passive design for thermalcomfort_1.pdf

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17-4-2013 1 LECTURE N° 2 - Thermal comfort - 2 Lecture contributions Coordinator of the lecture: Prof. Ing. Karel Kabele, CSc., Faculty of Civil Engineering, CTU in Prague, [email protected] , http://tzb.fsv.cvut.cz/ Contributors: Ing. Pavla Dvořáková, PhD., Facultyof Civil Engineering, CTU in Prague, [email protected], http://tzb.fsv.cvut.cz/ Prof. Ing. Karel Kabele, CSc., Faculty of Civil Engineering, CTU in Prague, [email protected] , http://tzb.fsv.cvut.cz/ Manuela Almeida, [email protected], Sandra Silva, [email protected] , University of Minho (UMINHO) Marie-Claude Dubois, M. Arch. PhD, [email protected] IDES-EDU

Transcript of passive design for thermalcomfort_1.pdf

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    LECTURE N 2- Thermal comfort -

    2

    Lecture contributions

    Coordinator of the lecture: Prof. Ing. Karel Kabele, CSc., Faculty of Civil Engineering, CTU in Prague,

    [email protected] , http://tzb.fsv.cvut.cz/

    Contributors: Ing. Pavla Dvokov, PhD., Faculty of Civil Engineering, CTU in Prague,

    [email protected], http://tzb.fsv.cvut.cz/ Prof. Ing. Karel Kabele, CSc., Faculty of Civil Engineering, CTU in Prague,

    [email protected] , http://tzb.fsv.cvut.cz/ Manuela Almeida, [email protected], Sandra Silva,

    [email protected] , University of Minho (UMINHO) Marie-Claude Dubois, M. Arch. PhD, [email protected]

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    Hygrothermal microclimate Indoor environment state from the viewpoint of thermal

    and moisture flows between the human body and itssurrounding

    Thermal comfort

    state of mind which expresses satisfaction with the thermal environment

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    MODELLING THERMAL COMFORT

    Field study method

    Heat exchange method

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    Heat Exchange between the Human Body and the Environment

    Metabolic Rate M degree of muscular activities, environmental conditions body size.

    Heat loss Q Respiration Convection Radiation Conduction Evaporation

    Body thermal balance equationM=Q comfortM>Q hotM

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    Thermal comfortI - Clothing Insulation (m2.K/W)

    1 clo=0,155m2.K/W

    clo 3,5

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    Thermal comfortM - Metabolic Rate (m2.K/W)

    1Met = 58,15 W/m2IDES

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    Metabolism depends on physical activity

    The proposed values relateto a man of 70 kg with body surfaceequal to 1.8 m2

    Corrections for other individuals :

    - Weight: 1 W / kg- Female: 20%- Children: from -20 to -40%

    Metabolism and activity

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    Environmental indices

    Operative Temperature

    where top = operative temperatureta = air temperaturetr = mean radiant temperature (MRT)hc = convective heat transfer coefficienthr = mean radiative heat transfer coefficient

    rc

    rrc

    hhthth a

    +

    +=optIDES

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    Operative temperature The average between air temperature Ta

    and the mean radiant temperature Trm :

    va

    TaaTT rmaop25,05,0

    )1(+=

    +=

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    describes the environment of radiation from one point in the room

    depends on the temperature of the surrounding surfaces and exposure to these surfaces

    [Source: Lechner N (2001) Heating, cooling, lighting. p. 44]

    Mean radiant temperature(MRT)

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    Environmental indices Mean Radiant Temperature

    where tr = mean radiant temperature Ti = temperature of the surrounding surface i,

    i=1,2,....,n rn = shape factor which indicates the fraction of

    total radiant energy leaving the clothing surface 0 and arriving directly on surface i, i=1,2,...n

    273.T....Tt 4 4nrn41rr1r ++=

    jj

    jSjj

    r S

    TST

    Mean radiant temperatureSimplified method

    Tr can be determined from the measurement of globe temperature

    Mean radiant temperature (MRT)

    Ts1Ts2

    Ts3

    Ts4

    Ts5Tr

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    What is your MRT today?

    [Btiment Hewlett & Packard, Stockholm]

    Mean radiant temperature(MRT)

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    1C 1,5C 2,5C2C

    3C

    4C

    5C

    0.60.81.01.21.41.61.82.02.22.42.62.83.03.2

    0.00 0.25 0.50 0.75 1.00 1.25 1.50 1.75 2.00 Clo

    Act

    ivit

    [M

    et] .

    35

    60

    85

    110

    135

    160

    Act

    ivit

    [W

    /m]

    .

    10C12C

    14C16C

    20C18C

    22C24C

    26C28C

    Operative temperature

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    Humidity and temperature Dry-bulb temperature Wet-bulb temperature

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    http://www.dpi.nsw.gov.au/agriculture/horticulture/greenhouse/structures/evap-cooling

    www.meted.ucar.edu

    Psychrometric chart

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    Dry bulbtemperature

    Relativehumidity %

    Absolute humidity

    Dew point

    Wet bulb temperature

    Enthalpy

    TEMPERATURE

    HUMIDITYRATIO g/kg

    Fan

    Wet bulbtemperature

    Dry bulbtemperature

    Wet sock

    Air

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    Moisture Molliere diagram Psychrometric chart

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    Absolute humidity

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    the mass of dissolved water vapor, mw, per cubic meter of total moist air, Vnet: [g/m3]

    A hygrometer is a device used for measuring the humidity of the air

    http://en.wikipedia.org

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    Relative Humidity (RH) rh is the ratio of the partial vapor pressure of water to the

    saturation vapour pressure of water at a certain temperature of the moist air

    there are different standards concerning the rh in buildings likeEN 13779, VDI 3804, ASHRAE 62-2001

    rh can become uncomfortable to the user of a building, if it iseither too low or too high

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    Relative Humidity depending on the geografical location, the lower limit of the

    relative humidity can be a problem for example in new single-familiy houses or apartment houses with mechanicalventilation (compact units, semi-central systems,) duringwinter (e.g. in Austria)

    One example: outdoor air temperature: -5C relative humidity of the outdoor air: 0,7 - what happens if this air is heated up to 22C? what will be th e relative

    humidity?

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    Relative Humidity produced by

    humans, if youcook, if you takea bath or a shower, byplants

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    http://en.wikipedia.org

    Relative Humidity Monitoring example of an apartment with mechanical ventilation

    (monitoring period one year , hourly data - recuperative heat recovery /no moistrecovery)

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    t_outdoor C t_indoor C

    rh %ID

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    Thermal comfort in Mollieres chart

    LTZB/LATZ Laboratoe TZB, pracovn materil pro vuku, LS 2011/2012

    Humidity ratio [g/kg s.v.]

    Air

    tem

    pera

    ture

    [C]

    SUMMER

    WINTER

    Effective temperature

    26ASHRAE HANDBOOK

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    EN ISO 7730 ERGONOMICS OF THE THERMAL ENVIRONMENT -- ANALYTICAL DETERMINATION AND INTERPRETATION OF THERMAL COMFORT USING CALCULATION OF THE PMV AND PPD INDICES AND LOCAL THERMAL COMFORTCRITERIA (2005)

    Thermal comfort

    Definitions Psychological condition of satisfaction in relation

    to thermal environment (ASHRAE 55-2004) No discomforts (FANGER) Feeling of well being physically and mentally

    (European passive solar handbook) Conditions for which self-regulatory mechanisms of

    the body are at a minimum level of activity(GIVONI)

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    Thermal comfort evaluation PMV index (Predicted

    mean vote) PPD index (Predicted

    percentage of dissatisfied)

    0%10%20%30%40%50%60%70%80%90%

    100%

    -3 -2 -1 0 1 2 3PMV

    PPD

    Comfort measure: Predicted Mean Vote

    -3 cold-2 cool-1 slightly cool0 neutral1 slightly warm2 warm3 hot

    dissatisfied too warm

    dissatisfied too cold

    satis

    fied

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    PMV and PPD

    0%10%20%30%40%50%60%70%80%90%

    100%

    -3 -2 -1 0 1 2 3PMV

    PPD

    Satisfaction

    PPD = 1 - 0.95 exp(-0.003353PMV4- 0.2179 PMV2 )

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    Fanger Equation

    ( )[ ]( )( )

    ( ) ( )( )

    +=

    FTmpmwm

    pwmwmmPMV

    a3070014.05867000017.015.5842.0

    99.6573300305.0028.0036.0exp303.0

    ( ) ( )( ){ }

    ( ) FRwmTvTTh

    TThfTTfF

    cl

    acl

    aclmrtcl

    =

    =

    +=

    028.09.30806.12;38.2max

    1096.34/1

    448

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    Standard recommendationsEN ISO 7730 and ASHRAE 55-2004 :

    -0,5 < PMV < +0,5 PPD < 10 %

    Thermal comfort1st condition : Body heat balance

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    Parameters affecting thermal comfort.

    Air temperature ................................ Ta [C] ou Ta [K] Mean radiant temperature ............... Tmrt [C] ou Tmrt [K] Air velocity ....................................... v [m/s] Partial pressure of water vapor ........ p [Pa] Metabolic rate of human body ......... M [Watt] External mechanical power ....................W [Watt] Body surface area ........................... A [m2] Specific activity......................................m = M/A [W/m2] Specific work ................................... w = W/A [W/m2] Thermal resistance of clothes ......... R [m2 K/W] or clothing ........................................ H [Clo] = R/0.155 The portion of clothed body surface f

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    Range of validity of the model of Fanger

    Metabolism from 46 to 230 W/m (0.8 to 4 met); Clothing from 0 to 2 clo ; Air temperature from10 to 30 C; MRT from 10 to 40 C; Air velocity upto 1 m/s; Partial pressure of water vapor from 0 to 2700 Pa. environnement conditionn

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    Thermal comfort EN ISO 7730 parmeters especially for HVAC systems design Main parameters of IEQ in Appendix A of EN 12831 3 cathegories of thermal comfort according to PPD and PMV

    PMV - predicted mean vote, PPD - predicted percentage of dissatisfied

    Category of indoor thermal environment

    Thermal state of the body as a wholePPD PMV

    A < 6% 0,2 < PMV < + 0,2B < 10% 0,5 < PMV < + 0,5C < 15% 0,7 < PMV < + 0,7

    Categories of thermal environment (EN ISO 7730)IDES

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    Optimal operative temperature

    Indoor environment category A (PPD

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    Temperature criteria for the design

    Thermal comfort

    According to EN ISO 7730 there are two conditionsfor thermal comfort

    The heat balance of the individual is balanced withoutoverexertion of its self-regulatory mechanisms

    1

    There are no local discomforts due to:- air velocity- radiant assymetry- the vertical temperature gradient- floor temperature

    2

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    Comfort: practical information

    Summer (0,5 clo): 22 26 C

    Winter (1 clo): 20 24 C

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    VERT. TEMP. GRADIENT

    DRAUGHTRADIANT ASSYMETRY

    FLOOR TEMPERATURE

    Thermal comfort2nd condition : no local discomforts

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    Local thermal discomfortRadiant assymetry

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    Cold surfaces

    Warm surfaces

    GlazingPoorly insulated exterior wallCeiling and / or underfloor cooling

    Glazing (sun)Ceiling and / or underfloor heatingRadiant heat emitter(lighting, heating, etc ...)

    Local thermal discomfortRadiant assymetry

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    Radiant assymetry - effect

    ASHRAE Handbook-Fundamentals45

    Thermal stratification

    Floor heating or cooling

    Near mouth of heat/cold air supply

    Local thermal discomfortvertical temperature gradient

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    Vertical temperature gradient

    ASHRAE Handbook-Fundamentals47

    Floor temperature

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    [Source: Ching & Adams (2003) Guide technique et pratique de la construction, p. 358]

    The speed of air flow should be 10-50 feet per minute (ft / min) or 0,05-0.25 m / s, a higher speed may cause drafts

    The colder the air temperature is the slowerair velocity should be

    Local thermal discomfortAir velocity

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    Natural air flow in the room

    Near a window or vents

    Air conditioning (high rates of mixing)

    Local thermal discomfortAir velocity

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    [Source: Stein & Reynolds (2000) Mechanical and electrical p. 52]

    The warmer air is, the largertolerance is .

    Local thermal discomfortAir velocity

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    ASHRAE STANDARD 55-2004 THERMAL ENVIRONMENTAL CONDITIONS FOR HUMAN OCCUPANCYID

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    Thermal comfort

    Standard 55a-1995 ASHRAE

    Air temperature 68-78 F (20-26 C)

    Relative humidity 20-80% (60% summer)

    Air velocity 20-60 fpm (10-30 cm/s)

    MRT T air

    [Source: Stein & Reynolds (2000) Mechanical and electrical p. 43]

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    Thermal comfort

    [Source: ASHRAE, Norme 55-2004

    Standard 55-2004Vair > 0,20 m/s

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    Thermal comfortregulatory environment

    [Source: ASHRAE, Norme 55-2004

    Standard 55-2004

    Vair < 0,20 m/ssummerwinter

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    EN 15251 INDOOR ENVIRONMENTAL INPUT PARAMETERS FOR DESIGN AND ASSESSMENT OF ENERGY PERFORMANCE OF BUILDINGS ADDRESSING INDOOR AIR QUALITY, THERMAL ENVIRONMENT, LIGHTING AND ACOUSTICS(1.12.2007)

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    Thermal comfort EN ISO 15251 parameters for the thermal comfort assessment in

    buildings with different building services systems. Parameters useable for building energy performance calculations IAQ, thermal environment, lighting, acoustics

    Category ExplanationI High level of expectation and is recommended for spaces occupied by

    very sensitive persons (very young children, sick, elderly persons,...)II Normal level of expectation for new buildings and renovationsIII An acceptable, moderate level of expectation, for existing buildings

    IV Acceptable for a limited part of the year

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    Thermal comfort Boundary conditions for the design of mechanicaly heated and

    cooled buildings

    Building type CategoryOperative (resultant) temperature (C)

    Minimum for heating Maximum for cooling

    Single office (cellular office)Sedentary ~ 1,2 met

    I 21 25,5II 20 26III 19 27

    Category of indoor thermal environment

    Thermal state of the body as a wholePPD PMV

    I < 6% 0,2 < PMV < + 0,2II < 10% 0,5 < PMV < + 0,5III < 15% 0,7 < PMV < + 0,7IV >15% 0,7 < PMV

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    Indoor air quality Design criteria for indoor air quality (non residental) Polluting source

    people building operation

    Category PPD Airflowl/s/pers.Recommended ventilation rates, pollution from building itself [l/s.m2]

    Very low pollution Low pollution Higher pollutionI 15 10 0,5 0 1,00 2,00II 20 7 0,35 0,70 1,40III 30 0,30 0,40 0,80IV > 30 < 4

    Temperature changes over time

    Changes of temperature within a day

    Temperature changes from day to day

    Seasonal changes in temperature

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    FIELD STUDIES AND THE ADAPTIVE MODEL

    Adaptive model of thermal comfort

    If a change occurs in the thermal environment which tends to producediscomfort, people will respond in ways that tend to restore their comfort.(Humphreys, 1997)

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    Adaptive model of thermal comfortThe types of action which can be taken to adapt to the indoorclimate are:

    Modifying the internal heat generation

    Modifying the rate of body heat loss

    Modifying the thermal environment

    Selecting a different environment

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    Adaptive model (DeDear et Bragger)

    eop 31.08.17 +=

    15

    171921232527

    293133

    0 10 20 30 40Temprature extrieure moyenne [C]

    .

    Adaptif

    EN-ISO

    Average outdoor temperature [C]

    Indo

    or

    ope

    rativ

    ete

    mpe

    ratu

    re[C

    ]

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    64Runming Yao; Baizhan Li and Jing LiuRunming Yao; Baizhan Li and Jing Liu

    Adaptive model

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    Adaptive model of thermal comfort

    In buildings with HVAC systems the comfort temperature adjust to EN ISO 7730 model.In buildings without mechanical systems the occupants adapt themselves in way that EN ISO 7730 does not predict.

    Dear et al.

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    Adaptive model of thermal comfortThere may be defined three categories of adaptation to indoorclimate (Folk 1974, 1981, Goldsmith 1974, Prosser 1958, Clark andEdholm 1985):

    1. Behavioural Adjustment;2. Physiological;3. Psychological.

    The three components of adaptation to indoor climate (adapted from ASHRAE RP 884)

    Adaptation to Indoor Climate

    AdjustmentBehavioural /technological changes to the heat balance

    (clothing and activity,personal environmental

    control)

    AcclimatizationLong term physiological

    adaptation to climate (genetic adaptation)

    HabituationPsychological adaptation

    changing expectations (expectations and thermal

    memory, adaptive opportunity)

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    Adaptive model of thermal comfortBehavioural Adjustment

    Includes all modifications a person might consciously, or unconsciouslymake, which will modify heat and mass fluxes governing the bodysthermal balance. The adjustment may be defined in terms of threesubcategories:

    a) Personal adjustment: adjusting to the surroundings by changing personalvariables, such as clothing, activity, posture, eating/drinking hot/cold foodor beverages, or moving to a different location;

    b) Technological or environmental adjustment: modifying the surroundingsthemselves, when control is available, such as opening/closing windows orshades, turning on fans or heating, blocking air diffusers, or operatingother HVAC controls, etc.; and

    c) Cultural adjustments, including scheduling activities, siestas, dress codes.

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    Adaptive model of thermal comfortPhysiological

    The physiological adaptation include all of the changes in the physiologicalresponses which result from exposure to thermal environmental factors,and which lead to a gradual diminution in the strain induced by suchexposure. Physiological adaptation can be divided into at least twosubcategories:

    a) Genetic adaptation: alterations which have become part of the geneticheritage of an individual or group of people, but developing at time scalesbeyond that of an individuals lifetime, and

    b) Acclimation or Acclimatization (used interchangeably here): changes in thesettings of the physiological thermoregulation system over a period ofdays or weeks, in response to exposure to single or a combination ofthermal environmental stressors.

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    Adaptive model of thermal comfortPsychological

    The psychological adaptation to indoor climate refers to an alteredperception of, and reaction to, sensory information. Thermal perceptionsare directly and significantly attenuated by ones experiences andexpectations of the indoor climate.This form of adaptation involves building occupants comfort set pointswhich may vary across time and space.Relaxation of indoor climatic expectations can be likened to the notion ofhabituation in psychophysics - repeated or chronic exposure to anenvironmental stressor leading to a diminution of the evoked sensationsintensity (Glaser 1966, Frisancho 1981).

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    Adaptive model of thermal comfortThe generic term adaptation might be interpreted as thegradual diminution of the organisms response to repeatedenvironmental stimulation. As used in ASHRAE RP-884,adaptation subsumes all physiological mechanisms ofacclimatization, plus all behavioural and psychological processeswhich building occupants undergo in order to improve the fitof the indoor climate to their personal or collectiverequirements.

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    Adaptive model of thermal comfort

    ASHRAE RP 885

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    Adaptive model of thermal comfort

    i min = 0,33 rm + 18,8 - 3

    i max = 0,33rm + 18,8 + 3

    The operative temperatures (room temperatures) presented are valid for office buildings andother buildings of similar type used mainly for human occupancy with mainly sedentaryactivities and dwelling, where there is easy access to operable windows and occupants mayfreely adapt their clothing to the indoor and/or outdoor thermal conditions.

    EN 15231

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    Models of comfort can: predict the comfort that prevails in a building of a

    new type design buildings providing good comfort size and position the heating and cooling

    systems according to the comfort requirements Increase tolerance in naturally ventilated buildings

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    Predict the comfort

    Radiant temperature in a room with a coldwindow and radiator 36

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    References and relevant bibliography

    Bluyssen Philomena M.: The Indoor Environment Handbook How to Make Buildings Healthy and Comfortable, Earthscan ltd (United Kingdom), 2009, ISBN-13: 9781844077878

    http://new-learn.info/learn/packages/mulcom CIBSE: Guide A: Environmental design, ISBN: 1903287669 Ching & Adams (2003) Guide technique et pratique de la construction, p.

    358-359. EN ISO 7730 Ergonomics of the thermal environment - Analytical

    determination and interpretation of thermal comfort using calculation of the PMV and PPD indices and local thermal comfort criteria (2005)

    ASHRAE Standard 55-2004 Thermal Environmental Conditions for Human Occupancy

    EN 15251 Indoor environmental input parameters for design and assessment of energy performance of buildings addressing indoor air quality, thermal environment, lighting and acoustics(1.12.2007)

    BRAGER, G. S., de DEAR, R. J.: Thermal adaptation in the builtenvironment: a literature review, Energy and Buildings 27, 1998

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