Fluids, Surface Tension, Blood Flow Flashcards

1
Q

Fluids

A
  • Free surface of a liquid is called outside surface contacting with surrounding medium
  • The free surface is area on which many specificities of liquids are expressed.
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2
Q

Surface Tension

A
  • a force that aspires to screw/decrease the free surface
  • At free surface of liquids, surface tension results from the greater attraction of liquid molecules to each other (cohesion interaction) than to the molecules in the air (adhesion interaction)
  • The net effect is an inward force at its surface that causes the liquid to behave as if its surface were covered with a stretched elastic membrane
  • Thus, the surface becomes under tension from the imbalanced forces
  • Surface tension has the dimension of force per unit length, or of energy per unit area
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3
Q

Why does water have a high surface tension?

A
  • Because of the relatively high attraction of water molecules for each other through hydrogen bonds
    72. 8 milli newtons per meter at 20 °C
  • compared to that of most other liquids. Surface tension is an important factor in the phenomenon of capillarity
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4
Q

Surface tension coefficient σ

A
  • The value of σ is specific for a given fluid
  • F equals a product of the σ and the length of boundary surface
  • σ is equal to the amount of energy required for increase of the boundary surface of the fluid by one unit

Fsur = σ.l

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5
Q

Surfactants

A
  • substances that lower surface tension
  • Pulmonary surfactant is a surface-active lipoprotein complex (phospholipoprotein) formed by type II alveolar cells
  • The proteins and lipids that make up the surfactant have both hydrophilic and hydrophobic regions
  • By adsorbing to the air-water interface of alveoli, the main lipid component of surfactant, dipalmitoylphosphatidylcholine (DPPC), reduces surface tension
  • Main functions of surfactant are: To increase pulmonary compliance. To prevent atelectasis (collapse of the lung) at the end of expiration
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6
Q

Additional pressure (Δp)

A
  • The surface tension is cause for appearance of specific phenomena that arise when liquid is placed in narrow tube or moves within
  • Interaction between the liquid and tube causes curvature of the liquid surface
  • The curvature determines additional surface pressure
  • This pressure is directed perpendicularly to the liquid boundary surface - inward or outward depending on the type of the surface – convex or concave
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7
Q

Laplace law

A
  • Additional pressure, Δp, arises on the boundary surface between two fluids if it (boundary) is curved.

Quantitatively additional pressure is measured as:
Δp = 2 σ / r

r– radius of curvature (tube, blood vessel)
σ – coefficient of surface tension – specific property of the given fluid

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8
Q

Additional pressure and embolism

A
  • This phenomenon occurs when air bubbles or fat drops enter the blood vessels
  • pressure difference that drives blood causes different curvatures on the two opposite sides of the bubble: with smaller radius at low pressure side and bigger at the other side
  • Therefore the resulting additional pressure acts against blood stream and at certain value it can equilibrate it causing blockage of vessel.
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9
Q

Rheology

A
  • Rheology observes the motion of blood in the cardiovascular system
  • Blood belongs to the group of real fluids. These fluids are characterized with changeable density and viscosity.
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10
Q

Ideal fluid

A

Ideal fluid has:

ρ = const.

η=0

ρ = const. η = const. (newtonian)

ρ ≠ const. η ≠ const. (non-newtonian)

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11
Q

Motion of fluids

A
  • laminar or turbulent
  • each type possesses particular properties such as:
  • energy dissipation
  • generation of mechanical vibrations
  • spatial velocity distribution
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12
Q

Laminar blood flow

A
  • Laminar blood flow occurs in most of blood vessels
  • It is characterized by:
  • Erythrocytes move in parallel layers
  • Low energy loss
  • No sound is generated
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13
Q

Turbulent blood flow

A
  • Vortical motion
  • High energy loss
  • Sound generation

Turbulent motion is observed in conditions such as:

  • Stenosis (blood flow)
  • Cardiac shunts (blood flow)
  • Upper respiratory tracts inflammation(air flow)
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14
Q

Elasticity and blood flow

A
  • Blood vessels are capable to accumulate mechanical energy during blood propagation
  • When the heart pumps out a portion of blood, the arterial vessels expand and thus hold potential energy in their walls.
  • these expanded walls act upon the blood with elastic forces pushing it toward the capillaries.
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15
Q

Reynolds Number, R

A
  • which type of flow will occur depends on the quantity called Reynolds Number, R, evaluated from the fluid properties: density p, velocity v, diameter of stream (cross sectional diameter) d, and the viscosity of fluid η,

R = v. d.p / η

  • When viscosity interactions predominate, the motion is smooth – laminar, but if inertial forces determine the stream it will be turbulent. The fluid will move as:

· laminar - when Re < 2000

· transitional - when 2000 < Re < 4000

· turbulent - when Re > 4000

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16
Q

Pulse wave

A
  • Elasticity in blood flow provides a smooth time-distribution of energy use up and uniform blood flow
  • the elastic deformation propagates along the arterial vessel wall as transverse wave called pulse wave (6-8m/s)
17
Q

Steady flow

A

steady flow is a fluid flow for which the following relation is satisfied: the product of fluid cross section and velocity is constant along the vessel/pipe.

18
Q

Poisuelle’s law

A
  • At fixed pressure conditions, the flow is dependent on pipe/vessel size only
  • small vessels contributes significantly to the flow due to their higher resistance
  • Vessel disorders such as stenosis can influence blood stream sizably.
  • Regulation of hydrodynamic resistance is accomplished by neuromediators which produce constriction or dilation of small arteries.
19
Q

Flow and pipe/vessel size relation

A