Physics 3.5: Fluids Flashcards

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1
Q

density

A

scalar quantity and therefore has no direction

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2
Q

Hydrostatics

A

the study of fluids at rest and the forces and pressures associated with standing fluids.

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3
Q

Pascal’s principle

A

*conservation of energy (assuming the absence of frictional forces)

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4
Q

Work due to pressure and volume (fluids)

A
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5
Q

Bouyant Force (Fbouy)

A

A body wholly or partially immersed in a fluid will be buoyed up by a force equal to the weight of the fluid that it displaces.

Fbouy=(Vfluid displaced) (ρfluid)g=(Vobject submerged)(ρfluid)(g)

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6
Q

cohesion

A

the attractive force that a molecule of liquid feels toward other molecules of the same liquid.

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7
Q

adhesion

A

the attractive force that a molecule of the liquid feels toward the molecules of some other substance

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8
Q

viscosity

A

resistance of a fluid to flow

  • *Because viscosity is a measure of a fluid’s internal resistance to flow, more viscous fluids will “ lose” more energy to friction.
  • The SI unit of viscosity is the newton · second/m2 (N· s/m2).
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9
Q

ideal fluids

A

no viscosity and are described as inviscid.

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10
Q

LAMINAR AND TURBULENT FLOW

A

Laminar: smooth/orderly

Turbulant: rough and disorderly

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11
Q

Critical Belocity

A

NRis a dimensionless constant called the Reynolds number, η is the viscosity of the fluid, ρ is the density of the fluid, and D is the diameter of the tube.

Vc=NRη /ρD

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12
Q

streamlines.

A

streamlines indicate the pathway followed by tiny fluid elements (sometimes called fluid particles) as they move.

The velocity vector of a fluid particle will always be tangential to the streamline at any point.

Streamlines never cross each other.

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13
Q

The Continuity Equation

A

tells us that fluids will flow more quickly through narrow passages and more slowly through wider ones.

v1A1=v2A2=a constant rate of flow

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14
Q

BERNOULLI’S EQUATION

A

P1 + (ρv12)/2 + ρgy1 = P2 + (ρv22)/2 + ρgy2 = a constant

  • energy conservation: More energy dedicated towards fluid movement means less energy dedicated towards fluid pressure.
  • Newton’s second law– relates forces and accelerations: When two points within a fluid are at different static pressures, the fluid will experience a net force from the point of higher pressure to that lower pressure and will flow (and accelerate) in that direction.** **
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15
Q

Elastic Properties of Solids

A

a measure of the response of a solid to an application of pressure

Moduli: Youngs, Shear, Builk

For all three moduli, a largenumber represents a more rigid material, while a small number represents a more malleable material.

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16
Q

Young’s modulus, Y

A

the ratio of stress over strain

Y= (F/A)/ΔL/L)

**Yield strength **is the point of shape change beyond which a material will not return to its original dimensions once the applied force is removed (think of a crumpled piece of paper).

_ ultimate strength_ will be reached if more stress applied, beyond which point the object will rupture (think of a broken rubber band).

17
Q

shear modulus

A

S= (F/A)/(x/h)

shear: shapre change due to force applied parallel to an object’s surface rather than perpandicular to it

18
Q

bulk modulus

A

indicates the degree to which a material will experience a change in its volume in relation to an applied pressure

B=(F/A)/ΔV/V)

  • speed of sound in a material is proportional to the square root of the bulk modulus of that material.
  • Because gases have small bulk moduli, liquids have larger bulk moduli, and solids have the largest, sound will travel fastest through solids and slowest through gases
19
Q

Gauge Pressure

A

difference between surface pressure and absolute pressure In liquids, gauge pressure is caused by the weight of the liquid above the point of measurement

20
Q

Absolute Pressure

A

is the sum of all pressures at a certain point within a fluid; it is equal to the pressure at the surface of the fluid (usually atmospheric pressure) plus the pressure due to the fluid itself

21
Q

Pressure

A
  • Defined as a measure of force per unit area;
  • it is exerted by a fluid on the walls of its container and on objects placed in the fluid

It is a scalar quantity; i

  • magnitude only, and no direction
  • The pressure exerted by a gas against the walls of its container will always be perpendicular(normal) to the container walls
22
Q

Essential Equations: Fluids

A
23
Q
A