Chapter 6 Flashcards

1
Q

Cf Definition and Equation

A

Local friction coefficient and τs/ρuinf^2/2

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2
Q

Equation for shear stress

A

τs=µ*du/dy @y=0

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3
Q

qs’’ defintion and formula

A

surface heat flux and -kfdT/dy @Y=0

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4
Q

Newtons law of cooling

A

qs’‘=h(Ts-T∞)

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5
Q

μ name and meaning

A

mu and dynamics viscosity

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6
Q

Where is the velocity boundry layer located.

A

Underneath the free stream

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7
Q

what is delta in terms of the free stream.

A

The y distance from the surface where the free stream is located

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8
Q

kF

A

conductivity of fluid at surface ie no velocity still due to no slip condition

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9
Q

surface heat flux formula

A

qs’’=-kf*dT/dy @y=0

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10
Q

What is the driving force for conduction and convection

A

Temperature Difference

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11
Q

Thermal Boundry Layer

A

Layer of the fluid flow were Temperature Gradient exists

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12
Q

Analogy between shear stress and surface flux.

A

Both happen @y=0, and a coefficient time the derivative they have respect too

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13
Q

Equation for heat flux due to convection

A

qs’‘=h*(Ts-Tinf)

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14
Q

Equation for h

A

-KfdT/dy/(Ts-Tinf)

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15
Q

Are the thicknesses of the thermal boundary layer and the velocity boundary layer the same

A

no

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16
Q

How is heat transferred inside the boundary layer and outside the boundary layer?

A

The heat is transferred inside the boundary layer by conduction due to low velocity and by convection outside the boundary layer by convection.

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17
Q

Driving force of mass transfer?

A

Delta C aka Difference in concentration

18
Q

NA’’ meaning and units aka

A

molar Flux kmol/m^2*s Ficks Law

19
Q

NA’’ formula

A

-DAB dCA/dy

20
Q

C

A

molar concentration

21
Q

D term and meaning

A

Binary Diffusion coefficient

22
Q

hm

A

convection mass transfer coefficient

23
Q

n’’ and units

A

mass flux kg/s*m^2

24
Q

h definition and equation

A

heat transfer coefficient h=-kfdT/dy/Ts-Tinf

25
hm definition and equation
convection mass transfer coefficient -DAB dCA/dy/CAs-CAinf
26
Reynolds number definition and equation
dimensionless parameer which defines were turbulent flow beigns. ρ*u(inf)*x/μ
27
Mach number definition and equation
M= v
28
Prandt Number
Ratio of momentum and thermal diffusivity-Pr=v/α The kinematic viscosity of a fluid in correlation with the thermal conductivity
29
μ meaning and definition
dymanic viscocity -This represents the ratio between shear stress to shear strain.
30
v
kinematic viscocity-This represents the ratio between dynamic viscosities to density. mu/rho
31
On a isothermal flat plate as the distance of x increases what happens to the gradient? and why?
It must decrease. The gradient is classified as Dt/dy. As x increase the height of the free stream increase while Dt is constant so the numerator becomes larger hence the gradient becomes smaller.
32
Nusselt Number equation and meaning
hL/kf, ratio of convection to conduction heat transfer
33
ν
kinematic viscocity
34
hm equation
(-Dab dCA/dy)/(Cas-Cainf)
35
viscous sublayer meaning and mode of heat transfer
flow just above the plate were flow is nearly linear and dominated by diffusion turbulent region
36
incompresable meaning
constant density
37
Schmidt Number formula and meaning
v/DAB ratio of momentum and mass diffusivities
38
Sherwood Number
hmL/DAB and ratio of convective mass transfer to the diffusive mass transfer
39
Lewis Number Definition and formula.
Provides the measure of the convection mass transfer occurring at the surface. Ratio of thermal and mass diffusivities. α/Dab
40
Two formulas for NA'' s
-DAB*dCa/dy @y=o | hm*(Ca,S-Ca,∞)
41
formula for hm
(-DAB*dCa/dy)/(hm*(Ca,S-Ca,∞)