Class 3 - Physical Thermodynamics and Fluids

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41 Terms

1
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What is heat? Temperature?

Heat: transfer of non-mechanical energy between a system and environment; in Joules; extensive property that depends on mass of material (size)

Temperature: macroscopic measure of internal thermal energy of a system per particle; related to KE; in Kelvin; intensive property (does not depend on amount of material)

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What happens when you add heat?

Can change the phase (this does not always mean the temperature is changing)

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What is the Zeroth Law of Thermodynamics?

Temperature is a fundamental property of a substance

When two substances are in contact, heat transfers between them until they reach an equilibrium temperature (thermal equilibrium)

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How does heat flow?

From high temperature to low temperature

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Does thermal energy acieve equilibrium?

No!

A larger object will contain more thermal energy than a small one at equal temperature

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What is conduction?

Heat transfer through solids in Watts

Depends on difference in temperature and surface area of contact

No need to know equation

Slowest way to transfer heat

7
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What is convection?

Heat transfer through fluid circulation due to warmer fluids being less dense than cooler fluids

Faster than conduction, slower than radiation

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What is radiation?

Heat transfer by emission and absorption of electromagnetic energy

Fastest way to transfer heat (at speed of light)

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What is the first law of thermodynamics?

Change in internal energy of a system depends on how much heat is transferred into the system and how much work the system does on its surroundings

E = energy

Q > 0 when heat is put into the system

W > 0 when the system does positive work

Doing work decreases the energy of the system

<p>Change in internal energy of a system depends on how much heat is transferred into the system and how much work the system does on its surroundings</p><p>E = energy</p><p>Q &gt; 0 when heat is put into the system</p><p>W &gt; 0 when the system does positive work</p><p>Doing work decreases the energy of the system</p>
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When are ideal gasses identical?

When they have the same pressure, volume, temperature, quantity (moles), and entropy → no way to identify one vs the other

They are in the same state when identical

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What is the ideal gas law?

PV=nRT

P = pressure

V = volume

n = number of moles

R = gas constant

T = temperature

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What are the four reversible pathways to get an ideal gas from one state to another?

Isobaric: constant pressure (delta P = 0)

Isochoric: constant volume (delta V = 0)

Isothermal: constant temperature (delta T = 0) (delta E = 0)

Adiabatic: no heat transfer (Q = 0)

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What are isobaric processes? Equations?

Force = Pressure * Area

If heat transfers into the gas, the gas will expand, lifting mass by delta h and vice versa

W = F (delta H) = PA (delta H) = P (delta V)

W = work

Delta E = Q - P (delta V)

<p>Force = Pressure * Area</p><p>If heat transfers into the gas, the gas will expand, lifting mass by delta h and vice versa</p><p>W = F (delta H) = PA (delta H) = P (delta V)</p><p>W = work</p><p>Delta E = Q - P (delta V)</p>
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What are isochoric processes? Equations?

Volume is constant → heat transfer in will increase pressure

Delta V = 0, so W = 0

Delta E = Q

<p>Volume is constant → heat transfer in will increase pressure</p><p>Delta V = 0, so W = 0</p><p>Delta E = Q</p>
15
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What are isothermal processes? Equations?

No temperature change → if volume increases, heat goes into the gas, and the gas expands without temperature changing

Q = W

<p>No temperature change → if volume increases, heat goes into the gas, and the gas expands without temperature changing</p><p>Q = W</p>
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What is an adiabatic process? Equations?

No heat exchange (Q = 0)

Volume increases → temperature decreases as it does work on the environment

Often, these are things that occur too fast to allow heat transfer (ex: combustion)

Delta E = - W

<p>No heat exchange (Q = 0)</p><p>Volume increases → temperature decreases as it does work on the environment</p><p>Often, these are things that occur too fast to allow heat transfer (ex: combustion)</p><p>Delta E = - W</p>
17
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What is the P-V diagram of isobaric processes?

Horizontal line at P (P constant)

Work = area under curve

<p>Horizontal line at P (P constant)</p><p>Work = area under curve</p>
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What is the P-V diagram of isochoric processes?

Vertical line at V (constant V)

Work = area under curve → no work done

<p>Vertical line at V (constant V)</p><p>Work = area under curve → no work done</p>
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What is the P-V diagram of isothermic processes?

Reverse parabola

P is inversely related to V

Work = area under curve

<p>Reverse parabola</p><p>P is inversely related to V</p><p>Work = area under curve</p>
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What is the P-V diagram of adiabatic processes?

Reverse parabola below isothermic

Work = area under curve

<p>Reverse parabola below isothermic</p><p>Work = area under curve</p>
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In an ideal gas, how are internal energy and temperature related?

Directly proportional

22
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What is a fluid?

Material that flows/takes shape of container when at rest

Liquids and gasses

23
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What is density?

Mass/volume

In kg/m³

<p>Mass/volume</p><p>In kg/m³</p>
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What is the weight of a fluid?

W = (density)Vg

<p>W = (density)Vg</p>
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What is specific gravity?

Ratio of density to density of water

Unitless

<p>Ratio of density to density of water</p><p>Unitless</p>
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What is the density of water?

1000 kg/m³

27
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What is pressure?

P = F/A in N/m² or Pa

F = force (exerted in all directions at once)

A = area

Scalar (force over all directions)

<p>P = F/A in N/m² or Pa</p><p>F = force (exerted in all directions at once)</p><p>A = area</p><p>Scalar (force over all directions)</p>
28
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What is 1 atm in kPa?

1 atm = 100 kPa

29
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What is hydrostatic gauge pressure?

Pressure due to being immersed within fluid

Assumes gauge is zeroed at surface

P = (density of fluid)gD

D = depth

P total = P surface + P gauge

<p>Pressure due to being immersed within fluid</p><p>Assumes gauge is zeroed at surface</p><p>P = (density of fluid)gD</p><p>D = depth</p><p>P total = P surface + P gauge</p>
30
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Why is there buoyant force?

Pressure is proportional to surface area and depth → proportional to force → it is greater on the bottom of the object → points up

<p>Pressure is proportional to surface area and depth → proportional to force → it is greater on the bottom of the object → points up</p>
31
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What is buoyant force?

Force exerted up on an object that is partially or completely submerged in fluid due to pressure difference between the top and bottom of the object

Even if you are standing on the bottom of the floor in fluid, there is buoyant force

Only a cork/stopper in a hole on a fluid container has no buoyant force

<p>Force exerted up on an object that is partially or completely submerged in fluid due to pressure difference between the top and bottom of the object</p><p>Even if you are standing on the bottom of the floor in fluid, there is buoyant force</p><p>Only a cork/stopper in a hole on a fluid container has no buoyant force</p>
32
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What is Archimede’s Principle?

Fbuoyant = density of fluid (Vsubmerged)g

Magnitude of buoyant force is equal to weight of fluid displaced by object

V submerged = V displaced

<p>F<sub>buoyant</sub> = density of fluid (V<sub>submerged</sub>)g</p><p>Magnitude of buoyant force is equal to weight of fluid displaced by object</p><p>V submerged = V displaced</p>
33
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What is net force on a floating object?

Fnet = 0 = W - Fbuoyant

Density (object/fluid) = V (submerged/object)

Gravity will not affect floating

Cannot displace more than your volume

Must be less dense than the fluid to float

<p>F<sub>net</sub> = 0 = W - F<sub>buoyant</sub></p><p>Density (object/fluid) = V (submerged/object)</p><p>Gravity will not affect floating</p><p>Cannot displace more than your volume</p><p>Must be less dense than the fluid to float</p>
34
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What is the buoyant force on two objects floating in the same substance?

The same

Equal

35
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What is flow rate?

Volume of a fluid moving through a particular cross-sectional area per unit time

f = m³/s

If constant across an area (ex: pipe): f = Av, where A is cross sectional area and v is velocity

36
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What is continuity?

For an incompressible (constant density) fluid, flow rate is constant through a pipe

Reducing area → increasing speed

A1v1 = A2v2

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What is an ideal fluid?

Incompressible (constant density)

Negligible viscosity (no intrafluidic friction)

Laminar (streamline) flow: no turbulence, eddies, or crossing streams

Flow rate is steady

38
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What are important fluids that are not ideal?

Blood → it is viscous

Air in lungs can become turbulent in certain illnesses

39
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What is Bernoulli’s equation?

Describes ideal fluids

Conservation of energy for fluids

P1 +(density)gy1 + 1/2(density)v1² = P2 + (density)gy2 + 1/2(density)v2²

P = pressure

v = velocity

<p>Describes ideal fluids</p><p>Conservation of energy for fluids</p><p>P<sub>1</sub> +(density)gy<sub>1</sub> + 1/2(density)v<sub>1</sub>² = P<sub>2</sub> + (density)gy<sub>2</sub> + 1/2(density)v<sub>2</sub>²</p><p>P = pressure</p><p>v = velocity</p>
40
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What are two special cases to Bernoulli’s law?

At any two points of equal height, faster fluid flow means lower pressure

Any fluid exposed to the atmosphere is at atmospheric pressure

41
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What is the efflux velocity of water coming out of a hole in an exposed top bucket?

Vefflux = sqrt(2gD)

D = depth to top of hole