CHAP 12 Flashcards
Process in which a living membrane expands energy to move substances across
Active transport
Equation resulting from applying conservation of energy to an incompressible frictionless fluid: P + ½pv² + pgh = constant, through the fluid
Bernoulli’s equation
Bernoulli’s equation applied at constant depth: P1 + ½pv1² = P2 + ½pv2²
Bernoulli’s principle
Transport of any molecules other than the water through a semipermeable membrane from a region to a high concentration to one of low concentration
Dialysis
Movement of substances due to random thermal molecular motion
Diffusion
Abbreviated Q, it is the volume V that flows past a particular point during a time t, or Q = V/t
Flow rate
Physics of fluids in motion
Fluid dynamics
Type of fluid flow in which layers do not mix
Laminar
Unit of volume, equal to 10-³ m³
Liter
Transport of water through a semipermeable membrane from a region of high concentration to one of low concentration
Osmosis
Back pressure which stops the osmotic process if one solution is pure water
Osmotic pressure
Rate of laminar flow of an incompressible fluid in tube: Q= ( P2-P1) πr⁴/8nl
Poiseuille’s law
Resistance to laminar flow of an incompressible fluid in tube: R = 8nl/πr⁴
Poiseuille’s law for resistance
Back pressure which stops the osmotic process if neither solution is pure water
Relative osmotic pressure
Process that occurs when back pressure is sufficient to reverse the normal direction of dialysis through membranes
Reverse dialysis