Chem / Phys: Fluids Flashcards

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1
Q

This principle states that a change in pressure is transmitted, undiminished to all parts of an ideal (incompressible) liquid.

A

Pascal’s Principle

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2
Q

Hydraulic Lifts are a common example of what principle?

A

Pascal’s Principle

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3
Q

Because ideal fluids are ___ systems, allowing energy to be conserved in situations that for example, involve pumping fluids in an area between 2 pistons.

A

frictionless

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4
Q

What principle states that an object that is submerged in fluid will be buoyed upwards by a buoyant force, and that the submerged portion of that object displaces an equal volume of water?

A

Archimedes’ Principle

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5
Q

What force states that the mass of the displaced fluid places an upward force on the object displacing it, equal to (mass of displaced fluid)(g).

A

Buoyant Force!

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6
Q

True / False: The buoyant force always opposes the force of gravity.

A

True!

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7
Q

True / False: The buoyancy equation includes the density of the object submerged.

A

False! it includes the volume of the object submerged, which is multiplied by density of the fluid displaced to get the mass of the fluid displaced by the object

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8
Q

If an object sinks in fluid, like a bowling ball in water, which force is greater? Buoyant or Gravitational?

A

Gravitational (net force is down, acceleration is down)

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9
Q

If an object is in equilibrium, like an apple floating in water, where is the net force directing it?

A

the net force is zero and is not pulling the object in any direction ; for an apple floating in water, the buoyant force and gravitational forces are equal in magnitude

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10
Q

What principle states that a molecule in the middle of a liquid sample will experience equal attractive forces on all sides of it?

A

Cohesion

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11
Q

What principle states that a molecule in the surface of a liquid sample will experience greater attractive liquid forces than from the air above them? (think of it as the net force on that molecule pulling it towards the center of that liquid)

A

Cohesion

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12
Q

What principle states that when liquid molecules experience greater attraction to another substance, like the surface of their container, than other liquid molecules?

A

Adhesion

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13
Q

Why does water in a test tube form a convave meniscus (why does water rise up on the sides)? Explain in terms of cohesion and adhesion.

A

The water molecules are more attracted to the sides of the test tube than other water molecules. This is adhesion.

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14
Q

What is apparent weight?

A

the net downward force on an object in a liquid

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15
Q

A student finds a Convex Meniscus in one of their test tubes. What can they say about the cohesive / adhesive forces of that liquid?

A

the cohesive forces of this substance are greater than the adhesive forces

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16
Q

If a frictional force is included, then you cannot apply Pascal’s Principle why?

A

Pascal’s Principle depends on the conservation of Energy

17
Q

This is a measure of a fluid’s internal resistance to flow, or in better terms, “how much a fluid wants to flow”. or even the internal friction of a fluid

A

Viscosity

18
Q

Which fluid has a higher viscosity: honey or air?

A

honey! think about pouring honey, or dropping something through honey, both could be done much more quickly in air

19
Q

True / False: Because ideal fluids behave conservatively, it is assumed that they have high viscosities.

A

False

20
Q

What kind of flow rate is described by Poiseuille’s Law?

A

Laminar Flow: a smooth & orderly flow (swim drafting, how fluid will flow to fill the space behind a moving object)

21
Q

When does Poiseuille’s Law become undependable?

A

when there is turbulance in the fluid ; when critical speed of the fluid is exceeded

22
Q

Moving against the flow of fluid is ____.

A

Upstream

23
Q

Moving with the flow of fluid is ___.

A

Downstream

24
Q

Which way do the upstream and downstream axes of fluid flow typically point?

A

upstream = left ; downstream = right

25
Q

When do we go from laminar (smooth) flow to turbulent fluid flow?

A

linear speed of fluid exceeds critical speed

26
Q

If there is turbulent flow, Bernoulli’s equation can / cannot be applied.

A

Cannot ; this is because energy is being dissipated in the form of “eddies” and the flow is not conservative

27
Q

The continuity equation depends on using an ideal fluid whose ___ is conserved, thus making flow rate constant at every point in the fluid.

A

Volume

28
Q

Low viscosity and laminar flow mean that energy is conserved in a dynamic fluid.

A

Yes but why

29
Q

What is Critical Speed?

A

the maximum velocity that laminar speed will still be observed (smooth fluid flow)

30
Q

Bernoulli’s Equation: what does 1/2(pv^2) stand for?

A

the dynamic pressure exerted by the fluid due to it’s movement (think of it as Kinetic Energy divided by Volume)

31
Q

What are the P’s on either side of Bernoulli’s Equation?

A

absolute pressure exerted by the fluid