The PNADCperiods package converts Brazil’s quarterly
PNADC (Pesquisa Nacional por Amostra de Domicilios Continua) survey data
into sub-quarterly time series. PNADC quarterly statistics are actually
moving averages of three months, which obscures the true timing of
economic shocks, the actual magnitude of changes, and turning points in
trends.
The package offers two complementary approaches:
Microdata mensalization — Identify which specific month, fortnight, or week each survey observation refers to, then calibrate weights for sub-quarterly analysis. Use this for custom variables, subgroup analysis, or individual-level regressions.
SIDRA mensalization — Convert IBGE’s published rolling quarter aggregate series (86+ indicators) into exact monthly estimates. No microdata needed — just 3 lines of code.
For a detailed explanation of the algorithm, see How PNADCperiods Works.
Dependencies: data.table,
checkmate, and sidrar (for weight calibration
and SIDRA API access).
Use the microdata workflow when you need custom variable definitions, subgroup analysis, individual-level regressions, or indicators not available via SIDRA. This requires PNADC microdata files — see Download and Prepare Data for how to obtain them.
The algorithm needs these columns from your PNADC data:
| Column | Description |
|---|---|
Ano |
Survey year |
Trimestre |
Quarter (1-4) |
UPA |
Primary Sampling Unit |
V1008 |
Household identifier |
V1014 |
Panel identifier (rotation group 1-8) |
V2008 |
Birth day (1-31, or 99 for unknown) |
V20081 |
Birth month (1-12, or 99 for unknown) |
V20082 |
Birth year (or 9999 for unknown) |
V2009 |
Age |
For weight calibration, you also need: V1028 (or
V1032 for annual data), UF,
posest, and posest_sxi.
# Identify reference periods (month, fortnight, week)
crosswalk <- pnadc_identify_periods(pnadc, verbose = TRUE)Stack multiple quarters for best results. The algorithm exploits PNADC’s rotating panel design — each household (UPA + V1014) is interviewed across 5 consecutive quarters at the same relative month position. Cross-quarter aggregation achieves ~97% month determination from the full 2012-2025 history, vs ~70% from a single quarter.
# Check determination rates
crosswalk[, .(
month_rate = mean(determined_month),
fortnight_rate = mean(determined_fortnight),
week_rate = mean(determined_week)
)]See ?pnadc_identify_periods for full documentation of
all crosswalk output columns.
result <- pnadc_apply_periods(
pnadc_2023q1,
crosswalk,
weight_var = "V1028",
anchor = "quarter",
calibrate = TRUE,
calibration_unit = "month"
)Key parameters:
| Parameter | Values | Default |
|---|---|---|
weight_var |
"V1028" (quarterly) or "V1032"
(annual) |
Required |
anchor |
"quarter" or "year" |
Required |
calibrate |
TRUE / FALSE |
TRUE |
calibration_unit |
"month", "fortnight",
"week" |
"month" |
smooth |
TRUE / FALSE |
FALSE |
Weight calibration adjusts survey weights to match known population
benchmarks from SIDRA, ensuring monthly totals are consistent. The
result includes all original columns plus reference period indicators
and calibrated weights (e.g., weight_monthly).
# Monthly unemployment rate
monthly_unemployment <- result[determined_month == TRUE, .(
unemployment_rate = sum((VD4002 == 2) * weight_monthly, na.rm = TRUE) /
sum((VD4001 == 1) * weight_monthly, na.rm = TRUE)
), by = ref_month_yyyymm]
# Monthly population
monthly_pop <- result[, .(
population = sum(weight_monthly, na.rm = TRUE)
), by = ref_month_yyyymm]Use determined_month == TRUE (or equivalently,
!is.na(weight_monthly)) to filter to observations with
determined reference months.
For complete analysis examples with plots, see Applied Examples.
The crosswalk only needs identification columns, so you can build it once and reuse it:
# Build crosswalk once from stacked data
crosswalk <- pnadc_identify_periods(pnadc_stacked)
saveRDS(crosswalk, "crosswalk.rds")
# Apply to any quarterly or annual dataset
crosswalk <- readRDS("crosswalk.rds")
result_q1 <- pnadc_apply_periods(pnadc_2023q1, crosswalk,
weight_var = "V1028", anchor = "quarter")
result_annual <- pnadc_apply_periods(pnadc_annual_2023, crosswalk,
weight_var = "V1032", anchor = "year")If you need aggregate monthly labor market statistics (unemployment rate, employment levels, income), you can get them directly from IBGE’s published data without any microdata. The SIDRA module converts the rolling quarter series published by IBGE into exact monthly estimates.
# Step 1: Fetch rolling quarter data from SIDRA API
rolling_quarters <- fetch_sidra_rolling_quarters()
# Step 2: Convert to exact monthly estimates
monthly <- mensalize_sidra_series(rolling_quarters)
# Step 3: Use your monthly data
head(monthly[, .(anomesexato, m_popocup, m_taxadesocup)])fetch_sidra_rolling_quarters() downloads 70+ economic
indicators from IBGE’s SIDRA API (Tables 4093, 6390, 6392, 6399, 6906).
mensalize_sidra_series() applies the mensalization formula
using pre-computed starting points bundled with the package, converting
rolling quarter averages into exact monthly values.
The output contains anomesexato (month in YYYYMM format)
and m_* columns with mensalized monthly estimates, starting
from March 2012.
# Browse all 86+ available series
meta <- get_sidra_series_metadata()
meta[, .(series_name, description, unit)]Most commonly used series:
| Column | Description | Unit |
|---|---|---|
m_taxadesocup |
Unemployment rate | Percent |
m_popocup |
Employed population | Thousands |
m_taxapartic |
Labor force participation rate | Percent |
m_massahabnominaltodos |
Total nominal wage bill | Millions R$ |
m_rendhabnominaltodos |
Average nominal usual income | R$ |
m_taxacompsubutlz |
Composite underutilization rate | Percent |
Since we have both the original rolling quarter data and the mensalized monthly estimates, comparing them is straightforward:
library(ggplot2)
# Prepare comparison data (merge rolling quarter and monthly estimates)
plot_data <- merge(
rolling_quarters[, .(anomesexato = anomesfinaltrimmovel, rolling = taxadesocup)],
monthly[, .(anomesexato, monthly = m_taxadesocup)],
by = "anomesexato"
)[anomesexato >= 201901 & anomesexato <= 202312]
plot_data[, date := as.Date(paste0(substr(anomesexato, 1, 4), "-",
substr(anomesexato, 5, 6), "-01"))]
# Reshape to long format
plot_long <- melt(plot_data, id.vars = c("anomesexato", "date"),
variable.name = "type", value.name = "rate")
plot_long[, type := factor(type,
levels = c("rolling", "monthly"),
labels = c("Rolling Quarter", "Monthly"))]
# Plot
ggplot(plot_long, aes(x = date, y = rate, color = type)) +
geom_line(linewidth = 0.8) +
annotate("rect", xmin = as.Date("2020-03-01"), xmax = as.Date("2020-12-31"),
ymin = -Inf, ymax = Inf, fill = "red", alpha = 0.08) +
scale_color_manual(values = c("Rolling Quarter" = "#888888",
"Monthly" = "#E53935"),
name = NULL) +
scale_x_date(date_breaks = "6 months", date_labels = "%b\n%Y") +
scale_y_continuous(labels = function(x) paste0(x, "%")) +
labs(
title = "Unemployment Rate: Monthly vs Rolling Quarter (2019-2023)",
subtitle = "Monthly estimates capture the true timing and magnitude of economic shocks",
x = NULL,
y = "Unemployment Rate (%)"
) +
theme_minimal(base_size = 11) +
theme(
plot.title = element_text(face = "bold"),
legend.position = "top",
panel.grid.minor = element_blank()
)For the full SIDRA guide — including custom starting points, methodology, and a COVID case study — see the SIDRA Mensalization Guide.
PNADC uses a rotating panel where each household (UPA + V1014) is interviewed in 5 consecutive quarters, always at the same relative month position. This means birthday constraints from any quarter can determine the month for all quarters — which is why stacking more data dramatically improves rates:
| Data Stacked | Month Rate | Fortnight Rate | Week Rate |
|---|---|---|---|
| 1 quarter | ~70% | ~7% | ~2% |
| 8 quarters (2 years) | ~94% | ~9% | ~3% |
| 55 quarters (full 2012-2025) | 97.0% | 9.2% | 3.3% |
Fortnight and week rates remain low regardless of stacking because their constraints cannot aggregate across quarters — only month benefits from the panel design.
For analyses requiring higher determination, experimental strategies make informed probabilistic assignments:
# Build crosswalk with date bounds for experimental strategies
crosswalk <- pnadc_identify_periods(pnadc, store_date_bounds = TRUE)
# Apply experimental strategies
crosswalk_exp <- pnadc_experimental_periods(
crosswalk,
strategy = "both",
confidence_threshold = 0.9
)With strategy = "both" and
confidence_threshold = 0.9, month determination improves to
~97.3% and fortnight to ~13.5%. See How
PNADCperiods Works for details on experimental strategies.
Annual PNADC data uses different weights and achieves higher determination rates (~98% month) due to more complete panel coverage:
result_annual <- pnadc_apply_periods(
pnadc_annual,
crosswalk,
weight_var = "V1032",
anchor = "year",
calibrate = TRUE,
calibration_unit = "month"
)For poverty and income analysis using annual data, see Monthly Poverty Analysis with Annual PNADC Data.
| Function | Purpose |
|---|---|
| Microdata Workflow | |
pnadc_identify_periods() |
Build period crosswalk from stacked microdata |
pnadc_apply_periods() |
Apply crosswalk + calibrate weights |
pnadc_experimental_periods() |
Experimental strategies for higher determination |
validate_pnadc() |
Check required columns before processing |
| SIDRA Mensalization | |
fetch_sidra_rolling_quarters() |
Download rolling quarter series from SIDRA API |
mensalize_sidra_series() |
Convert rolling quarters to exact monthly estimates |
get_sidra_series_metadata() |
Browse 86+ available series with metadata |
fetch_monthly_population() |
Fetch monthly population totals |
clear_sidra_cache() |
Clear cached API responses |
compute_starting_points_from_microdata() |
Compute custom starting points for SIDRA mensalization |
?pnadc_identify_periods or visit the package
website for full documentation