Setup….

# setup directories
# define some global variables for folders
base_folder <- getwd()
#
parent_folder = "/Users/geremida/Dropbox/ZENE/R"
NEM_folder <- paste0(parent_folder,"/ZoneSubAnalysis/NEM/")
output_folder <- paste0(base_folder,"/Output/")

roundtrip_efficiency = 0.9
DUOS = 50 #DUOS cost / MWh
LUOS = 0
charge_start = 10
charge_end = 13
discharge_start = 17
discharge_end = 20
max_charging_spot_price = 50

process AEMO Spot price & arbitrage….

# SCENARIO 1
#filename = "Regional Wholesale Price - Qld - 01Jul20 - 30Jun21.csv"
filename = "Regional Wholesale Price - Qld - 01Dec20 - 30Nov21.csv"

NEM_SpotPrice <- fread(file=paste0(NEM_folder,
        filename),
        header = TRUE)
# Column SETTLEMENTDATE is char like 01-07-20 0:00
# so convert to datetime using lubridate
NEM_SpotPrice$SETTLEMENTDATE <- ymd_hms(NEM_SpotPrice$SETTLEMENTDATE)

NEM_SpotPrice <- NEM_SpotPrice %>%
  rename(datetime = SETTLEMENTDATE)
names(NEM_SpotPrice)[2] <- 'SpotPrice'
NEM_SpotPrice <- NEM_SpotPrice %>% mutate(hour = hour(datetime))

NEM_SpotPrice_charge <- subset(NEM_SpotPrice, (hour >= charge_start) & (hour <= charge_end)
                               & SpotPrice < max_charging_spot_price
                               )

NEM_SpotPrice_discharge <- subset(NEM_SpotPrice, (hour >= discharge_start) & (hour <= discharge_end)
                                  )
# charge at minimum price
charge_days <- summarize_by_time(NEM_SpotPrice_charge,
                                       .date_var = datetime,
                                       .by       = "day",
                                       ChargeCost = min(SpotPrice))

# discharge at maximum (on days when charging)
discharge_days <- summarize_by_time(NEM_SpotPrice_discharge,
                                       .date_var = datetime,
                                       .by       = "day",
                                       DischargeCost = max(SpotPrice))
 
# just do it on days when charging
arbitrage <- charge_days %>% left_join(discharge_days)
## Joining, by = "datetime"
arbitrage <- arbitrage %>% mutate(arbitrageCost = 
                          roundtrip_efficiency * (DischargeCost - ChargeCost)
                          - DUOS
                          )  

total_arbitrage = sum(arbitrage$arbitrageCost,na.rm=TRUE)
# 
non_renewable_averted = roundtrip_efficiency*count(arbitrage)

Battery arbitrage estimates - scenario 1

charge at minimum, discharge at maximum

Rationale

Use real historical spot price data for Queensland - see references below

Method: Optimistically fully charge at MINIMUM price beween hours of 10:00 and 13:00 on days if SpotPrice < $50
discharge on days when charging, and fully discharge at MAXIMUM price between hours of 17:00 and 20:00
arbitrage price difference is daily discharge price LESS daily charge price, and APPLY roundtrip efficiency of 90%, then SUBTRACT DUOS charge ($50/MWh)

Very crude MWh of fossil fuel averted could assume charges at 100% local renewable energy, for number of annual days when charging and apply roundtrip factor

should also add in an operating cost / MWh - see ANU report

Results

Data file processed is Regional Wholesale Price - Qld - 01Dec20 - 30Nov21.csv

Annual arbitrage / MWh battery = $131,418
(Crude) Annual non-renewable averted - MWh / MWh battery = 311 MWh

Note: assumption if that the 1 MWh of battery is fully charged (and then discharged) on days when the spot price for charging is less than the buy price threshold. If we (optimistically) assume that the battery is charged when there’s excess local solar being generated, discharging the battery when the sun isn’t shining is reducing the FF electricity needed at that time. So take number of days per year when battery is cycled(1 MWh / day) and apply roundtrip efficiency

# https://business-science.github.io/timetk/reference/plot_time_series.html
plot_time_series(arbitrage,datetime,arbitrageCost,
                 .title = "Arbitrage opportunity",
                 .x_lab = "Date",
                 .y_lab = "$ price difference",
                 .plotly_slider = TRUE)
arbitrage_subset <- subset(arbitrage, arbitrage$arbitrageCost < 200)
plot_time_series(arbitrage_subset,datetime,arbitrageCost,
                 .title = "Arbitrage opportunity SUBSET < $200",
                 .x_lab = "Date",
                 .y_lab = "$ price difference",
                 .plotly_slider = TRUE)

scenario 2….

# SCENARIO 2
#filename = "Regional Wholesale Price - Qld - 01Jul20 - 30Jun21.csv"
filename = "Regional Wholesale Price - Qld - 01Dec20 - 30Nov21.csv"

NEM_SpotPrice <- fread(file=paste0(NEM_folder,
        filename),
        header = TRUE)
# Column SETTLEMENTDATE is char like 01-07-20 0:00
# so convert to datetime using lubridate
NEM_SpotPrice$SETTLEMENTDATE <- ymd_hms(NEM_SpotPrice$SETTLEMENTDATE)

NEM_SpotPrice <- NEM_SpotPrice %>%
  rename(datetime = SETTLEMENTDATE)

names(NEM_SpotPrice)[2] <- 'SpotPrice'
NEM_SpotPrice <- NEM_SpotPrice %>% mutate(hour = hour(datetime))

NEM_SpotPrice_charge <- subset(NEM_SpotPrice, (hour >= charge_start) & (hour <= charge_end)
                               & SpotPrice < max_charging_spot_price
                               )

NEM_SpotPrice_discharge <- subset(NEM_SpotPrice, (hour >= discharge_start) & (hour <= discharge_end)
                                  )
# charge at MEAN price
charge_days <- summarize_by_time(NEM_SpotPrice_charge,
                                       .date_var = datetime,
                                       .by       = "day",
                                       ChargeCost = mean(SpotPrice))

# optimistically discharge at maximum (on days when charging)
discharge_days <- summarize_by_time(NEM_SpotPrice_discharge,
                                       .date_var = datetime,
                                       .by       = "day",
                                       DischargeCost = mean(SpotPrice))
 
# just do it on days when charging
arbitrage <- charge_days %>% left_join(discharge_days)
## Joining, by = "datetime"
arbitrage <- arbitrage %>% mutate(arbitrageCost = 
                          roundtrip_efficiency * (DischargeCost - ChargeCost)
                          - DUOS
                          )  

total_arbitrage = sum(arbitrage$arbitrageCost,na.rm=TRUE)
non_renewable_averted = roundtrip_efficiency*count(arbitrage)

Battery arbitrage estimates - scenario 2

charge at average price, discharge at average price

Rationale

Use real historical spot price data for Queensland - see references below

Method: Optimistically fully charge at MEAN price beween hours of 10:00 and 13:00 on days if SpotPrice < $50

discharge on days when charging, and fully discharge at MEAN price between hours of 17:00 and 20:00

arbitrage price difference is daily discharge price LESS daily charge price, and APPLY roundtrip efficiency of 90%, then SUBTRACT DUOS charge ($50/MWh)

Very crude MWh of fossil fuel averted could assume charges at 100% local renewable energy, for number of annual days when charging and apply roundtrip factor

should also add in an operating cost / MWh - see ANU report

Results

Data file processed is Regional Wholesale Price - Qld - 01Dec20 - 30Nov21.csv

Annual arbitrage / MWh battery = $34,555

(Crude) Annual non-renewable averted - MWh / MWh battery = 311 MWh

Note: assumption if that the 1 MWh of battery is fully charged (and then discharged) on days when the spot price for charging is less than the buy price threshold. If we (optimistically) assume that the battery is charged when there’s excess local solar being generated, discharging the battery when the sun isn’t shining is reducing the FF electricity needed at that time. So take number of days per year when battery is cycled(1 MWh / day) and apply roundtrip efficiency

# SCENARIO 3
#filename = "Regional Wholesale Price - Qld - 01Jul20 - 30Jun21.csv"
filename = "Regional Wholesale Price - Qld - 01Dec20 - 30Nov21.csv"

NEM_SpotPrice <- fread(file=paste0(NEM_folder,
        filename),
        header = TRUE)
# Column SETTLEMENTDATE is char like 01-07-20 0:00
# so convert to datetime using lubridate
NEM_SpotPrice$SETTLEMENTDATE <- ymd_hms(NEM_SpotPrice$SETTLEMENTDATE)

NEM_SpotPrice <- NEM_SpotPrice %>%
  rename(datetime = SETTLEMENTDATE)

names(NEM_SpotPrice)[2] <- 'SpotPrice'
NEM_SpotPrice <- NEM_SpotPrice %>% mutate(hour = hour(datetime))

NEM_SpotPrice_charge <- subset(NEM_SpotPrice, (hour >= charge_start) & (hour <= charge_end)
                               & SpotPrice < max_charging_spot_price
                               )

NEM_SpotPrice_discharge <- subset(NEM_SpotPrice, (hour >= discharge_start) & (hour <= discharge_end)
                                  )
# charge at MEAN price
charge_days <- summarize_by_time(NEM_SpotPrice_charge,
                                       .date_var = datetime,
                                       .by       = "day",
                                       ChargeCost = mean(SpotPrice))

# optimistically discharge at maximum (on days when charging)
discharge_days <- summarize_by_time(NEM_SpotPrice_discharge,
                                       .date_var = datetime,
                                       .by       = "day",
                                       DischargeCost = max(SpotPrice))
 
# just do it on days when charging
arbitrage <- charge_days %>% left_join(discharge_days)
## Joining, by = "datetime"
arbitrage <- arbitrage %>% mutate(arbitrageCost = 
                          roundtrip_efficiency * (DischargeCost - ChargeCost)
                          - DUOS
                          )  

total_arbitrage = sum(arbitrage$arbitrageCost,na.rm=TRUE)
non_renewable_averted = roundtrip_efficiency*count(arbitrage)

Battery arbitrage estimates - scenario 3

charge at average price, discharge at maximum price

Rationale

Use real historical spot price data for Queensland - see references below

Method: Optimistically fully charge at MEAN price beween hours of 10:00 and 13:00 on days if SpotPrice < $50

discharge on days when charging, and fully discharge at MAXIMUM price between hours of 17:00 and 20:00

arbitrage price difference is daily discharge price LESS daily charge price, and APPLY roundtrip efficiency of 90%, then SUBTRACT DUOS charge ($50/MWh)

Very crude MWh of fossil fuel averted could assume charges at 100% local renewable energy, for number of annual days when charging and apply roundtrip factor

should also add in an operating cost / MWh - see ANU report

Results

Data file processed is Regional Wholesale Price - Qld - 01Dec20 - 30Nov21.csv

Annual arbitrage / MWh battery = $126,742

(Crude) Annual non-renewable averted - MWh / MWh battery = 311 MWh

Note: assumption if that the 1 MWh of battery is fully charged (and then discharged) on days when the spot price for charging is less than the buy price threshold. If we (optimistically) assume that the battery is charged when there’s excess local solar being generated, discharging the battery when the sun isn’t shining is reducing the FF electricity needed at that time. So take number of days per year when battery is cycled(1 MWh / day) and apply roundtrip efficiency

# SCENARIO 4
DUOS = LUOS
#filename = "Regional Wholesale Price - Qld - 01Jul20 - 30Jun21.csv"
filename = "Regional Wholesale Price - Qld - 01Dec20 - 30Nov21.csv"

NEM_SpotPrice <- fread(file=paste0(NEM_folder,
        filename),
        header = TRUE)
# Column SETTLEMENTDATE is char like 01-07-20 0:00
# so convert to datetime using lubridate
NEM_SpotPrice$SETTLEMENTDATE <- ymd_hms(NEM_SpotPrice$SETTLEMENTDATE)

NEM_SpotPrice <- NEM_SpotPrice %>%
  rename(datetime = SETTLEMENTDATE)

names(NEM_SpotPrice)[2] <- 'SpotPrice'
NEM_SpotPrice <- NEM_SpotPrice %>% mutate(hour = hour(datetime))

NEM_SpotPrice_charge <- subset(NEM_SpotPrice, (hour >= charge_start) & (hour <= charge_end)
                               & SpotPrice < max_charging_spot_price
                               )

NEM_SpotPrice_discharge <- subset(NEM_SpotPrice, (hour >= discharge_start) & (hour <= discharge_end)
                                  )
# charge at MEAN price
charge_days <- summarize_by_time(NEM_SpotPrice_charge,
                                       .date_var = datetime,
                                       .by       = "day",
                                       ChargeCost = mean(SpotPrice))

# optimistically discharge at maximum (on days when charging)
discharge_days <- summarize_by_time(NEM_SpotPrice_discharge,
                                       .date_var = datetime,
                                       .by       = "day",
                                       DischargeCost = max(SpotPrice))
 
# just do it on days when charging
arbitrage <- charge_days %>% left_join(discharge_days)
## Joining, by = "datetime"
arbitrage <- arbitrage %>% mutate(arbitrageCost = 
                          roundtrip_efficiency * (DischargeCost - ChargeCost)
                          - DUOS
                          )  

total_arbitrage = sum(arbitrage$arbitrageCost,na.rm=TRUE)
non_renewable_averted = roundtrip_efficiency*count(arbitrage)

Battery arbitrage estimates - scenario 4

charge at average price, discharge at maximum price, LUOS = $0

Rationale

Use real historical spot price data for Queensland - see references below

Method: Optimistically fully charge at AVERAGE price beween hours of 10:00 and 13:00 on days if SpotPrice < $50

discharge on days when charging, and fully discharge at MAXIMUM price between hours of 17:00 and 20:00

arbitrage price difference is daily discharge price LESS daily charge price, and APPLY roundtrip efficiency of 90%, then SUBTRACT DUOS charge ($0/MWh)

Very crude MWh of fossil fuel averted could assume charges at 100% local renewable energy, for number of annual days when charging and apply roundtrip factor

should also add in an operating cost / MWh - see ANU report

Results

Data file processed is Regional Wholesale Price - Qld - 01Dec20 - 30Nov21.csv

Annual arbitrage / MWh battery = $144,042

(Crude) Annual non-renewable averted - MWh / MWh battery = 311 MWh

Note: assumption if that the 1 MWh of battery is fully charged (and then discharged) on days when the spot price for charging is less than the buy price threshold. If we (optimistically) assume that the battery is charged when there’s excess local solar being generated, discharging the battery when the sun isn’t shining is reducing the FF electricity needed at that time. So take number of days per year when battery is cycled(1 MWh / day) and apply roundtrip efficiency

# SCENARIO 5
DUOS = LUOS
#filename = "Regional Wholesale Price - Qld - 01Jul20 - 30Jun21.csv"
filename = "Regional Wholesale Price - Qld - 01Dec20 - 30Nov21.csv"

NEM_SpotPrice <- fread(file=paste0(NEM_folder,
        filename),
        header = TRUE)
# Column SETTLEMENTDATE is char like 01-07-20 0:00
# so convert to datetime using lubridate
NEM_SpotPrice$SETTLEMENTDATE <- ymd_hms(NEM_SpotPrice$SETTLEMENTDATE)

NEM_SpotPrice <- NEM_SpotPrice %>%
  rename(datetime = SETTLEMENTDATE)

names(NEM_SpotPrice)[2] <- 'SpotPrice'
NEM_SpotPrice <- NEM_SpotPrice %>% mutate(hour = hour(datetime))

NEM_SpotPrice_charge <- subset(NEM_SpotPrice, (hour >= charge_start) & (hour <= charge_end)
                               & SpotPrice < max_charging_spot_price
                               )

NEM_SpotPrice_discharge <- subset(NEM_SpotPrice, (hour >= discharge_start) & (hour <= discharge_end)
                                  )
# charge at MEAN price
charge_days <- summarize_by_time(NEM_SpotPrice_charge,
                                       .date_var = datetime,
                                       .by       = "day",
                                       ChargeCost = mean(SpotPrice))

# discharge at MEAN price (on days when charging)
discharge_days <- summarize_by_time(NEM_SpotPrice_discharge,
                                       .date_var = datetime,
                                       .by       = "day",
                                       DischargeCost = mean(SpotPrice))
 
# just do it on days when charging
arbitrage <- charge_days %>% left_join(discharge_days)
## Joining, by = "datetime"
arbitrage <- arbitrage %>% mutate(arbitrageCost = 
                          roundtrip_efficiency * (DischargeCost - ChargeCost)
                          - DUOS
                          )  

total_arbitrage = sum(arbitrage$arbitrageCost,na.rm=TRUE)
non_renewable_averted = roundtrip_efficiency*count(arbitrage)

Battery arbitrage estimates - scenario 5

charge at average price, discharge at average price, LUOS = $0

Rationale

Use real historical spot price data for Queensland - see references below

Method: fully charge at MEAN price beween hours of 10:00 and 13:00 on days if SpotPrice < $50

discharge on days when charging, and fully discharge at MEAN price between hours of 17:00 and 20:00

arbitrage price difference is daily discharge price LESS daily charge price, and APPLY roundtrip efficiency of 90%, then SUBTRACT DUOS charge ($0/MWh)

Very crude MWh of fossil fuel averted could assume charges at 100% local renewable energy, for number of annual days when charging and apply roundtrip factor

should also add in an operating cost / MWh - see ANU report

Results

Data file processed is Regional Wholesale Price - Qld - 01Dec20 - 30Nov21.csv

Annual arbitrage / MWh battery = $51,855

(Crude) Annual non-renewable averted - MWh / MWh battery = 311 MWh

Note: assumption if that the 1 MWh of battery is fully charged (and then discharged) on days when the spot price for charging is less than the buy price threshold. If we (optimistically) assume that the battery is charged when there’s excess local solar being generated, discharging the battery when the sun isn’t shining is reducing the FF electricity needed at that time. So take number of days per year when battery is cycled(1 MWh / day) and apply roundtrip efficiency

How much storage ?

Method: read from rds file processed in EQld-consumption.rmd and calc %age of state consumption for Noosa LGA and apply to Energy Queensland modelling estimates

rds_filename = paste0(output_folder,"EQL-Energy-Usage-by-Local-Govt-Area.rds")
LGA_data <- readRDS(file=rds_filename)

consumption_year = 2020
my_locality = 'NOOSA SHIRE'
EQL_stability_MWh = 8000
EQL_solar_soak_MWh = 16000
emission_factor_qld = 0.80
# ref: https://www.industry.gov.au/sites/default/files/August%202021/document/national-greenhouse-accounts-factors-2021.pdf

LGA_data_year <- subset(LGA_data, year(year_month) == consumption_year)
qld_total_kWh  = sum(LGA_data_year$total_kWh, na.rm = TRUE)

my_LGA_data_year = subset(LGA_data_year, locality == my_locality)
my_LGA_total_kWh  = sum(my_LGA_data_year$total_kWh, na.rm = TRUE)

my_LGA_percentage = 100*(my_LGA_total_kWh/qld_total_kWh) 

Data for NOOSA SHIRE for calendar year 2020

Qld total GWh 2020 = 34,230.4 GWh

NOOSA SHIRE total GWh 2020 = 289.1 GWh

NOOSA SHIRE consumption proportion of Qld - 2020 - percentage = 0.845 %


Energy Queensland modelling for storage required by 2030 to keep grid stable. Storage required = 8,000 MWh

NOOSA SHIRE storage - to keep grid stable - MWh = 67.6 MWh

Non-renewable averted with this storage = 21.0 GWh per year

Emissions of greenhouse gases (scope 2) in tonnes of CO2-e, using factor of 0.80 kg CO2-e/kWh = 16,833 tonnes of CO2-e per year


Energy Queensland modelling for storage required by 2030 to time shift excess solar generation. Storage required = 16,000 MWh

NOOSA SHIRE storage - to soak excess generation - MWh = 135.1 MWh

Non-renewable averted with this storage = 42.1 GWh

Emissions of greenhouse gases (scope 2) in tonnes of CO2-e, using factor of 0.80 kg CO2-e/kWh = 33,665 tonnes of CO2-e per year

Reducing fossil fuel use - solar PV vs batteries

Also compare what emissions reduction $1M will buy

battery - $1M = 1MWh which saves approx 0.3 GWh per year

solar PV - $1M = 1MW which generates approx 1.4 GWh per year - assuming of course it can all be consumed - either locally or exported

also factor in system lifetimes

perhaps LCOE in terms of $ per MWh of FF generation averted…..

Additional data and plots

# Now display
NEM_SpotPrice %>%
  kbl(caption = "NEM Spot Price for Queensland",
#                      col.names = c("Date","Spot Price"),
                        format.args = list(big.mark = ",",scientific = FALSE)) %>%
#    add_header_above(c(" " = 1, "per month" = 2, "total" = 2)) %>%
  kable_styling(bootstrap_options = c("striped", "hover", "condensed", "responsive"),
                full_width = F, position = "left",
                font_size = 12,
                fixed_thead = T) %>%
scroll_box(width="100%", height = "650px")
NEM Spot Price for Queensland
datetime SpotPrice hour
2020-12-01 00:00:00 35.74 0
2020-12-01 00:30:00 37.00 0
2020-12-01 01:00:00 36.38 1
2020-12-01 01:30:00 32.62 1
2020-12-01 02:00:00 32.05 2
2020-12-01 02:30:00 33.90 2
2020-12-01 03:00:00 29.99 3
2020-12-01 03:30:00 33.74 3
2020-12-01 04:00:00 34.51 4
2020-12-01 04:30:00 38.08 4
2020-12-01 05:00:00 42.62 5
2020-12-01 05:30:00 49.99 5
2020-12-01 06:00:00 34.11 6
2020-12-01 06:30:00 34.31 6
2020-12-01 07:00:00 40.64 7
2020-12-01 07:30:00 38.01 7
2020-12-01 08:00:00 36.16 8
2020-12-01 08:30:00 33.14 8
2020-12-01 09:00:00 32.14 9
2020-12-01 09:30:00 37.10 9
2020-12-01 10:00:00 36.54 10
2020-12-01 10:30:00 32.98 10
2020-12-01 11:00:00 48.17 11
2020-12-01 11:30:00 27.65 11
2020-12-01 12:00:00 38.43 12
2020-12-01 12:30:00 27.48 12
2020-12-01 13:00:00 18.47 13
2020-12-01 13:30:00 26.85 13
2020-12-01 14:00:00 47.09 14
2020-12-01 14:30:00 79.59 14
2020-12-01 15:00:00 47.78 15
2020-12-01 15:30:00 127.74 15
2020-12-01 16:00:00 135.42 16
2020-12-01 16:30:00 466.89 16
2020-12-01 17:00:00 -8.81 17
2020-12-01 17:30:00 49.25 17
2020-12-01 18:00:00 58.45 18
2020-12-01 18:30:00 41.29 18
2020-12-01 19:00:00 52.75 19
2020-12-01 19:30:00 34.58 19
2020-12-01 20:00:00 44.85 20
2020-12-01 20:30:00 52.40 20
2020-12-01 21:00:00 52.47 21
2020-12-01 21:30:00 53.73 21
2020-12-01 22:00:00 37.82 22
2020-12-01 22:30:00 55.73 22
2020-12-01 23:00:00 42.21 23
2020-12-01 23:30:00 38.45 23
2020-12-02 00:00:00 37.86 0
2020-12-02 00:30:00 38.69 0
2020-12-02 01:00:00 39.34 1
2020-12-02 01:30:00 38.90 1
2020-12-02 02:00:00 38.03 2
2020-12-02 02:30:00 36.99 2
2020-12-02 03:00:00 36.82 3
2020-12-02 03:30:00 36.46 3
2020-12-02 04:00:00 36.83 4
2020-12-02 04:30:00 44.61 4
2020-12-02 05:00:00 49.49 5
2020-12-02 05:30:00 46.82 5
2020-12-02 06:00:00 51.49 6
2020-12-02 06:30:00 47.44 6
2020-12-02 07:00:00 40.46 7
2020-12-02 07:30:00 35.24 7
2020-12-02 08:00:00 36.28 8
2020-12-02 08:30:00 50.91 8
2020-12-02 09:00:00 53.64 9
2020-12-02 09:30:00 88.78 9
2020-12-02 10:00:00 41.85 10
2020-12-02 10:30:00 43.63 10
2020-12-02 11:00:00 46.61 11
2020-12-02 11:30:00 53.78 11
2020-12-02 12:00:00 301.98 12
2020-12-02 12:30:00 96.72 12
2020-12-02 13:00:00 63.48 13
2020-12-02 13:30:00 113.73 13
2020-12-02 14:00:00 73.76 14
2020-12-02 14:30:00 115.45 14
2020-12-02 15:00:00 56.65 15
2020-12-02 15:30:00 55.20 15
2020-12-02 16:00:00 62.19 16
2020-12-02 16:30:00 27.56 16
2020-12-02 17:00:00 37.20 17
2020-12-02 17:30:00 39.28 17
2020-12-02 18:00:00 46.57 18
2020-12-02 18:30:00 46.85 18
2020-12-02 19:00:00 66.46 19
2020-12-02 19:30:00 51.01 19
2020-12-02 20:00:00 45.32 20
2020-12-02 20:30:00 54.22 20
2020-12-02 21:00:00 45.43 21
2020-12-02 21:30:00 44.45 21
2020-12-02 22:00:00 44.32 22
2020-12-02 22:30:00 55.35 22
2020-12-02 23:00:00 47.56 23
2020-12-02 23:30:00 51.77 23
2020-12-03 00:00:00 45.41 0
2020-12-03 00:30:00 43.97 0
2020-12-03 01:00:00 50.54 1
2020-12-03 01:30:00 48.09 1
2020-12-03 02:00:00 41.01 2
2020-12-03 02:30:00 38.96 2
2020-12-03 03:00:00 41.93 3
2020-12-03 03:30:00 43.22 3
2020-12-03 04:00:00 41.10 4
2020-12-03 04:30:00 42.80 4
2020-12-03 05:00:00 50.16 5
2020-12-03 05:30:00 49.77 5
2020-12-03 06:00:00 45.11 6
2020-12-03 06:30:00 41.70 6
2020-12-03 07:00:00 42.38 7
2020-12-03 07:30:00 59.40 7
2020-12-03 08:00:00 62.58 8
2020-12-03 08:30:00 60.94 8
2020-12-03 09:00:00 49.64 9
2020-12-03 09:30:00 42.45 9
2020-12-03 10:00:00 41.48 10
2020-12-03 10:30:00 32.93 10
2020-12-03 11:00:00 33.10 11
2020-12-03 11:30:00 29.78 11
2020-12-03 12:00:00 33.50 12
2020-12-03 12:30:00 31.64 12
2020-12-03 13:00:00 31.40 13
2020-12-03 13:30:00 33.62 13
2020-12-03 14:00:00 40.70 14
2020-12-03 14:30:00 41.90 14
2020-12-03 15:00:00 43.22 15
2020-12-03 15:30:00 346.31 15
2020-12-03 16:00:00 41.75 16
2020-12-03 16:30:00 51.07 16
2020-12-03 17:00:00 53.96 17
2020-12-03 17:30:00 59.83 17
2020-12-03 18:00:00 82.07 18
2020-12-03 18:30:00 224.66 18
2020-12-03 19:00:00 219.62 19
2020-12-03 19:30:00 66.80 19
2020-12-03 20:00:00 68.32 20
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2020-12-14 22:30:00 95.66 22
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2020-12-14 23:30:00 67.49 23
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2020-12-25 02:30:00 36.74 2
2020-12-25 03:00:00 34.95 3
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2020-12-25 08:00:00 31.77 8
2020-12-25 08:30:00 31.47 8
2020-12-25 09:00:00 28.87 9
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2020-12-25 10:00:00 33.01 10
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2020-12-25 11:00:00 27.06 11
2020-12-25 11:30:00 26.84 11
2020-12-25 12:00:00 26.47 12
2020-12-25 12:30:00 16.66 12
2020-12-25 13:00:00 24.82 13
2020-12-25 13:30:00 25.42 13
2020-12-25 14:00:00 25.76 14
2020-12-25 14:30:00 28.22 14
2020-12-25 15:00:00 28.31 15
2020-12-25 15:30:00 33.11 15
2020-12-25 16:00:00 25.89 16
2020-12-25 16:30:00 35.10 16
2020-12-25 17:00:00 28.20 17
2020-12-25 17:30:00 22.82 17
2020-12-25 18:00:00 36.73 18
2020-12-25 18:30:00 37.45 18
2020-12-25 19:00:00 42.14 19
2020-12-25 19:30:00 44.44 19
2020-12-25 20:00:00 44.22 20
2020-12-25 20:30:00 40.42 20
2020-12-25 21:00:00 35.86 21
2020-12-25 21:30:00 39.90 21
2020-12-25 22:00:00 37.21 22
2020-12-25 22:30:00 38.30 22
2020-12-25 23:00:00 37.36 23
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2020-12-28 17:00:00 45.95 17
2020-12-28 17:30:00 106.12 17
2020-12-28 18:00:00 187.06 18
2020-12-28 18:30:00 199.84 18
2020-12-28 19:00:00 232.89 19
2020-12-28 19:30:00 129.62 19
2020-12-28 20:00:00 100.77 20
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2020-12-29 00:30:00 38.92 0
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2021-01-04 12:00:00 43.15 12
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2021-11-28 07:30:00 -53.63 7
2021-11-28 08:00:00 -43.72 8
2021-11-28 08:30:00 -33.75 8
2021-11-28 09:00:00 -40.27 9
2021-11-28 09:30:00 -24.72 9
2021-11-28 10:00:00 -9.07 10
2021-11-28 10:30:00 -0.67 10
2021-11-28 11:00:00 0.09 11
2021-11-28 11:30:00 13.60 11
2021-11-28 12:00:00 9.51 12
2021-11-28 12:30:00 4.10 12
2021-11-28 13:00:00 46.11 13
2021-11-28 13:30:00 50.92 13
2021-11-28 14:00:00 60.23 14
2021-11-28 14:30:00 52.36 14
2021-11-28 15:00:00 62.16 15
2021-11-28 15:30:00 58.00 15
2021-11-28 16:00:00 61.05 16
2021-11-28 16:30:00 45.86 16
2021-11-28 17:00:00 47.30 17
2021-11-28 17:30:00 59.55 17
2021-11-28 18:00:00 77.14 18
2021-11-28 18:30:00 91.20 18
2021-11-28 19:00:00 88.22 19
2021-11-28 19:30:00 82.58 19
2021-11-28 20:00:00 85.64 20
2021-11-28 20:30:00 71.21 20
2021-11-28 21:00:00 67.17 21
2021-11-28 21:30:00 64.36 21
2021-11-28 22:00:00 64.19 22
2021-11-28 22:30:00 72.67 22
2021-11-28 23:00:00 64.67 23
2021-11-28 23:30:00 62.18 23
2021-11-29 00:00:00 64.75 0
2021-11-29 00:30:00 70.23 0
2021-11-29 01:00:00 72.05 1
2021-11-29 01:30:00 70.94 1
2021-11-29 02:00:00 62.99 2
2021-11-29 02:30:00 60.06 2
2021-11-29 03:00:00 60.91 3
2021-11-29 03:30:00 61.57 3
2021-11-29 04:00:00 68.62 4
2021-11-29 04:30:00 68.75 4
2021-11-29 05:00:00 62.54 5
2021-11-29 05:30:00 68.02 5
2021-11-29 06:00:00 58.24 6
2021-11-29 06:30:00 60.79 6
2021-11-29 07:00:00 64.14 7
2021-11-29 07:30:00 54.79 7
2021-11-29 08:00:00 51.66 8
2021-11-29 08:30:00 58.82 8
2021-11-29 09:00:00 58.60 9
2021-11-29 09:30:00 66.62 9
2021-11-29 10:00:00 63.34 10
2021-11-29 10:30:00 69.45 10
2021-11-29 11:00:00 64.16 11
2021-11-29 11:30:00 67.64 11
2021-11-29 12:00:00 63.87 12
2021-11-29 12:30:00 64.01 12
2021-11-29 13:00:00 69.66 13
2021-11-29 13:30:00 84.04 13
2021-11-29 14:00:00 91.70 14
2021-11-29 14:30:00 77.98 14
2021-11-29 15:00:00 166.34 15
2021-11-29 15:30:00 76.07 15
2021-11-29 16:00:00 91.73 16
2021-11-29 16:30:00 79.48 16
2021-11-29 17:00:00 107.35 17
2021-11-29 17:30:00 112.86 17
2021-11-29 18:00:00 107.46 18
2021-11-29 18:30:00 119.21 18
2021-11-29 19:00:00 127.63 19
2021-11-29 19:30:00 86.28 19
2021-11-29 20:00:00 104.22 20
2021-11-29 20:30:00 79.87 20
2021-11-29 21:00:00 69.23 21
2021-11-29 21:30:00 79.26 21
2021-11-29 22:00:00 60.82 22
2021-11-29 22:30:00 74.50 22
2021-11-29 23:00:00 63.56 23
2021-11-29 23:30:00 62.00 23
2021-11-30 00:00:00 57.38 0
2021-11-30 00:30:00 61.91 0
2021-11-30 01:00:00 62.68 1
2021-11-30 01:30:00 58.50 1
2021-11-30 02:00:00 54.57 2
2021-11-30 02:30:00 56.95 2
2021-11-30 03:00:00 56.17 3
2021-11-30 03:30:00 56.20 3
2021-11-30 04:00:00 58.88 4
2021-11-30 04:30:00 60.96 4
2021-11-30 05:00:00 62.04 5
2021-11-30 05:30:00 69.90 5
2021-11-30 06:00:00 61.22 6
2021-11-30 06:30:00 67.03 6
2021-11-30 07:00:00 77.08 7
2021-11-30 07:30:00 107.89 7
2021-11-30 08:00:00 76.48 8
2021-11-30 08:30:00 59.51 8
2021-11-30 09:00:00 66.81 9
2021-11-30 09:30:00 77.28 9
2021-11-30 10:00:00 83.58 10
2021-11-30 10:30:00 81.58 10
2021-11-30 11:00:00 71.62 11
2021-11-30 11:30:00 73.48 11
2021-11-30 12:00:00 127.36 12
2021-11-30 12:30:00 162.58 12
2021-11-30 13:00:00 183.53 13
2021-11-30 13:30:00 149.02 13
2021-11-30 14:00:00 109.35 14
2021-11-30 14:30:00 268.23 14
2021-11-30 15:00:00 322.87 15
2021-11-30 15:30:00 239.05 15
2021-11-30 16:00:00 175.80 16
2021-11-30 16:30:00 69.31 16
2021-11-30 17:00:00 78.26 17
2021-11-30 17:30:00 79.98 17
2021-11-30 18:00:00 93.66 18
2021-11-30 18:30:00 92.67 18
2021-11-30 19:00:00 119.15 19
2021-11-30 19:30:00 90.78 19
2021-11-30 20:00:00 104.87 20
2021-11-30 20:30:00 90.29 20
2021-11-30 21:00:00 82.13 21
2021-11-30 21:30:00 88.07 21
2021-11-30 22:00:00 68.38 22
2021-11-30 22:30:00 73.84 22
2021-11-30 23:00:00 94.26 23
2021-11-30 23:30:00 90.21 23
# plot it just for fun
plot_time_series(NEM_SpotPrice,datetime,SpotPrice,
                 .title = "NEM Spot Price",
                 .x_lab = "Date",
                 .y_lab = "$ Spot Price",
                 .plotly_slider = TRUE)

Get fuel mix for Queensland

see http://nemdashboard.com.au/

downloaded 30 min data in /NEM/ folder

“Regional Fuel Mix - Qld - 01Jul20 - 30Jun21.csv”

better to get latest available…..

left_join this to arbitrage data table

and should be able calc how much RE in battery storage….

#
NEM_fuelmix <- fread(file=paste0(NEM_folder,
        "Regional Fuel Mix - Qld - 01Jul20 - 30Jun21.csv"),
        skip=2,
        header = TRUE)
# need to delete the first row
NEM_fuelmix <- NEM_fuelmix[-1,]

# Column V1 is char like 2020-07-01 00:00:00
# so convert to datetime using lubridate
NEM_fuelmix$V1 <- ymd_hms(NEM_fuelmix$V1)

NEM_fuelmix <- NEM_fuelmix %>%
  rename(datetime = V1)

NEM_fuelmix <- NEM_fuelmix %>% mutate(Fossil = 
            .[[2]] +   #Black Coal
            .[[3]] +   #Natural Gas (CCGT)
            .[[5]] +   #
            .[[8]] +   #
            .[[10]] +  #
            .[[12]] +  #
            .[[13]] )  #
                                        
# colnames(NEM_fuelmix) 
#  [1] "V1"                       "Black Coal"              
#  [3] "Natural Gas (CCGT)"       "Rooftop Solar"           
#  [5] "Coal Seam Methane (OCGT)" "Large Scale Solar"       
#  [7] "Hydro"                    "Waste Coal Mine Gas"     
#  [9] "Wind"                     "Natural Gas (OCGT)"      
# [11] "Bagasse"                  "Kerosene (OCGT)"         
# [13] "Diesel (OCGT)"            "Fossil"    

NEM_fuelmix <- NEM_fuelmix %>% mutate(Renewable = 
            .[[4]] +   #
            .[[6]] +   #
            .[[7]] +   #
            .[[9]] +   #
            .[[11]] )  #

NEM_fuelmix <- NEM_fuelmix %>% mutate(pc_renew = 
              (Renewable * 100 / (Fossil + Renewable)) )

NEM_fuelmix <- NEM_fuelmix %>% mutate(pc_renew_ex_rooftop = 
              ((Renewable - .[[4]]) * 100 / (Fossil + Renewable)) )



# Now display
# NEM_fuelmix %>%
#   kbl(caption = "NEM fuel mix for Queensland",
# #                      col.names = c("Date","Monthly kW","Total kW"),
#                         format.args = list(big.mark = ",",scientific = FALSE)) %>%
# #    add_header_above(c(" " = 1, "per month" = 2, "total" = 2)) %>%
#   kable_styling(bootstrap_options = c("striped", "hover", "condensed", "responsive"),
#                 full_width = F, position = "left",
#                 font_size = 12,
#                 fixed_thead = T) %>%
# scroll_box(width="100%", height = "650px")

# plot it just for fun
# need to fix parameters........
#plot_time_series(NEM_fuelmix,datetime,pc_renew)

Notes re Community Battery Feasability for Noosa

Analysis we can do

Arbitrage $ calcs

  • buy during day, sell during evening peak

  • base on most recent 12 months of data

  • calc by MWh of batteries

  • then can scale to actual MWh installed

GWh of non-renewables saved

  • add in fuel mix to arbitrage calcs

  • can convert GWh to tonnes CO2-e

  • calc by MWh of batteries

  • then can scale to actual MWh installed

Scenarios for Noosa installed batteries

  • scale EQL model predictions for storage required

  • adjust based on Noosa having higher PV penetration

  • combine MWh installed batteries with arbitrage & avoided GWh of non-renewables above

ROI - rough

  • take assumptions from ANU report

Also compare what emissions reduction $1M will buy

battery - $1M = 1MWh which saves approx 0.3 GWh per year

solar PV - $1M = 1MW which generates approx 1.4 GWh per year - assuming of course it can all be consumed - either locally or exported

also factor in system lifetimes

perhaps LCOE in terms of $ per MWh of FF generation averted…..

Data we have

AEMO 30 min spot price

Source: http://nemdashboard.com.au/

can download csv for a date range. Seems like only does for a month boundary, so will be month in arrears - so maybe in early Jan will have 2021 calendar year data

csv has 2 columns - date/time & settlement price. have code for reading in CooranZoneSubAnalysis.Rmd

use for arbitrage calcs - buy during day, sell during evening peak

also need to include TUOS / DUOS / LUOS costs

also need roundtrip efficiency

Notes: cursory look at price data looks like can go very high during normal charge times. So best to do some prelim analysis / plotting to see what the arbitrage time windows might be…..

AEMO 30 min Fuel Mix

augment arbitrage calcs to work out how much FF reduction - GWh - by time shifting stored energy

Source: as above - http://nemdashboard.com.au/

ditto - have code for reading in CooranZoneSubAnalysis.Rmd including calculating the % RE from the fuel mix.

Will need to work out if rooftop solar should be included or not. Maybe it should because when there are buying opportunities, battery would be buying from what it can see - that’s if we take a whole of grid perspective

However if we soak electricity from high solar area, what we’re buying will have a higher RE %age for RE shifting calcs….

Energy Qld - GWh of storage to keep grid stable

see Glenn Dahlenberg preso

Use to estimate storage requirements for Noosa - grid stable

Source: https://drive.google.com/file/d/1M7omPu_O4C8C3kVSmhKB0Z5mmLFsXTy8/view?usp=sharing

Number is 8GWh by 2030

Energy Qld - GWh of storage to soak up excess generation

Use to estimate storage requirements for Noosa - excess gen

Source: as above

Number is 16GWh by 2030

Energy Qld - GWh consumption - Statewide & Noosa

to calc factor for above 2 scenarios

Source: https://www.energex.com.au/about-us/company-information/our-network/energy-usage-data-to-share

should be able to get this from https://rpubs.com/geremida/eqld-consumption code is at EQld-consumption.Rmd

YEF / Energy Qld - cost of batteries - $ / MWh

for rough ROI for batteries

YEF press release - https://www.yef.org.au/our-stories-and-events/yef-uncovers-the-best-community-battery-for-inner-urban-environments/

“YEF’s experts have identified Norwegian manufacturer Pixii’s PowerShaper BESS (100kW/250kWh)”

“The system will be installed below our benchmark of $1,000/kWh, proving without a doubt that community batteries are more cost-effective and efficient than household batteries,” said Mr Wallin.

EQL

Ministerial statement - https://statements.qld.gov.au/statements/91787

“This will see the installation of five network-connected batteries in Hervey Bay, Bundaberg, Townsville, Yeppoon and Toowoomba and will collectively store up to 40MWh.

Quoting Minister de Brenni on state budget - https://esdnews.com.au/qld-budget-2-billion-energy-investment-to-power-economic-recovery/

“It also includes $39.9 million for Energy Queensland’s grid-connected battery energy storage systems in Townsville, Rockhampton, Bundaberg, Hervey Bay and Toowoomba.”

Energex - TUOS & DUOS charge / kWh

needed for arbitrage calcs

Energex pricing 2020-2021

Source: this page - https://www.energex.com.au/home/our-services/pricing-And-tariffs/pricing-publications

Actual pricing table https://www.energex.com.au/__data/assets/excel_doc/0010/903646/EGX-Attachment-1-2021-22-Network-Price-List-Updated-for-Final-Sch8.xlsx

  • looks like TUOS is incorporated into DUOS

YEF / ANU - proposed LUOS charge / kWh

needed for arbitrage calcs. Ask Chris for rate negotiated, or look at ANU assumed LUOS rates

ANU - https://drive.google.com/file/d/1ew0YUwqDDKGxGMu-hhOtpTQ2t7sP4GX2/view?usp=sharing

or original link here - https://arena.gov.au/assets/2020/08/community-batteries-cost-benefit-analysis.pdf

They use DUOS = $0.05 / kWh & LUOS = $0.00

Check in recordings with Chris if he mentions negotiated LUOS with CitiPower

?? YEF supplier ?? - battery roundtrip efficiency

Nothing on Pixii website - https://www.pixii.com/pixii-powershaper-30kw-65kwh/

or ask Chris

Marnie Shaw, ANU report uses 90% (see Table 1) Source: https://arena.gov.au/assets/2020/08/community-batteries-cost-benefit-analysis.pdf

needed for arbitrage calcs

National Greenhouse Accounts Factors: 2021

Information on the latest Indirect (scope 2) emission factors for consumption of purchased electricity or loss of electricity from the grid can be found at the following link: https://www.industry.gov.au/data-and-publications/national-greenhouse-accounts-factors-2021

Specifically, the factor for Queensland is given in the following document - https://www.industry.gov.au/sites/default/files/August%202021/document/national-greenhouse-accounts-factors-2021.pdf - see Table 5 on page 19