MV Rane - Psychrometry

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Heat Pump Laboratory, IITB 1 of 32 PSYCHROMETRY AND AIR-CONDITIONING PROCESSES Moist Air as Mixture of Ideal Gases Dalton’s law of additive pressures Amagat’s law of additive volumes Psychometric Chart Properties of Moist Air DBT, WBT, DPT, RH Humidity Ratio w kg H 2 O/kg DA Specific Enthalpy of moist air h kJ/kg DA Specific Volume of moist air v m 3 /kg DA Air-Conditioning Processes Sensible heating and cooling Cooling and dehumidifying Heating and humidifying Mixing of two air streams ME 306 Applied Thermodynamics Lecture Presented by Prof M V Rane at IIT Bombay Saved as E:/Lectures/ME 306\2012\Psychrometry was last updated on 9/01/2012 at 2330 hrs

Transcript of MV Rane - Psychrometry

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PSYCHROMETRY

AND AIR-CONDITIONING PROCESSES

• Moist Air as Mixture of Ideal Gases

Dalton’s law of additive pressures

Amagat’s law of additive volumes

• Psychometric Chart

Properties of Moist Air

DBT, WBT, DPT, RH

Humidity Ratio w kg H2O/kg DA

Specific Enthalpy of moist air h kJ/kg DA

Specific Volume of moist air v m3/kg DA

• Air-Conditioning Processes

Sensible heating and cooling

Cooling and dehumidifying

Heating and humidifying

Mixing of two air streams

ME 306 Applied Thermodynamics Lecture Presented by Prof M V Rane at IIT Bombay

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T-v DIAGRAM FOR WATER VAPOURMoran & Shapiro (2006) Figure 12.4

in an Air-Water Mixture

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DALTON’S LAW OF ADDITIVE PRESSURES

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AMAGAT’S LAW OF ADDITIVE VOLUMES

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RELATING p, V & T

for Ideal Gas Mixtures

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p nR T

V

n number of moles of mixture

R Universal Gas Constant, 8.314 kJ/kmol.K

Dalton Model

pi niR T

V

pi yi p

p

1

j

i

pi

Amagat Model

Vi niR T

p

Vi yi V

V

1

j

i

Vi

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RELATING p, V & T

Moist Air & Partial Pressures of Dry Air and Water Vapour

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Moist Air

pn R T

V

m R M1

T

V

n number of moles of mixturem mass of mixture, kgM molecular weight of mixture, kg/kmol

each mixture component is considered as if it existed alone in the volume V at themixture temperature T while exerting part of the pressure

Partial Pressures of Dry Air and Water Vapour

pa

na R T

V

ma R Ma1

T

V

pv

nv R T

V

mv R Mv1

T

V

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RELATING p, V & T

Humidity Ratio and Relative Humidity

ME 306 Applied Thermodynamics Lecture Presented by Prof M V Rane at IIT Bombay

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mv

ma

mv

ma

Mv pv V R T( )1

Ma pa V R T( )1

Mv pv

Ma pa

0.622pv

p pv

where pg is the saturation pressure of

water at mixture temperature T

yv

yv.sat

pv

pg

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RELATING p, V & T

Enthalpy of Moist Air, Water vapour and Dry Air

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Enthalpy of Moist Air

H Ha Hv ma ha mv hv kJ

H

ma

ha

mv

ma

hv ha hvkJ

kgdry.air

Enthalpy of Water Vapour in the Moist Air

Reference to steam table data or Mollier diagram for water shows that the enthalpy

of superheated water vapour at low vapour pressures is very closely given by thesaturated vapour value corresponding to the given temperature.

hv hg T( ) an approximationkJ

kgwater

Enthalpy of Dry Air

ha

273.15 K

T

Tcp.a

dkJ

kgdry.air

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MOIST AIR COOLED AT CONSTANT PRESSUREMoran & Shapiro (2006) Figure 12.6

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DEW POINT TEMPERATUREMoran & Shapiro (2006) Figure 12.6

State of Water for Moist Air Cooled at Constant Mixture Pressure

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ADIABATIC SATURATORMoran & Shapiro (2006)

(a) Schematic and (b) Process Representation

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WBT MEASURING DEVICESMoran & Shapiro (2006) Figure 12.8

(a) Sling Psychrometer and (b) Aspirating Psychrometer

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PSYCHROMETRIC CHARTMoran & Shapiro (2006) Figure 12.10

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PSYCHROMETRIC CHARTMoran & Shapiro (2000)

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LINES OF CONSTANT PROPERTY VALUE

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WBT & ENTHALPY LINES

Why are they not Exactly Parallel?

• Adiabatic Saturation Process

Adiabatic saturation temperature, tas

Energy balance

• Wet Bulb Temperature

Adiabatic saturation temperature, twb

Energy balance

• What Contributes to the Deviation?

Contribution of the energy entering the adiabatic saturator with the makeup water is

normally much smaller than that of moist air

Enthalpy of entering moist air is very nearly equal to the enthalpy of the saturated

mixture exiting

This slight effect is ignored in some psychometric chart

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DIRECTION OF INCREASING PROPERTY VALUES

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ASHRAE SUMMER AND WINTER COMFORT CONDITIONASHRAE Fundamentals 1997, Fig 4, pp 8.21

• Air Temperature

22 to 27 C

• Mean Radiant Temperature

Air temperature +10 C

• Humidity

4.5 to 11 g moisture/kg DA

• Air velocity

0.1 to 0.25 m/s

• Summer Design Comfort Conditions are Higher than that in the Winter

This reduces Air Conditioning Load and Save Energy

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DEHUMIDIFICATIONMoran & Shapiro (2006) Figure 12.11

(a) Equipment Schematic and (b) Representation on Psychrometric Chart

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HUMIDIFICATIONMoran & Shapiro (2006) Figure 12.12

Steam Injection and Water Injection

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EVAPORATIVE COOLINGMoran & Shapiro (2006) Figure 12.13

(a) Equipment Schematic and (b) Representation on Psychrometric Chart

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ADIABATIC MIXING OF TWO MOIST AIR STREAMS Moran & Shapiro (2006) Figure 12.14

Equipment Schematic

Mass Balance of Dry Air

ma3 = ma1 + ma2

Mass Balance of Water Vapour

ma3 w3 = ma1 w1 + ma2 w2

Energy Balance

ma3 (ha3 -w3 hg3) = ma1 (ha1 -w1 hg1) + ma2 (ha2 -w3 hg2)

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ASSIGNMENT PROBLEMMoran & Shapiro (2006) P 12.34 1 of 2

Exploring Psychrometric Principles

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ASSIGNMENT PROBLEMMoran & Shapiro (2006) P 12.34 1 of 2

Exploring Psychrometric Principles

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ASSIGNMENT PROBLEMMoran & Shapiro (2006) P 12..48

Exploring Psychrometric Principles

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ASSIGNMENT PROBLEMMoran & Shapiro (2006) P 12.50 1of 2

Exploring Psychrometric Principles

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ASSIGNMENT PROBLEMMoran & Shapiro (2006) P 12.50 2 of 2

Exploring Psychrometric Principles

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ASSIGNMENT PROBLEMMoran & Shapiro (2006) P 12.51 1of 1

Exploring Psychrometric Principles

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ASSIGNMENT PROBLEMMoran & Shapiro (2006) P 12.52 1of 2

Exploring Psychrometric Principles

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ASSIGNMENT PROBLEMMoran & Shapiro (2006) P 12.52 2of 2

Exploring Psychrometric Principles

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ASSIGNMENT PROBLEMMoran & Shapiro (2006) P 12.56 1of 1

Exploring Psychrometric Principles

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ASSIGNMENT PROBLEMMoran & Shapiro (2006) P 12.58 1of 1

Exploring Psychrometric Principles

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