Boiling Heat Transfer Source: Vishwas V. Wadekar, HTFS, Aspen Technology J.P. Holman.

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Boiling Heat Transfer Source: Vishwas V. Wadekar, HTFS, Aspen Technology J.P. Holman

Transcript of Boiling Heat Transfer Source: Vishwas V. Wadekar, HTFS, Aspen Technology J.P. Holman.

Page 1: Boiling Heat Transfer Source: Vishwas V. Wadekar, HTFS, Aspen Technology J.P. Holman.

Boiling Heat Transfer

Source: • Vishwas V. Wadekar, HTFS, Aspen Technology• J.P. Holman

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• Definitions/Terminology– T surface > Tsat of liquid

boiling may occur and heat flux depends on T

– Pool boiling process heated surface is submerged

below a free surface of liquid.– Subcooled or local boiling

Tof liquid < Tsat– Saturated or bulk boiling

Tof liquid = Tsat

Boiling Heat Transfer

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Two Modes of Heating

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Region I = Single phase

• No bubbles, wall superheat too low

• Motion of fluid near surface = free convection currents

• Liquid near heated surface = superheated slightly, when it rises to liquid surface, it evaporates.

• Calculation uses free convection relations.

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Region II

• Bubbles begin to form on surface of a wire and dissipated in liquid after breaking away from surface.

• This region indicates the beginning of nucleation boiling

Nucleate boiling

Coefficient increases with Temp excess

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Region III

• Tx increases, bubbles form more rapidly and rise to surface of liquid and dissipated.

Nucleate boiling

Coefficient increases with Temp excess

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Region IV• Bubbles form so rapidly

and they blanket the heating surface and prevent the inflow and of fresh liquid from taking their place.

• Bubbles coalesce and form vapor film (cover the surface)

• Film cause thermal resistance due to reduction in heat flux.

Film boiling region: this region is transition region (from nucleate to film boiling)

The film is unstable.

transition boiling

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Region V

• Vapor film at wall• Stable film boiling• Surface temperature

is high to maintain stable film boiling.

film boiling

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Region VI

• Heat loss from surface is the result of thermal radiation.

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• Point a wire is unstable, small increase in T Critical heat flux• Point b this temp. is higher than melting Temp. of wire (cause of burnout

results)• If maintain at point a partial nucleate boiling and unstable film region

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p = pv-pl

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Bubbles

• If Tv = Tsat and Tl < Tsat heat conducted out of bubble and vapor condense bubble collapse

• If Tl > Tv a metasatable condition bubble growth after leaving the surface

pv , Tv

pl , Tl

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Copper rod heated and immersed in isopropanol

free convection boiling nucleate boiling film boiling

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• Boiling of methanol on a horizontal steam-heated copper tube

Nucleate boilingq/a = 242.5 kW/m2

Temp excess = 37C

Transition boilingq/a = 217.6 kW/m2

Temp excess = 62C

Film boilingq/a = 40.9 kW/m2

Temp excess = 82C

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Calculation of boiling heat transfer

• Nucleate pool boiling : Rohsenow

• This eqn. can use for geometries other than horizontal wire.

• Geometry is not a strong factor in determining heat flux for pool boiling.

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Vapor-liquid surface tension for water

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Heat flux data for water boiling on a platinum wire(numbers in parentheses are pressure in MN/m2)

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Example

• A heated brass plate is submerged in a container of water at atmospheric pressure. The plate temperature is 242F. Calculate the heat transfer per unit area of plate.

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Forces convection boilingoccurred when surface Temp > Tsat of liquid

This equation is applicable to forced convection where the bulk liquid temp. is subcooled (local forced convection boiling)

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For fully developed nucleate boiling independent of flow velocity or forced convection effects

For low pressure boiling water

For high pressure boiling water

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Peak heat flux for nucleate pool boiling

• Zuber equation:

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Simplified relations for boiling heat transfer with water

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For forced convection local boiling inside vertical tubes:

Valid for 5-170 atmp is pressure in Mpa

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Example:

Water at 5 atm flows inside a tube of 2.54 cm diameter under local boiling conditions where the tube wall temperature is 10C above the saturation temperature. Estimate the heat transfer in a 1.0 m length of tube.

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