Displacement Ventiolation

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    Peter V. Nielsen, Aalborg University pvn@civil.auc.dk 1

    Displacement Ventilation

    by

    Peter V. Nielsen,Aalborg University

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    Peter V. Nielsen, Aalborg University pvn@civil.auc.dk 2

    Content of the lecture

    Introduction

    Vertical temperature gradient

    Free convection flow

    Contaminant control, zone model

    Air diffuser

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    Peter V. Nielsen, Aalborg University pvn@civil.auc.dk 3

    Mixing ventilation and displacement

    ventilation

    Mixing ventilation. Controlledby the momentum flow fromsupply openings

    Displacement ventilation.Controlled by buoyancy(temperature differences)

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    Peter V. Nielsen, Aalborg University pvn@civil.auc.dk 4

    Momentum flow

    Momentum flux from diffuser n = 3 h-1

    Io = 0.4 N

    Io = 0.02 N

    Io = 0.0002 N

    (Io = 0.1 N at the air change rate of100 h-1)

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    Peter V. Nielsen, Aalborg University pvn@civil.auc.dk 5

    Displacement ventilation

    Charateristics:

    Low location of supply

    opening and highlocation of return opening

    Free convection around heat

    sources

    Stratified flow in the room

    Vertical temperature gradient (and vertical concentrationgradient)

    Air movement is controlled by buoyancy

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    Peter V. Nielsen, Aalborg University pvn@civil.auc.dk 6

    Air movement in room with displacement

    ventilation, 1

    Vertical air movement

    Horisontal air movement

    Short circuit of air

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    Peter V. Nielsen, Aalborg University pvn@civil.auc.dk 7

    Best suited forDisplacement ventilation is usually preferable in the

    following cases:

    where the contaminants are warmer and/or lighterthan the surrounding air,

    where the supply air is colder than the ambient air,

    in tall rooms, e.g. where the room heights are more

    than 3 metres,

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    Peter V. Nielsen, Aalborg University pvn@civil.auc.dk 8

    Content of the lecture

    Introduction

    Vertical temperature gradient

    Free convection flow

    Contaminant control, zone model

    Air diffuser

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    Peter V. Nielsen, Aalborg University pvn@civil.auc.dk 10

    Temperature and concentration

    distribution

    Vertical temperature and concentration distribution in aroom with displacement ventilation

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    Peter V. Nielsen, Aalborg University pvn@civil.auc.dk 11

    Temperature distribtion

    Vertical temperaturedistribution atdifferent locations

    in the room

    Idea behinddimensionless

    description

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    Peter V. Nielsen, Aalborg University pvn@civil.auc.dk 12

    Simplified model for temperature

    distributionThe 50%-rule for vertical temperature distribution

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    Peter V. Nielsen, Aalborg University pvn@civil.auc.dk 13

    Content of the lecture

    Introduction

    Vertical temperature gradient

    Free convection flow

    Contaminant control, zone model

    Air diffuser

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    Peter V. Nielsen, Aalborg University pvn@civil.auc.dk 14

    Convective flows

    Convective flows, the engine of displacement ventilation

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    Peter V. Nielsen, Aalborg University pvn@civil.auc.dk 15

    Point source and line source

    The value of the coefficient kis0,7-0,9 for pipes and ducts, 0,4-0,6 for smaller components and0,3-0,5 for larger machines and

    components

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    Peter V. Nielsen, Aalborg University pvn@civil.auc.dk 16

    Free convection around a person and a

    flat plate

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    Peter V. Nielsen, Aalborg University pvn@civil.auc.dk 17

    Source geometry

    The thermal geometry

    can be difficult toestimate

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    Peter V. Nielsen, Aalborg University pvn@civil.auc.dk 18

    Weak thermal sources

    Exhalation dT/dy = 0.5C/m

    dT/dy = 0.1C/m

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    Peter V. Nielsen, Aalborg University pvn@civil.auc.dk 19

    Cross Infection Problems

    Source patient on theback, = 70

    Source patient on theside, = 0.7

    Qian Hua et al.

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    Peter V. Nielsen, Aalborg University pvn@civil.auc.dk 20

    Content of the lecture

    Introduction

    Vertical temperature gradient

    Free convection flow

    Contaminant control, zone model

    Air diffuser

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    Peter V. Nielsen, Aalborg University pvn@civil.auc.dk 21

    The Idea of Contaninant ControlThe idea of contaminant control is to separate warm andcontaminated air below the ceiling from the fresh air

    supplied at the floor

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    Peter V. Nielsen, Aalborg University pvn@civil.auc.dk 22

    Contaminant distribution

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    Stratification

    Gate open to theheight of 2.5 m

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    Peter V. Nielsen, Aalborg University pvn@civil.auc.dk 25

    Ventilation Effectiveness

    - Ventilation effectiveness of the occupied zonealso called the air quality index of the occ. zone

    - Mean ventilation effectiveness. Also called thecontaminant removal effetiveness

    - Local ventilation index. Also called the localair quality index at a given point

    - Personal exposure index. Also called the airquality index of the inhaled air

    c

    coz

    cP

    cexp

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    Peter V. Nielsen, Aalborg University pvn@civil.auc.dk 26

    Personal exposure index

    The personal exposure index can be rather high, even if thestratification height is lower than the breathing zone

    e = cR/ce

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    Peter V. Nielsen, Aalborg University pvn@civil.auc.dk 27

    Content of the lecture

    Introduction

    Vertical temperature gradient

    Free convection flow

    Contaminant control, zone model

    Air diffuser

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    Peter V. Nielsen, Aalborg University pvn@civil.auc.dk 28

    Air Diffusers

    Air supply without draught is as crucial in displacementventilation, as it is in mixing ventilation. Most draughtproblems reported from practical experience are due

    to the incorrect choice of diffuser.

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    Air diffusers

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    Airflow from a low velocity diffuser

    Isothermal airsupply

    Supply ofwarm air

    Cold supply air. Aradial flow will oftentake place

    Th dj t

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    Peter V. Nielsen, Aalborg University pvn@civil.auc.dk 31

    The adjacent zone

    The length ln

    , of the adjacent zone is defined as the distancefrom the diffuser to a point where the maximum velocity hasdecreased to a certain value, usually 0.2 m/s.

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    Peter V. Nielsen, Aalborg University pvn@civil.auc.dk 32

    Radial Stratified Flow, 4

    Virtual origin of the flow isclose to the diffuser

    Influence of virtualorigin,xo = 0.5 m

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    Peter V. Nielsen, Aalborg University pvn@civil.auc.dk 33

    Stratified Flow

    Wall jet

    flow

    Stratifiedflow

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    Peter V. Nielsen, Aalborg University pvn@civil.auc.dk 34

    Length Scale, Thickness or

    Depth of the Flow

    The profiles can be considered to be universal. The lengthscale, or depth, is the height to the velocity ux/2 = 0.5.

    where

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    Peter V. Nielsen, Aalborg University pvn@civil.auc.dk 35

    Flow Element for Radial Flow

    += oo yudxxq )(

    mo

    o

    ebqq

    =

    o

    Dr

    o

    x

    xxK

    q

    u

    +=

    1

    ( )

    +=o

    xo

    dfuxxq

    )(

    ( ) df

    ebK

    o

    o

    mDr

    =where

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    Peter V. Nielsen, Aalborg University pvn@civil.auc.dk 36

    KDrValues for Diffusers, 1

    Six differentwall-mounted

    diffusers

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    Peter V. Nielsen, Aalborg University pvn@civil.auc.dk 37

    KDrValues for Diffusers, 2

    KDrversus productand Archimedes

    Number

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    Peter V. Nielsen, Aalborg University pvn@civil.auc.dk 38

    Plane Stratified Flow

    The flow from a number of diffusers placed close to eachother will merge into a plane, stratified flow.

    The flow will alsobe plane in a

    narrow room.

    Plane flow will alsobe generated when

    the diffuser has alarge spreading ofthe supply air.

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    Peter V. Nielsen, Aalborg University pvn@civil.auc.dk 39

    Flow Elements for Plane

    Stratified Flow

    where

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    Peter V. Nielsen, Aalborg University pvn@civil.auc.dk 40

    Flow between Obstacles, 1

    Flow through an opening in the occupied zone is similar

    to the flow from a diffuser

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    Peter V. Nielsen, Aalborg University pvn@civil.auc.dk 41

    Flow between Obstacles, 2

    Kob versus flow rate and

    temperature difference

    Equation:

    x

    K

    q

    uob

    ob

    x 1=

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