressible fluid not experiencing viscous drag
- describes relationship between pressure and linear speed (and height, if elevation change occurs)
Pitot tubes
Measurement devices that determine speed of a fluid by taking difference in static and dynamic pressure at different points
Venturi effect
-demonstrates direct relationship between cross sectional area and pressure: results from combination of continuity and Bernoulli equations
Fluid dynamics
Study of actively flowing fluids
Inspiration and expiration
Create a pressure gradient that influences the respiratory system and the venous portion of the circulatory system