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HOW TO OPTIMISE ENERGY STORAGE IN BUILDINGS? Gilles Baudoin Research assistant (UCL-Architecture et Climat) Which applications for phase change materials? 27/09/2017 1

HOW TO OPTIMISE ENERGY STORAGE IN BUILDINGS?

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Page 1: HOW TO OPTIMISE ENERGY STORAGE IN BUILDINGS?

HOW TO OPTIMISE ENERGY STORAGE IN BUILDINGS?

Gilles BaudoinResearch assistant (UCL-Architecture et Climat)

Which applications for phase change materials? 27/09/2017

1

Page 2: HOW TO OPTIMISE ENERGY STORAGE IN BUILDINGS?

Phase Change Materials

In Building Applications

To Optimise Thermal Mass

PCM

2

Page 3: HOW TO OPTIMISE ENERGY STORAGE IN BUILDINGS?

Phase Change Materials

PCM

3

Page 4: HOW TO OPTIMISE ENERGY STORAGE IN BUILDINGS?

Why is an ice cube more efficient to cool my glass than 0°C liquid water?

4

0°C

20°C

17°C

0°C

7°C

Page 5: HOW TO OPTIMISE ENERGY STORAGE IN BUILDINGS?

Temperature: an indicator of sensibleand latent heat

5

Equivalent EnergyReservoir

80°C

0°C

335 kJ 335 kJ

Stored Heat[kJ/kg]

Page 6: HOW TO OPTIMISE ENERGY STORAGE IN BUILDINGS?

Unlike ice cube, latent reservoir of 0°C liquid water is already filled

6

0°C

0°C

20°C

20°C

0°C

Page 7: HOW TO OPTIMISE ENERGY STORAGE IN BUILDINGS?

Equilibrium is achieved at 17°C with 0°C liquid water

7

0°C

0°C

17°C

20°C

0°C

17°C

Page 8: HOW TO OPTIMISE ENERGY STORAGE IN BUILDINGS?

Equilibrium is achieved at 7°C with the ice cube

8

0°C

7°C

20°C

0°C

7°C

0°C

Page 9: HOW TO OPTIMISE ENERGY STORAGE IN BUILDINGS?

Main characteristics and differences betweenreal PCMs and ideal PCMs

9

T

E

Tf

ΔTf

Latent HeatEl [J/g]

Latent Heat

Heat Capacity [J/K]

Sensible Heat

Page 10: HOW TO OPTIMISE ENERGY STORAGE IN BUILDINGS?

Phase Change Materials

In Building ApplicationsPCM

10

Page 11: HOW TO OPTIMISE ENERGY STORAGE IN BUILDINGS?

MeltingTemperature Tf

Latent HeatEl [kJ/L]

Phase Change Materials… for building applications

11

1. Kalnæs, S.E. and B.P. Jelle, Phase change materials and products for building applications: A state-of-the-art review and future research opportunities. Energy and Buildings, 2015. 94: p. 150-176.

ComfortTemperature range

Page 12: HOW TO OPTIMISE ENERGY STORAGE IN BUILDINGS?

Is it somethingnew?

Telkes M. (1949) Storing solar heat in chemicals - A report on the Dover house

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Page 13: HOW TO OPTIMISE ENERGY STORAGE IN BUILDINGS?

PCM for building applications: an historicalperspective

± 2000

Micro-encapsulation

1949

Macro-encapsulation

Shape-Stabilized PCMs

Immersion

± 1980

P. Schossig (2005) point of view

2014

Kosny (2014) point of view

13

27/09/2017

Page 14: HOW TO OPTIMISE ENERGY STORAGE IN BUILDINGS?

P. Schossig (2005) point of view: limitation of previous works

• PCMs that are not encapsulated may interact with the building structure and change the properties of the matrix materials, or leakage may be a problem over the lifetime of many years.

• Macro- capsules have the disadvantage that they have to be protectedagainst destruction while the building is used (no drilled holes or nails in the walls/ceiling).(…) Another problem with macro-capsules is the decreasing heat transfer rate during the solidification process when PCMslike paraffins are used, with poor heat transfer coefficients in the solidstate. This may prevent the system from discharging completely overnight.

• Due to these limitations, none of the PCM products had a big marketimpact.

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Page 15: HOW TO OPTIMISE ENERGY STORAGE IN BUILDINGS?

Classification of PCMs integration in building

EnvelopeSystems

PCMs

1 23

1. System applications2. Passive applications3. Active applications

RessourcesOccupant comfort

15

Page 16: HOW TO OPTIMISE ENERGY STORAGE IN BUILDINGS?

Technical specifications for PCMs selection

16

1. Soares, N., et al., Review of passive PCM latent heat thermal energy storage systems towards buildings’ energy efficiency. Energy and Buildings, 2013. 59: p. 82-103.

Page 17: HOW TO OPTIMISE ENERGY STORAGE IN BUILDINGS?

Commercial PCM products for passive applications

17

Energain

SSPCM

ENRG Blanket

Macro-encapsulation

Knauf

Micro-encapsulation

Page 18: HOW TO OPTIMISE ENERGY STORAGE IN BUILDINGS?

Phase Change Materials

In Building Applications

To Optimise Thermal Mass

PCM

18

Page 19: HOW TO OPTIMISE ENERGY STORAGE IN BUILDINGS?

Thermal mass and water reservoir analogy

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Heat Capacity[Joules/K]

Reservoir Area[L/m]

Stored Energy [Joules] Stored Water [L]

TWater Height[m]

Page 20: HOW TO OPTIMISE ENERGY STORAGE IN BUILDINGS?

Thermal mass in the « building system »

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ΔT

Internal gains

Solar gains

Inside

Tint

TextOutside

Intensive ventilation

Ex/infiltrationHygienic ventilation

Transmission

Intermittent RenewableEnergy

Energy NR

Energy NR

HeatingSystem

CoolingSystem

Tc

Page 21: HOW TO OPTIMISE ENERGY STORAGE IN BUILDINGS?

PCMs change thermal mass shape

21

Heavyweight Lightweight PCM tuning

T

Page 22: HOW TO OPTIMISE ENERGY STORAGE IN BUILDINGS?

Levers for action to optimise thermal mass

22

Heat capacity

Heat capacity used (24 h)

Meltingtemperature

Latent Heat

Latent HeatUsed (24h)

Active > 24h

Air EnvelopeFurniture

Active < 24h

Tc

2 PCMS withdifferent Tf

Activation

Page 23: HOW TO OPTIMISE ENERGY STORAGE IN BUILDINGS?

Classical PCM use to increase thermal mass in lightweight buildings

23

« Lightweight » Building

+

PCM

=

PCM Envelope

T confort

Page 24: HOW TO OPTIMISE ENERGY STORAGE IN BUILDINGS?

Case study: effect of thermal mass optimisation on cooling loads in a south-oriented office

• Scenarios for cooling

• Thermal mass variation without PCM

• Thermal mass variation with PCM

1 m2 PCM/m2 floor

Gains

Loss

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Page 25: HOW TO OPTIMISE ENERGY STORAGE IN BUILDINGS?

Effect of different scenarios on the annualcooling energy (kWh/m2 an)

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ΔT

Gains

Inside

Tint

TextOutside

HeatingSystem

Cooling System

Tc

I

LossI

Page 26: HOW TO OPTIMISE ENERGY STORAGE IN BUILDINGS?

Effect of different scenarios on the annualcooling energy (kWh/m2 an)

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ΔTIntérieur

Tint

TextExtérieur

Tc

Loss

GainsS1 = S0 + Heat Recovery

33

S2 = S1 + Solar protection

25

S3 = S2 + Diurnal Free Cooling

15S4 = S3 + Night Free

Cooling7

S0 Heavyweight

35

I

Passive

DayNightCooling

System

Page 27: HOW TO OPTIMISE ENERGY STORAGE IN BUILDINGS?

Effect of thermal mass on the annualcooling energy (kWh/m2 an)

27

ΔTIntérieur

Tint

TextExtérieur

Tc

Loss

GainsS1 = S0 + Heat Recovery

33

S2 = S1 + Solar Protection

25

S3 = S2 + Diurnal Free Cooling

15

S4 = S3 + Night Free Cooling

7

S0 Heavyweight

35

I

Passive

DayNightCooling

System

1

2

1

3

Page 28: HOW TO OPTIMISE ENERGY STORAGE IN BUILDINGS?

Effect of thermal mass + PCM on the annualcooling energy (kWh/m2 an)

28

ΔTIntérieur

Tint

TextExtérieur

Tc

Loss

Gains

S4H

7.03

IDayNightCooling

System

1 m2 exchange surface/ m2 floor

PCM effect:El 110 J/g; Tf 23; ΔTf 10,53 cm PCMs wallboard

6.86 5.69

ΔEc 1.17 ; 17%

S4L

10.32 10.297.83

ΔEc 2.46 ; 24%

1,3 m2/m2 floorExchange Surface

Page 29: HOW TO OPTIMISE ENERGY STORAGE IN BUILDINGS?

Cooling loads evolution (kWh/m2 an) in different scenarios

35,03

33,71

24,50

14,59

7,03

6,86

5,69

10,32

10,29

7,83

7,03

4,62

S0 Lourd

S1 Lourd (Echangeur de chaleur)

S2 Lourd (Protection solaire)

S3 Lourd (Ventilation 2V/h diurne)

S4a Lourd (Ventilation 2V/h nocturne Tset 21)

S4a Lourd + 1m2 /m2

S4a Lourd + 1m2 PCM/m2

S4a Léger

S4a Léger + 1m2/m2

S4a Léger + 1m2 PCM/m2

S4a Léger + 1,3m2 PCM/m2

S4b (Ventilation 2V/h nocturne Tset 15)

↗LambdaΔEc 0.1

↗ Exchance surfaceΔEc 0.4

↗ PCM quantity4 ep: ΔEc 0.44 surf: ΔEc 2.4

ΔEc 1.17 ; 17%

ΔEc 2.46 ; 24%

1 m2 exchange surface/ m2 floorEl 110 J/g; Tf 23; ΔTf 10,53 cm PCMs wallboard

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Page 30: HOW TO OPTIMISE ENERGY STORAGE IN BUILDINGS?

PCM in Building Applicationsto Optimise

Thermal MassSTOCC

30

Gilles BaudoinArchitecture et Climat - UCL

Page 31: HOW TO OPTIMISE ENERGY STORAGE IN BUILDINGS?

Appendix 1: Ecooling in function of Tf,ΔTf and El

0,00

1,00

2,00

3,00

4,00

5,00

6,00

7,00

20 22 24 26

Energain

Without pannel

1 m2 exchange surface/ m2 floorEl 110 J/g; Tf 23; ΔTf 10,53 cm PCMs wallboard

↗ El , ↘ E cooling(110 ,220 (limite paraffine),550 (limite sels hydratés) ,1100 (cas extrême)

↗ ΔTf , ↗ E cooling(1,3,6,10)

Optimum Tf 23°C

E cooling(kWh/m2an)

Melting Temperature Tf

Page 32: HOW TO OPTIMISE ENERGY STORAGE IN BUILDINGS?

Appendix 2: Ecooling in function of PCM quantity: increasing of width and number of panels

0

1

2

3

4

5

6

7

0 5 10 15 20 25

E cooling(kWh/m2an)

x * the initial surface/width

Ep varS varLambda variable

PCM

PCM…

PCMPCM

Page 33: HOW TO OPTIMISE ENERGY STORAGE IN BUILDINGS?

Appendix 3: cooling loads in the south-oriented office

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