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#' @importFrom magrittr %>%
#' @title Current Probability of Failure for Primary Substation Building
#' and Secondary Substation Building.
#' @description This function calculates the current
#' annual probability of failure for primary substation building
#' and secondary substation building.
#' The function is a cubic curve that is based on
#' the first three terms of the Taylor series for an
#' exponential function.
#' @param substation_type String. A sting that refers to the specific
#' substation type.
#' Options:
#' \code{substation_type = c("Primary", "Secondary")}.
#' The default setting is
#' \code{substation_type = "Secondary"}
#' @param material_type String. A sting that refers to the specific
#' material_type.
#' Options:
#' \code{material_type = c("Brick", "Steel", "Wood")}.
#' The default setting is
#' \code{substation_type = "Wood"}
#' @param placement String. Specify if the asset is located outdoor or indoor.
#' @param altitude_m Numeric. Specify the altitude location for
#' the asset measured in meters from sea level.\code{altitude_m}
#' is used to derive the altitude factor. A setting of \code{"Default"}
#' will set the altitude factor to 1 independent of \code{asset_type}.
#' @param distance_from_coast_km Numeric. Specify the distance from the
#' coast measured in kilometers. \code{distance_from_coast_km} is used
#' to derive the distance from coast factor. A setting of \code{"Default"} will set the
#' distance from coast factor to 1 independent of \code{asset_type}.
#' @inheritParams duty_factor_transformer_33_66kv
#' @inheritParams location_factor
#' @inheritParams current_health
#' @param age Numeric. The current age in years
#' of the building.
#' @param temperature_reading String. Indicating the criticality.
#' Options:
#' \code{temperature_reading = c("Normal", "Moderately High",
#' "Very High", "Default")}.
#' @param coolers_radiator String. Indicating the observed condition of the
#' coolers/radiators. Options:
#' \code{coolers_radiator = c("Superficial/minor deterioration", "Some Deterioration",
#' "Substantial Deterioration", "Default")}.
#' in CNAIM (2021).
#' @param kiosk String. Indicating the observed condition of the
#' kiosk. Options:
#' \code{kiosk = c("Superficial/minor deterioration", "Some Deterioration",
#' "Substantial Deterioration", "Default")}.
#' @param cable_boxes String. Indicating the observed condition of the
#' cable boxes. Options:
#' \code{cable_boxes = c("No Deterioration","Superficial/minor deterioration", "Some Deterioration",
#' "Substantial Deterioration", "Default")}..
#' @param corrosion_category_index Integer.
#' Specify the corrosion index category, 1-5.
#' @param k_value Numeric. \code{k_value = "Default"} by default. This number is
#' given in a percentage.
#' @param c_value Numeric. \code{c_value = 1.087} by default.
#' The default value is accordingly to the CNAIM standard see page 110
#' @param normal_expected_life_building Numeric.
#' \code{normal_expected_life_building = "Default"} by default.
#' @return DataFrame Current probability of failure
#' per annum per kilometer along with current health score.
#' @export
#' @examples
#' pof_building(substation_type = "Secondary",
#' material_type = "Wood",
#' placement = "Outdoor",
#' altitude_m = "Default",
#' distance_from_coast_km = "Default",
#' corrosion_category_index = "Default",
#' age = 43,
#' temperature_reading = "Default",
#' coolers_radiator = "Default",
#' kiosk = "Default",
#' cable_boxes = "Default",
#' reliability_factor = "Default",
#' k_value = "Default",
#' c_value = 1.087,
#' normal_expected_life_building = "Default")
pof_building <- function(substation_type = "Secondary",
material_type = "Wood",
placement = "Outdoor",
altitude_m = "Default",
distance_from_coast_km = "Default",
corrosion_category_index = "Default",
age,
temperature_reading = "Default",
coolers_radiator = "Default",
kiosk = "Default",
cable_boxes = "Default",
reliability_factor = "Default",
k_value = "Default",
c_value = 1.087,
normal_expected_life_building = "Default") {
transformer_type <- "66kV Transformer (GM)" # This is done to use some of CNAIM's tables
`Asset Register Category` = `Health Index Asset Category` =
`Generic Term...1` = `Generic Term...2` = `Functional Failure Category` =
`K-Value (%)` = `C-Value` = `Asset Register Category` = `Sub-division` =
`Asset Category` = NULL
# due to NSE notes in R CMD check
# Ref. table Categorisation of Assets and Generic Terms for Assets --
asset_category <- gb_ref$categorisation_of_assets %>%
dplyr::filter(`Asset Register Category` == transformer_type) %>%
dplyr::select(`Health Index Asset Category`) %>% dplyr::pull()
generic_term_1 <- gb_ref$generic_terms_for_assets %>%
dplyr::filter(`Health Index Asset Category` == asset_category) %>%
dplyr::select(`Generic Term...1`) %>% dplyr::pull()
generic_term_2 <- gb_ref$generic_terms_for_assets %>%
dplyr::filter(`Health Index Asset Category` == asset_category) %>%
dplyr::select(`Generic Term...2`) %>% dplyr::pull()
# Normal expected life for Building -----------------------------
if (substation_type == "Primary") {
primary_factor <- 1.2
} else {
primary_factor <- 1
}
if (normal_expected_life_building == "Default" && material_type == "Brick") {
normal_expected_life <- 100/primary_factor
} else if (normal_expected_life_building == "Default" && material_type == "Steel") {
normal_expected_life <- 80/primary_factor
} else if (normal_expected_life_building == "Default" && material_type == "Wood") {
normal_expected_life <- 60/primary_factor
} else {
normal_expected_life <- normal_expected_life_building/primary_factor
}
# Constants C and K for PoF function --------------------------------------
if (k_value == "Default" && material_type == "Brick") {
k <- (0.1/100)*primary_factor
} else if (k_value == "Default" && material_type == "Steel") {
k <- (0.2/100)*primary_factor
} else if (k_value == "Default" && material_type == "Wood") {
k <- (0.4/100)*primary_factor
} else {
k <- (k_value/100)*primary_factor
}
c <- c_value
# Duty factor -------------------------------------------------------------
duty_factor <- duty_factor_transformer_33_66kv()
duty_factor <-
duty_factor$duty_factor[which(duty_factor$category ==
"transformer")]
# Location factor ----------------------------------------------------
location_factor <- location_factor(placement,
altitude_m,
distance_from_coast_km,
corrosion_category_index,
asset_type = transformer_type)
# Expected life for building------------------------------
expected_life_years <- expected_life(normal_expected_life,
duty_factor,
location_factor)
# b1 (Initial Ageing Rate) ------------------------------------------------
b1 <- beta_1(expected_life_years)
# Initial health score ----------------------------------------------------
initial_health_score <- initial_health(b1, age)
## NOTE
# Typically, the Health Score Collar is 0.5 and
# Health Score Cap is 10, implying no overriding
# of the Health Score. However, in some instances
# these parameters are set to other values in the
# Health Score Modifier calibration tables.
# Measured condition inputs ---------------------------------------------
mcm_mmi_cal_df <-
gb_ref$measured_cond_modifier_mmi_cal
mcm_mmi_cal_df <-
mcm_mmi_cal_df[which(mcm_mmi_cal_df$`Asset Category` == "EHV Transformer (GM)"), ]
factor_divider_1 <-
as.numeric(mcm_mmi_cal_df$`Parameters for Combination Using MMI Technique - Factor Divider 1`[
which(mcm_mmi_cal_df$Subcomponent == "Main Transformer")
])
factor_divider_2 <-
as.numeric(mcm_mmi_cal_df$`Parameters for Combination Using MMI Technique - Factor Divider 2`[
which(mcm_mmi_cal_df$Subcomponent == "Main Transformer")
])
max_no_combined_factors <-
as.numeric(mcm_mmi_cal_df$`Parameters for Combination Using MMI Technique - Max. No. of Combined Factors`[
which(mcm_mmi_cal_df$Subcomponent == "Main Transformer")
])
# Temperature readings ----------------------------------------------------
mci_temp_readings <-
gb_ref$mci_ehv_tf_temp_readings
ci_factor_temp_reading <-
mci_temp_readings$`Condition Input Factor`[which(
mci_temp_readings$
`Condition Criteria: Temperature Reading` ==
temperature_reading)]
ci_cap_temp_reading <-
mci_temp_readings$`Condition Input Cap`[which(
mci_temp_readings$
`Condition Criteria: Temperature Reading` ==
temperature_reading)]
ci_collar_temp_reading <-
mci_temp_readings$`Condition Input Collar`[which(
mci_temp_readings$
`Condition Criteria: Temperature Reading` ==
temperature_reading)]
# measured condition factor -----------------------------------------------
factors <- ci_factor_temp_reading
measured_condition_factor <- mmi(factors,
factor_divider_1,
factor_divider_2,
max_no_combined_factors)
# Measured condition cap --------------------------------------------------
measured_condition_cap <- ci_cap_temp_reading
# Measured condition collar -----------------------------------------------
measured_condition_collar <- ci_collar_temp_reading
# Measured condition modifier ---------------------------------------------
measured_condition_modifier <- data.frame(measured_condition_factor,
measured_condition_cap,
measured_condition_collar)
# Observed condition inputs ---------------------------------------------
oci_mmi_cal_df <-
gb_ref$observed_cond_modifier_mmi_cal %>%
dplyr::filter(`Asset Category` == "EHV Transformer (GM)")
factor_divider_1_obs <-
as.numeric(oci_mmi_cal_df$`Parameters for Combination Using MMI Technique - Factor Divider 1`[
which(oci_mmi_cal_df$Subcomponent ==
"Main Transformer") ])
factor_divider_2_obs <-
as.numeric(oci_mmi_cal_df$`Parameters for Combination Using MMI Technique - Factor Divider 2`[
which(oci_mmi_cal_df$Subcomponent ==
"Main Transformer") ])
max_no_combined_factors_obs <-
as.numeric(oci_mmi_cal_df$`Parameters for Combination Using MMI Technique - Max. No. of Combined Factors`[
which(oci_mmi_cal_df$Subcomponent ==
"Main Transformer") ])
# Building -------------------------------------------------------------
# Coolers/Radiator condition
oci_cooler_radiatr_cond <-
gb_ref$oci_ehv_tf_cooler_radiatr_cond
Oi_collar_coolers_radiator <-
oci_cooler_radiatr_cond$`Condition Input Collar`[which(
oci_cooler_radiatr_cond$`Condition Criteria: Observed Condition` ==
coolers_radiator)]
Oi_cap_coolers_radiator <-
oci_cooler_radiatr_cond$`Condition Input Cap`[which(
oci_cooler_radiatr_cond$`Condition Criteria: Observed Condition` ==
coolers_radiator)]
Oi_factor_coolers_radiator <-
oci_cooler_radiatr_cond$`Condition Input Factor`[which(
oci_cooler_radiatr_cond$`Condition Criteria: Observed Condition` ==
coolers_radiator)]
# Kiosk
oci_kiosk_cond <-
gb_ref$oci_ehv_tf_kiosk_cond
Oi_collar_kiosk <-
oci_kiosk_cond$`Condition Input Collar`[which(
oci_kiosk_cond$`Condition Criteria: Observed Condition` ==
kiosk)]
Oi_cap_kiosk <-
oci_kiosk_cond$`Condition Input Cap`[which(
oci_kiosk_cond$`Condition Criteria: Observed Condition` ==
kiosk)]
Oi_factor_kiosk <-
oci_kiosk_cond$`Condition Input Factor`[which(
oci_kiosk_cond$`Condition Criteria: Observed Condition` ==
kiosk)]
# Cable box
oci_cable_boxes_cond <-
gb_ref$oci_ehv_tf_cable_boxes_cond
Oi_collar_cable_boxes <-
oci_cable_boxes_cond$`Condition Input Collar`[which(
oci_cable_boxes_cond$`Condition Criteria: Observed Condition` ==
cable_boxes)]
Oi_cap_cable_boxes <-
oci_cable_boxes_cond$`Condition Input Cap`[which(
oci_cable_boxes_cond$`Condition Criteria: Observed Condition` ==
cable_boxes)]
Oi_factor_cable_boxes <-
oci_cable_boxes_cond$`Condition Input Factor`[which(
oci_cable_boxes_cond$`Condition Criteria: Observed Condition` ==
cable_boxes)]
# Observed condition factor --------------------------------------
factors_obs <- c(Oi_factor_coolers_radiator,
Oi_factor_kiosk,
Oi_factor_cable_boxes)
observed_condition_factor <- mmi(factors_obs,
factor_divider_1_obs,
factor_divider_2_obs,
max_no_combined_factors_obs)
# Observed condition cap -----------------------------------------
caps_obs <- c(Oi_cap_coolers_radiator,
Oi_cap_kiosk,
Oi_cap_cable_boxes)
observed_condition_cap <- min(caps_obs)
# Observed condition collar ---------------------------------------
collars_obs <- c(Oi_collar_coolers_radiator,
Oi_collar_kiosk,
Oi_collar_cable_boxes)
observed_condition_collar <- max(collars_obs)
# Observed condition modifier ---------------------------------------------
observed_condition_modifier <- data.frame(observed_condition_factor,
observed_condition_cap,
observed_condition_collar)
# Health score factor ---------------------------------------------------
health_score_factor <- gb_ref$health_score_factor_for_tf
factor_divider_1_health <-
health_score_factor$`Parameters for Combination Using MMI Technique - Factor Divider 1`
factor_divider_2_health <-
health_score_factor$`Parameters for Combination Using MMI Technique - Factor Divider 2`
max_no_combined_factors_health <-
health_score_factor$`Parameters for Combination Using MMI Technique - Max. No. of Condition Factors`
# Health score modifier -----------------------------------------------------
obs_factor <- observed_condition_modifier$observed_condition_factor
mea_factor <- measured_condition_modifier$measured_condition_factor
factors_health <- c(obs_factor,
mea_factor)
health_score_factor <- mmi(factors_health,
factor_divider_1_health,
factor_divider_2_health,
max_no_combined_factors_health)
# Health score cap --------------------------------------------------------
# Transformer
health_score_cap <- min(observed_condition_modifier$observed_condition_cap,
measured_condition_modifier$measured_condition_cap)
# Health score collar -----------------------------------------------------
health_score_collar <- max(observed_condition_modifier$observed_condition_collar,
measured_condition_modifier$measured_condition_collar)
# Health score modifier ---------------------------------------------------
health_score_modifier <- data.frame(health_score_factor,
health_score_cap,
health_score_collar)
# Current health score ----------------------------------------------------
current_health_score <-
current_health(initial_health_score,
health_score_modifier$health_score_factor,
health_score_modifier$health_score_cap,
health_score_modifier$health_score_collar,
reliability_factor = reliability_factor)
# Probability of failure for the 6.6/11 kV transformer today -----------------
probability_of_failure <- k *
(1 + (c * current_health_score) +
(((c * current_health_score)^2) / factorial(2)) +
(((c * current_health_score)^3) / factorial(3)))
return(data.frame(pof = probability_of_failure, chs = current_health_score))
}
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