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SENCO
INTEGRATED SYSTEM MODELLING
January 2005
Mark Barrett
Coping with variability: integrating renewables into the electricity system.
A one day conference at the Open University
24th January 2006
[email protected] SENCO Sustainable Environment Consultantswww.sencouk.co.uk
SENCO
2
Outline of talk
Introduction
Scenario context
– Demand
– Electricity supply context
Energy, space and time
– problem illustrated
– load management
– demand and renewable supply correlation
– annual sample day simulation model
– optimisation
– beyond the UK
Supply security
A comprehensive UK energy scenario (under development) is to be found here:
www.sencouk.co.uk/Energy/UKEnergy/
SENCO
3
The energy system: demand and supply options
PRIMARY ENVIRONMENTAL IMPACT
ENERGY DEMAND ENERGY CONVERSION PRIMARY ENERGY
Finite energyFossil
Income energy
Finite energy
Fission
Geothermal
Sun
Moon
GasOil
Coal
Heat
Kinetic
Heat
Electricity
Kinetic
Light
Chemical
Cool
Generator
Waste heat
Heat pump
Chemical
Heater
Nuclear
Transport
Waste heat
ENVIRONMENTAL HEAT
Tidal
Wave
Wind
HydroHeat
Biomass
LightDomestic
Services
Industry
Heat engine
Impact Impact
Fusion
Motor
Fuel cell E
Energy demands and sources interact and can be combined in limitless ways.
SENCO
4
Integrated planning
Energy planning should be integrated across all segments of demand and supply. If this is not done, the system may be technically dysfunctional or economically suboptimal. Energy supply requirements are dependent on the sizes and variations in demands, and this depends on future social patterns and demand management. For example:
• In 2040, what will electricity demand be at 4 am? If it is small, how will it affect the economics of supply options with large inflexible units, such as nuclear power?
• The output from CHP plants depends on how much heat they provide, so the contribution of micro-CHP in houses to electricity supply depends on the levels of insulation in dwellings.
• Solar collection systems produce most energy at noon, and in the summer. The greater the capacity of these systems, the greater the need for flexible back-up supplies and storage for when solar input is low.
• The scope for electric vehicles depends on demand details such as average trip length. Electric vehicles will add to electricity demand, but they reduce the need for scarce liquid fuels and add to electricity storage capacity which aids renewable integration.
• Electricity supply systems with a large renewable component require flexible demand management, storage, electricity trade and back-up generation; large coal or nuclear stations do not fit well into such systems because their output cannot easily be varied over short time periods.
• The amount of liquid biofuels that might available for air transport depends on how much biomass can be supplied, and demands on it for other uses, such as road transport.
• Is it better to burn biomass in CHP plants and produce electricity for electric vehicles, or inefficiently convert it to biofuels for use in conventional engines?
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Modelling the energy demand and supply system: the challenge
The energy demand and supply system needs to be analysed on different temporal and spatial scales. This system is globally interconnected, but some connections are strong (e.g. intra-UK electricity system) while others are weak (UK gas and African oil demand)
Time scales
Demands and renewable supplies vary with social activity patterns and the weather. There can be significant variations over seconds, minutes, hours, days, day of week, months and years.
Spatial scales
Demands and renewable supplies vary spatially: from within buildings, to local, regional, national and international levels.
The modelling challenge
No model can represent details of the whole system at all temporal and spatial levels. The art is to achieve a balance so that all important processes and energy policy options are covered.
Aspects that need further exploration include:
– the context of the future energy scenario
– future demands
– storage and non-renewable supply
– electricity trade
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Electricity system design with variable sources : elements 1
Electricity demands
• energy services - type, temperature, quantity, time, weather dependency
– non-heat (motive, lighting, equipment) and storable heating/cooling
– interruptible load
• end use technologies; control, storage, interruptibility
– space and water heaters, fridges, freezers, dishwashers, clothes washers
• multi-fuelled energy services
– electric/ solar / gas heating
– electric / liquid fuelled hybrid cars
Energy storage
• Parameters
– energy form input, output and stored (electricity, heat, ..)
– storage capacity (J)
– input and output power (W)
• Type and system location
– end use storage
• embedded in end use technologies (building thermal mass, refrigerators)
• purpose built (hot water tank, solid heat storage heater)
– local /neighbourhood storage
• garage for refuelling electric vehicles
– system storage
• centralised pumped storage
SENCO
7
Electricity system design with variable sources : elements 2
Generation
• Renewable
– resource intensity variation in space and time of hydro, wind, wave, solar, tidal, biomass
– technology output variation a function of resource variation and design
• minimum/ maximum resource intensity for operation
• efficiency variation with resource intensity
– manipulation of technology output variation
• spatial distribution of wind, wave, solar, tidal energy collectors
• technology design; solar collection orientation, tidal scheme configuration
• CHP
– heat load size and temporal variation
– CHP technology; variable heat: electricity ratio
• Back-up; biomass, fossil, nuclear
Regional and international linkage
System operation
– prediction in time and space
• demand
• supply
– system control
• end use
• supply
SENCO
8
Domestic sector: house heat loss factors
Implementation of space heat demand management (insulation, ventilation control) depends on housing needs and stock types, replacement rates, applicability of technologies
0
50
100
150
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300
350
1990
1995
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2005
2010
2015
2020
2025
2030
2035
2040
2045
2050
W/o
C
Vent loss
Roof
Window
Wall opaque
Floor
GBR: TechBeh: W/oC : Elements
SENCO
9
House: monthly space heating and cooling loads
0.0
1.0
2.0
3.0
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1 2 3 4 5 6 7 8 9 10 11 12
GJ/
mo
nth
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15
20
25
30
35
40
oC
Gross
Incidental gain
Solar
Heat
Cool
Ambient temperature
Equilibrium temperature, noheating/cooling
Thermostat temperature
United Kingdom 2005 : TechLifestyle Scenario : House temperatures and heat flows
-2.0
-1.5
-1.0
-0.5
0.0
0.5
1.0
1.5
2.0
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1 2 3 4 5 6 7 8 9 10 11 12
GJ/
mo
nth
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10
15
20
25
30
35
40
oC
Gross
Incidental gain
Solar
Heat
Cool
Ambient temperature
Equilibrium temperature, noheating/cooling
Thermostat temperature
United Kingdom 2050 : TechLifestyle Scenario : House temperatures and heat flows
• Future space heating need greatly reduced
• Potential growth in air conditioning depends on detailed house design and temperature control
• Less seasonal variation in demand
SENCO
10
Domestic sector: electricity use
Electricity demand is reduced because of more efficient appliances, including heat pumps for space heating.
0
50
100
150
200
250
300
350
400
450
500
1990
1995
2000
2005
2010
2015
2020
2025
2030
2035
2040
2045
2050
PJ
AirCon_EH
HeatOff_EH
Heater_EH
Heater_EH
Cooker_EH
CWash_EW
Freezer_EH
Refrig_EH
Refrig_EH
DishW_EW
CWash_EW
Light_EL
Equip_E
GBR: TechBeh: Residential : Electricity
SENCO
11
Transport: passenger vehicle distance
A large reduction in road traffic reduces congestion which gives benefits of less energy, pollution and travel time.
0
50
100
150
200
250
300
350
400
450
1990
1995
2000
2005
2010
2015
2020
2025
2030
2035
2040
2045
2050
Gv.
km
Int:Pas:Plane_LB
Int:Pas:Plane_K
Int:Pas:Ship_D
Nat:Pas:Ship_D
Nat:Pas:Plane_K
Nat:Pas:Rail_E
Nat:Pas:Rail_LB
Nat:Pas:Rail_D
Nat:Pas:Bus_E
Nat:Pas:Bus_H2
Nat:Pas:Bus_CNG
Nat:Pas:Bus_LB
Nat:Pas:Bus_D
Nat:Pas:Car_E
Nat:Pas:Car_H2
Nat:Pas:Car_LB
Nat:Pas:Car_LPG
Nat:Pas:Car_D
Nat:Pas:Car_G
Nat:Pas:MCyc_G
Nat:Pas:Bike_S
GBR: TechBeh: Passenger : Vehicle distance
SENCO
12
End use sectors: energy delivered by fuel
Reduction in fossil fuel use through efficiency and shift to alternatives.
0
1000
2000
3000
4000
5000
6000
7000
800019
90
1995
2000
2005
2010
2015
2020
2025
2030
2035
2040
2045
2050
PJ
H_Solar
S_Bio
L_Bio
G_Bio
S_CHP
L_CHP
G_CHP
H_Pipe (DH)
E_Ele
S_Fos
L_AviKje
L_MotGas
L_GasDie
L_LiqPeG
L_Fos
G_Fos
GBR: TechLifestyle: Delivered : by fuel
SENCO
13
Energy supply: electricity
Options exercised:
• Phase out of nuclear and coal generation
– some fossil (coal, oil, gas) capacity may be retained for security
• Extensive installation of CHP, mainly gas, in all sectors
• Utilisation of biomass waste and biomass crops
• Large scale introduction of renewable electricity
– wind, solar, tidal, wave
Electricity supply in the scenarios requires more analysis of demand and supply technicalities and economics, particularly:
• future technology costs, particularly of solar-electric systems such as photovoltaic
• demand characteristics including load management and storage
• renewable supply mix and integration
SENCO
14
Energy supply: electricity : generating capacity
Capacity increases because renewables (especially solar) and CHP have low capacity factors. Some fossil capacity retained for back-up and security.
0
20
40
60
80
100
120
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180
1990
1995
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2020
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2050
GW
e
S_Fos
L_FueOil
G_Fos
N_Nuc
S_Bio
L_Bio
G_Bio
S_MunRef
E_Hydro
H_Geothe
H_Solar
E_Wave
E_Tide
E_Wind
Pump_E
S_Fos
L_Fos
G_Fos
S_
L_
G_
GBR: TechBeh: Electricity : Capacity : GWe
SENCO
15
Electricity: generation
Finite fuelled electricity-only generation replaced by renewables and CHP. Proportion of fossil back-up generation depends on complex of factors not analysed with SEEScen.
0
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600
800
1000
1200
140019
90
1995
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2005
2010
2015
2020
2025
2030
2035
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2045
2050
PJe
S_Fos
L_FueOil
G_Fos
N_Nuc
S_Bio
L_Bio
G_Bio
S_MunRef
E_Hydro
H_Geothe
H_Solar
E_Wave
E_Tide
E_Wind
Pump_E
S_Fos
L_Fos
G_Fos
S_
L_
G_
GBR: TechBeh: Electricity : Output : PJe
SENCO
16
Energy flow charts
The flow charts show basic flows in 1990 and 2050, and an animation of 1990-2050. These illustrate the relative magnitude of the flows.
Note that the scale of these charts varies.
Observations:
• Energy services:
– space heating decreases
– other demands increase, especially motive power and transport
• Fuel supply
– increase in efficiency (CHP)
– increase in renewable heating, biomass and electricity
– imports of gas and oil are required
– electricity is exported
SENCO
17
UK Energy flow chart: 1990SENCO GBR : TechBeh : Y1990
Trade Extraction Fuel processing Electricity and heat Delivered Sectors Useful energyEnvironment
Waste energy
Trd_E
Trd_N
Ext_G
Ext_S
Ext_L
Solid
Nuclear
Refinery Liq
Solid
Nuclear
L_FueOil
ElOnly
Gas
Solid
Elec
Liq
Biomass Food
Res_G_
Res_S_Res_E_Res_L_
Ser_G_Ser_S_Ser_E_Ser_L_
Ind_G_
Ind_S_Ind_E_
Ind_L_
Oth_G_Oth_L_
Tra(nat) E
Tra(nat) L
Tra(int) L
Mot W
Proc W
H>120C
H<12-C
Water H
Space H
Space ACCool
CO2 CO2
SENCO
18
UK Energy flow chart: Animation 1990 to 2050
SENCO
19
UK Energy flow chart: 2050SENCO GBR : TechBeh : Y2050
Trade Extraction Fuel processing Electricity and heat Delivered Sectors Useful energyEnvironment
Waste energy
Trd_G
Trd_E
Trd_L
Ext_G
Ext_S
Biomass
Solid
Wind
TideWave
Solar
Biowaste
BiomassBiomass
proc
Refinery
S_BioL_Bio
Liq
Wind
TideWaveSolar
Waste
CHPDHFuI
ElOnly
Auto
CHPDH_H
Auto_H
Gas
G_CHP
H_Solar
Solid
Elec
Heat
L_CHP
Liq
Biomass Food
Res_G_CHPRes_H_Solar
Res_E_
Ser_G_CHPSer_H_SolarSer_E_
Ind_G_Ind_G_CHP
Ind_H_SolarInd_S_Ind_E_
Ind_L_Ind_L_CHP
Oth_G_
Tra(nat) ETra(nat) L
Tra(int) L
Mot W
El equip
Proc W
Light
H>120C
H<12-C
Cooking
Water H
Space H
Space AC
Cool
CO2
SENCO
20
Energy systems in space and time
SEEScen has a main focus on annual flows, although it can simulate seasonal and hourly flows.
Other models are required to analyse issues arising with short term variations in demand and supply, and with the spatial location of demands and supplies.
Questions arising:• Can energy service demands be met hour by hour?• What spatial issues might arise? Increasing the geographical range of electricity systems
increases the temporal diversity of demand and supply.
• What is the best balance between :– local supply and long distance transmission?– demand management, variable supply, optional or back up generation and system or
local storage?
These questions can be posed for different time scales (hour by hour, by day of week, seasonal) and spatial scales (community, national, international).
The EleServe, EST and InterTrade models have been used to illustrate the issues and indicate possible solutions for integrating spatially separate energy demands and sources, each with different temporal characteristics.
SENCO
21
UK energy, space and time illustrated with EST
SENCO
22
UK energy, space and time illustrated with EST : animated
SENCO
23
Technology configuration
What is the best configuration?
Demand Supply
Heat
Solar thermal
Gas
Boiler
Wave
Wind turbine
Light
Wave machin
Solar PV
CHP
Elec
Heat engine
Boiler
TideTide machin
Heat engine
Oil
Coal
Wind
Water
Space
CHP
Applian
Light
Cook
Sun
Heat engine
SENCO
24
Building store CHPWave
22 Acacia
Local storeCoal
23 Acacia
Wind
SystemDemand store
Gas CCConverter
Store
Node CityWind
FRANCEUnit cost
Time varyingDemand
SupplyStorage
Energy, space and time problem
What is the best configuration?
What capacities?
Where to locate converters and stores?
Where to place transmission nodes?
SENCO
25
EleServe : matching demand to supply with load management
The EleServe model has these components:Electricity demand • disaggregated into segments across sectors and end uses• each segment with
– a temporal profile– load management characteristics
Electricity supply• each renewable source with own temporal profile• heat related generation with its own temporal profile• optional thermal generators characterised by energy costs at full and part load, and for starting up• trade and system storage
Operational control• load management: demands are moved if the net cost is of a move is negative, accounting for
differences in marginal supply costs, energy losses and other operational costs• optional units brought on line to minimise diurnal costs
The following graphs demonstrates the role that load management can play in integrating variable renewables and CHP into electricity supply. Heat and electricity storage (hot water tanks, storage heaters, vehicle batteries) can be used to store renewable energy when it is available, so that the energy can later be used when needed.
SENCO
26
Electricity : diurnal operation without load management
SENCO
27
Electricity : animated load management optimisation
SENCO
28
Electricity : diurnal operation with load management
EleServe Scenario: Efficiency + CHP + renewables 2025 Winter day : Summer day SENCO
System
-5
0
5
10
15
20
25
30
1 25
hrs
GW
System demand
Essentialgeneration
Dem Net E
Trade
Dem Net ET
Store
Dem Net ETS
Optionalgeneration
Reserverequirement
Reservestore+hydro
Res req. Net Store
Demand (LM)
0
5
10
15
20
25
30
0 0
hrs
GW
I:Fue:Gen I:Ind:Lig
I:Ind:Mot I:Ind:Pro
O:Far:Gen O:Pub:Lig
O:Tra:Mot S:Com:Ref
S:Com:Spa S:Com:Coo
S:Com:Lig S:Com:Mis
S:Com:Spa S:Com:Wat
S:Pub:Ref S:Pub:Spa
S:Pub:Coo S:Pub:Lig
S:Pub:Mis S:Pub:Spa
S:Pub:Wat R:Fri:Ref
R:Fri:Ref R:Fre:Ref
R:Coo:Coo R:Was:Was
R:Clo:Was R:Dis:Was
R:Tel:App R:Mis:App
R:Lig:Lig R:Hot:Wat
R:Unr:Spa R:Off:Spa
R:Coo:Spa
Marginal costs
0.00
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hrs
p/kW
h
Distribution
Startup energy
Generation energy
Generation
0
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30
0 0
hrs
GW
1 RTid 2 RAer3 RWav 4 RSolPV5 RHydhh 8 Gchp6 Gchp 7 Ochp9 N 10 N12 C 19 C17 C 11 C18 C 13 C16 C 15 C14 C 53 Gcc42 Gcc 39 Gcc28 Gcc 43 Gcc54 Gcc 58 Gcc32 Gcc 30 Gcc60 Gcc 38 Gcc48 Gcc 33 Gcc40 Gcc 41 Gcc59 Gcc 50 Gcc45 Gcc 61 Gcc46 Gcc 52 Gcc31 Gcc 29 Gcc36 Gcc 56 Gcc51 Gcc 27 Gcc44 Gcc 57 Gcc49 Gcc 47 Gcc35 Gcc 37 Gcc55 Gcc 24 G23 G 25 O26 O 22 G21 G 20 G62 Ogt 63 Ogt65 Ogt
0
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GW
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1 25 0
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SENCO
29
EleServe : matching demand to supply with load management
The simulation with the EleServe model demonstrates how a variable electricity supply of about 50% of peak demand, using heat storage alone, can be absorbed such that the net demand met by optional generation is flat.
This indicates that large fractions of variable electricity supply can be absorbed into the electricity system without special measures.
The question then is how the bulk of supply might be met with variable sources.
SENCO
30
Demand and supply correlation: general considerations
• Weather variables are correlated• Energy demands vary with time because of
social activity patterns and weather• Renewable energy supply is weather dependent.
The firm capacity of renewables is that amount of switchable (biomass/fossil/nuclear) capacity that doesn’t have to be built to meet demands with a certain probability.
The firm capacity of a renewable depends on the correlated variations in demands and that renewable supply, and the variations in some demands depend on the same weather parameters as the outputs from some renewables.
To illustrate:• if solar PV were to meet space heating demand,
its firm capacity would probably be close to 0%; if it were to meet air-conditioning demand it might be 50% as large A/C loads occur at times of high insolation.
• a significant fraction of space heating is positively correlated to wind speed and wind power, because it increases ventilation losses; whereas A/C load is negatively correlated with wind.
Insolation Ambient temp
Wind speed
Demand Space heat - - +
Lighting -
Air cond + + -
Cooling + + -
Transport + + -
Supply Wind +
Solar thermal
+ +
Solar PV + -
Heat pump +
Wave +
The table summarises these relationships, where ‘+’ means an increase of demand or supply flow with weather parameter. Note that the locations of demand and supply have to be accounted for; in general, the greater their separation, the less correlation between weather parameters.
SENCO
31
Demand and supply correlation : example; building heat loss and wind
The heat loss factors (W/C) from buildings due to ventilation and convection increase with wind speed. The chart illustrates these changes in a well insulated house, along with wind power, which increases as the cube of wind speed within the aerogenerator operating range. Assuming 10 M houses with temperature difference (internal-ambient) of 10 C, then the total heat loss from these houses rises from 13 GW to 16 GW as wind speed increases from 0 to 10 m/s. Note this ignores time lags due to building thermal mass and difference in demand and supply location,
0
20
40
60
80
100
120
140
160
180
0 1 2 3 4 5 6 7 8 9 10
Wind m/s
Hea
t lo
ss W
/C
0
20
40
60
80
100
120
Win
d p
ow
er
Vent
Glazing
Total heat loss
Wind power
SENCO
32
Demand and supply day sampling
The VarInt module of the EST model simulates weather, demand and supply hour by hour.
It comprises these calculations:
• Randomised weather is generated
• Hourly demands, dependent on weather and use patterns, are calculated
• CHP supply is calculated from heat loads
• Renewable supply is calculated from weather parameters
• Excesses and deficits of variable energy as compared to demand are calculated
• Excesses and deficits are input or output to trade, electricity stores and heat stores
• Any remaining deficit is met with optional generation (e.g. biomass or coal)
It works in two modes:
• Day sampling to estimate the storage capacity (GWh, GW) required to meet deficits and ensure no renewable energy wastage
• Optimisation: the minimum cost of meeting a given fraction of demand from variable sources is found.
These current results are for illustration only. They show a system in which electricity demands are, over the sampled year, met entirely from variable renewable and CHP electricity.
SENCO
33
VarInt : Sample dayThe Weather chart shows:
– ambient temperature, solar intensity and wind speed at demand location
– wind speeds, wave intensity and height of tide
The Demands and supply chart shows :
– weather dependent demands: air conditioning, lighting, space heat
– weather independent, electricity specific demands
– ‘additional demands’: inputs to stores, outputs to trade
The Supplies and demand chart shows :
– renewable generation: hydro, tidal, wave, aerogeneration , solar generation
– CHP
– ‘additional supplies’: outputs from stores, inputs from trade
– optional generation
The Cumulative demand and supply chart shows cumulative total demand and supply; the maximum difference between these determines storage needs.
The Data table shows:
– The difference between the day’s energy demand and supply (deficit shown positive)
– The maximum instantaneous shortfall in supply in any hour (GW)
– The storage requirement if no supply is to be wasted
SENCO
34
VarInt : Sample day : day of variable supply excessSENCO Energy, space, time model Demand and supply day sampling Month 1 Dummy data Days sampled 37
Current Max AverageDay's supply energy deficit -1018 273 266 GWh
Maximum supply power deficit 12 11 11 GWDiurnal storage requirement 134 49 48 GWh
Weather
0.0
2.0
4.0
6.0
8.0
10.0
12.0
14.0
16.0
1 5 9 13 17 21
Tem
p (C
) / w
ind
spee
d (m
/s)
0
50
100
150
200
250
Inso
lati
on (
W/m
2)
Tamb1
Wv_d1
Wv_g1
Wv_g2
Tide_g1
Sol_d1
Wave_g1
Demands and supply
0
10
20
30
40
50
1 5 9 13 17 21
GW
StHea_In
StEle_In
TradeOut
D_AC1
D_Lig1
D_Sp1
D_Hea1
D_ElSpe1
D_ElSpe1
D_AC1
D_Sp1
D_Lig1
SVar
SupTot
Supplies and demand
0
5
10
15
20
25
30
35
40
45
4 8 12 16 20
GW
Optional
StEle_Out
TradeIn
StHea_Out
Sol_g1
Aer_g2
Aer_g1
Hydro
Wave_g1
Tid_g
CHP
SVar
StEle_In
Tid_g
Sol_g1
Aer_g2
Hydro
Dem_Tot
Cumulative demand and supply
0
100
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300
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500
600
700
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23
GW
h
Dem cum
Sup cum
SVarCum
SENCO
35
VarInt : Sample day : day of variable supply deficitSENCO Energy, space, time model Demand and supply day sampling Month 1 Dummy data Days sampled 37
Current Max AverageDay's supply energy deficit -55 273 266 GWh
Maximum supply power deficit 10 11 11 GWDiurnal storage requirement 44 49 48 GWh
Weather
0.0
2.0
4.0
6.0
8.0
10.0
12.0
1 5 9 13 17 21
Tem
p (C
) / w
ind
spee
d (m
/s)
0
50
100
150
200
250
Inso
lati
on (
W/m
2)
Tamb1
Wv_d1
Wv_g1
Wv_g2
Tide_g1
Sol_d1
Wave_g1
Demands and supply
0
10
20
30
40
50
1 5 9 13 17 21
GW
StHea_In
StEle_In
TradeOut
D_AC1
D_Lig1
D_Sp1
D_Hea1
D_ElSpe1
D_ElSpe1
D_AC1
D_Sp1
D_Lig1
SVar
SupTot
Supplies and demand
0
5
10
15
20
25
30
4 8 12 16 20
GW
Optional
StEle_Out
TradeIn
StHea_Out
Sol_g1
Aer_g2
Aer_g1
Hydro
Wave_g1
Tid_g
CHP
SVar
StEle_In
Tid_g
Sol_g1
Aer_g2
Hydro
Dem_Tot
Cumulative demand and supply
0
50
100
150
200
250
300
350
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VarInt : Day sampling : animation
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Demand and supply day sampling
This illustrative modelling indicates how large fractions of variable renewable and CHP electricity might be absorbed using system and ‘sub-system’ storage.
In practice, not all demand-supply mismatch would be absorbed with storage as it would not be the least-cost option.
System planning would take into account the statistics of the variations in demand and supply.
For the dummy data, the histograms shows some statistics from 500 random sample days based on dummy data:
– On about 10% of the days, storage requirement is greater than about half the maximum.
– Although the average energy deficit is zero, the distribution is skewed
Storage requirement
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12 72 132 191 251 311 371 430 490 550 610
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-694 -509 -323 -138 48 233
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Demand and supply day sampling: diurnal storage requirements
For sample dummy data and weather functions modelled, approximate storage needs were calculated for the worst days in which storage capacity is maximum in terms of GW and GWh.
This is a maximum day’s storage scenario in that it assumes:
– no interruptible or degradable demands
– no ‘firm’ generation from biomass, fossil or nuclear fuels
– no electricity trade, either import or export
The current UK system level storage capacity provided by pumped storage is about 2 GW power and 10 GWh energy.
Residual needs can be met by ‘sub-system’ storage at the neighbourhood or building/vehicle level. For illustration, it is assumed that about half of the residual need is provided each by:
– 25 M hot water tanks in buildings of capacity 450 litres and maximum temperature change 20 C (e.g. 40 C to 60 C) providing 11 kWh energy storage per tank, and a heat input power of 0.4 kW
– 10 M electric vehicle battery sets in cars, local garages, etc. of energy capacity 43 kWh and power capacity 1.2 kW. Current vehicle batteries are around 30 kWh. Note that a fraction of in-vehicle batteries can not be used when vehicles are not grid connected.
Storage calculationStorage requirement (max) Max
Maximum supply power deficit GW 23Diurnal storage requirement GWh 613
System storage Pumped storage UK GW 2.0GWh 10.0
End use storage Buildings VehiclesStore output Heat Elec
Number M 25 10Fraction of total storage 45% 55%
Storage efficiency 99% 80%Capacity per unit kW 0.4 1.2
kWh 11.0 41.4
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VarInt : Sample yearSENCO Energy, space, time model Demand and supply year model Dummy data Months: 1,4,7,10 5 Days/month
Weather
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VarInt : Optimisation
The optimisation has these objectives and constraints:
Objective: Find minimum cost of system, where costs currently include;
• Capital costs of generation and storage
• Energy costs of optional generation (biomass, fossil) and trade
Decision variables:
• Capacities of variable generators, optional generation and stores
Constraints:
• Demands met
• Renewable output less than ‘economic’ maximum
• Fraction of optional generation less than some specified fraction
The optimisation is run for sample days representing a year of weather.
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VarInt : Optimisation :annual summaryOPTIMISATION
Months 4Days/month 5
SysPersNum 480EneNorm 0.0
Days sampled 500
SYSTEM SUMMARYFraction optional 5%
Energy CostTWh G£
Demand 131.9Supply Variable 137.9
Optional 0.0 0 GenerationNet storage loss 0.2 0Country supply 140.9
Country surplus 9.0Trade -9.0 -5 Trade value
Country supply 131.9139 Capital134 Total
Penalty Deficit/excess 00
Objective function 134
Demands Supply StorageRenewables Electricity Heat
D_L
ig1
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ea1
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p1
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_g1
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_g2
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GW GW GW GW GW GW GW GW GW GW GWh GW GW GWh GWCapacity 0 2 0 0 7 1 2 21 14 5 0 5 3 3 64 10 10 23 620 100
Max 1 15 25 25 5 5 6 5 20 100 999 100 100 999 100Min 0.6 0 0 0 0 0 4 2 0 2 10 2 20 10 20
Efficiency 86% 15% 25% 25% 15% 60% 0.88 0.88 1 0.88TWh 13 35 19 3 61 6 3 53 34 13 4 24 -9 0
Capacity factor 86% 14% 29% 28% 33% 325% 58% -39% 0% 0% 193% 0% -8% 57% 2%Net -12.18 175.3
Capital cost 1.0 1.0 1.0 1.0 1.0 1.2 5.0 1.0 1.0 1.8 2.0 0.4 1.0 0.5 0.1 0.5 0.1 0.1 0.1 0.0Total cost 1.0 12.1 20.8 14.0 8.2 0.3 1.9 2.6 1.4 6.4 5.0 1.0 2.3 62.0 0.0
Variable generators
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Hydro
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GW/GWh
Optimiser SENCO
Model sheet EneModSpaceTime
Termination criteriaTolerance 0
Evaluations 9999Time (mins) 55
Decision variablesSteps in range 3
Minima -100Maxima 100Output
First method Genetic
Genetic method Recipe
Min found
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VarInt : Sample year : Optimisation animated
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VarInt : Optimisation :annual summary animated
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Energy systems : multi-fuelling and operational issues
Multi-fuelling of demandsSome demands can be met by more than one fuel which can have benefits or disbenefits.For example, water heating might be met by a mix of solar, gas and electric heat.• Solar heating and solar electricity generation are highly correlated and so cannot be used for
substitution• Gas or some storable fuel could be used when insolation is low, but this supply would have a
low capacity factor.
Multi-fuelling has these disbenefits:• capital costs are high because several supply technologies are required• the net demand on the auxiliary fuel (e.g. gas) becomes peaky and problematic
Operational issuesThe design and operation of systems depends on the reliability with which demands and supplies can
be predicted over different time scales, from minutes to months, and the sophistication of control over demand and supply technologies.
• Predictability– energy efficiency and demand management such as insulation reduces less predictable,
weather dependent loads • Technology control
– demand technologies; conversion – system technologies
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International electricity : demand
Further connecting the UK system to other countries increases the benefits of diversity, at the cost of transmission.
The first chart shows the pattern of monthly demands for different European countries.
The second chart shows the normalised diurnal demand patterns for some countries. Note that these are all for ‘local’ time; time zone differences would shift the curves and make the differences larger.
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International electricity: supply; monthly hydro output
Hydro will remain the dominant renewable in Europe for some time. It has a marked seasonality in output as shown in the chart; note that hydro output can vary significantly from year to year. Hydro embodies some energy storage and can be used to balance demand and supply, to a degree determined by system design and other factors such as environment.
Normalised hydro output
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Electricity trade
• An extensive continental grid already exists
• Diversity of demand and supply variations across geographical regions
• What is the best balance between local and remote supply?
InterEnergy model
• Trade of energy over links of finite capacity
• Time varying demands and supply
• Minimise avoidable marginal cost
• Marginal cost curves for supply generated by model such as EleServe
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InterEnergy – trade optimisation animated
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Security: preliminary generalities 1
Energy security can be defined as the maintenance of safe, economic energy services for social wellbeing and economic development, without excessive environmental degradation. All forms of energy supply (renewable, fossil, nuclear) present some form of insecurity.
A hierarchy of importance for energy services can be constructed:
• Core services which it is immediately dangerous to interrupt
– food supply
– domestic space heating, lighting
– emergency services; health, fire, police
• Intermediate importance. Provision of social services and short-lived essential commodities
• Lower importance. Long-lived and inessential commodities
Part of security planning is for these energy services to degrade gracefully to the core.
The various energy supply sources and technologies pose different kinds of insecurity:
• renewable sources are, to a degree, variable and/or unpredictable, except for biomass
• finite fossil and nuclear fuels suffer volatile increases in prices and ultimate unavailability
• some technologies present potentially large risks or irreversibility
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Security : preliminary generalities 2
Supply security over different time scales
• Gross availability of supply over future years. The main security is to reduce dependence on the imports of gas, oil and nuclear fuels and electricity through demand management and the development of renewable energy.
• Meeting seasonal and diurnal variations. This mainly causes difficulty with electricity, gas, and renewables except for biomass. Demand management reduces the seasonal variation in demand and thence the supply capacity problem for finite fuels and electricity. Storage and geographical extension of the system alleviates the problem.
Security of economic supply.
• Demand management reduces the costs of supply.
– The gross quantities of fuel imports are less, and therefore the marginal and average prices
– The reduced variations in demand bring reduced peak demands needs and therefore lower capacity costs and utilisation of the marginal high cost supplies
• The greater the fraction of renewable supply, the less the impact of imported fossil or nuclear fuel price rise
• A diverse mix of safe supplies each with small unit size will reduce the risks of a generic technology failure
Security from technology failure or attack. In the UK, the main risk is nuclear power.
Security from irreversible technology risk. In the UK, nuclear power and carbon sequestration
Environment impacts. All energy sources and technologies have impacts, but the main concern here are long term, effectively irreversible, regional and global impacts. The greater the use of demand management and renewable energy, the less fossil and nuclear, the less such large impacts.
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Electricity security
Demand management will reduce generation and peak capacity requirements as it :• reduces total demand• reduces the seasonal variation in demand, and thence maximum capacity requirements
It has been illustrated how load management might contribute to the matching of demand with variable supply. This can be further extended with storage, control and interruptible demand.
During the transition to CHP and renewable electricity, supply security measures could be exercised:• Retain some fossil fuel stations as reserves. Currently in the UK, there are these capacities:
– Coal 19 GW large domestic coal reserve– Oil 4.5 GW oil held in strategic reserves– Dual fired 5.6 GW– Gas 25 GW gas availability depends on other gas demands
• Utilisation, if necessary of some end use sector generation. Currently in excess of 7 GW, but these plants are less flexible because they are tied to end use production, services and emergency back-up
• The building of new flexible plant such as gas turbines if large stations are not suitable
Electricity trade with other countries can be used for balancing. There are geographical differences in the hourly variations of demands and renewable supply because of time zones, weather, etc. The strengthening of the link between France and the UK, and creation of links with other countries would enhance this option.
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A wider view of the longer term future
Wealthy countries like the UK can reduce their energy demands and emissions with cost-effective measures implemented in isolation from other counties, and in so doing improve their security. However, at some point it is more practical and cost-effective to consider how the UK can best solve energy and environment problems in concert with other countries.
As global fossil consumption declines because of availability, cost and the need to control climate change, then energy systems will need to be reinforced, extended and integrated over larger spatial scales.
This would be a continuation of the historical development of energy supply that has seen the geographical extension and integration of systems from local through to national and international systems.
The development and operation of these extended systems will have to be more sophisticated than currently. Presently, the bulk of variable demands in rich countries is met with reserves of fossil and nuclear fuels, the output of which can be changed by ‘turning a tap.’ When renewable energy constitutes a large fraction of supply, the matching of demands and supplies is a more complex problem both for planning and constructing a larger scale system, and in operating it.
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Europe and western Asia – large point sources
The environmental impact of energy is a global issue: what is the best strategy for reducing emissions within a larger region?
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World
There are global patterns in demands and renewable supplies:
• Regular diurnal and seasonal variations in demands, some climate dependent
• Regular diurnal and seasonal incomes of solar energy
• Predictable tidal energy income
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World: a global electricity transmission grid?
• Should transmission be global to achieve an optimum balance between supply, transmission and storage?
• Which investments are most cost efficient in reducing GHG emission? Should the UK invest in photovoltaic systems in Africa, rather than the UK? This could be done through the Clean Development Mechanism
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Conclusions and further investigation
Conclusions
– The general energy scenario context is critical
– CHP and biomass potentials are critical assumptions
– Load management alows large fractions of variable sources to be accommodated without additional back-up capacity
– End use and local storage could play a significant role
Further investigation
Further detailed assumptions, modelling and analysis required of all aspects of system integration:
– Demands: size, weather dependence, interuptibility, storage, multi-fuelling
– Supplies: electricity trade, renewable output prediction, CHP control
– Demand and supply prediction and control
Data and modelling
• Real time weather data for demand and supply
• Externd optimisation include demand reduction and spatial aspects