Bead-based normalization for CyTOF and high-parameter flow cytometry. Covers EQ bead normalization, signal drift correction, and batch normalization. Use when correcting instrument drift in CyTOF or harmonizing data across batches.
npx skills add https://github.com/BioTender-max/awesome-bio-agent-skills --skill bio-flow-cytometry-bead-normalization
Reference examples tested with: flowCore 2.14+, ggplot2 3.5+
Before using code patterns, verify installed versions match. If versions differ:
packageVersion('<pkg>') then ?function_name to verify parametersIf code throws ImportError, AttributeError, or TypeError, introspect the installed
package and adapt the example to match the actual API rather than retrying.
"Normalize my CyTOF data using beads" → Correct instrument signal drift over acquisition time using EQ calibration bead intensities for consistent measurements across runs.
CATALYST::normCytof() for EQ bead normalizationGoal: Identify EQ normalization bead events in CyTOF data for signal calibration.
Approach: Score events by mean scaled intensity in known bead channels (Ce140, Eu151, Eu153, Ho165, Lu175) and threshold at the 99th percentile.
library(CATALYST)
library(flowCore)
# CyTOF data typically includes EQ normalization beads
# Fluidigm provides normalizer software, but can also do in R
# Load FCS with beads
ff <- read.FCS('cytof_with_beads.fcs')
# EQ beads contain known amounts of: Ce140, Eu151, Eu153, Ho165, Lu175
bead_channels <- c('Ce140Di', 'Eu151Di', 'Eu153Di', 'Ho165Di', 'Lu175Di')
# Identify bead events (high signal in bead channels)
bead_data <- exprs(ff)[, bead_channels]
bead_scores <- rowMeans(scale(bead_data))
# Beads typically have very high intensity
bead_threshold <- quantile(bead_scores, 0.99)
is_bead <- bead_scores > bead_threshold
cat('Identified', sum(is_bead), 'bead events (', round(mean(is_bead) * 100, 2), '%)\n')
Goal: Compute per-channel normalization factors by comparing sample bead intensities to a reference.
Approach: Calculate median bead intensity per channel, then divide reference values by sample values to obtain correction factors.
# For each acquisition, calculate median bead intensity
# Compare to reference to get normalization factor
calculate_norm_factors <- function(ff, bead_channels, bead_idx) {
bead_intensities <- exprs(ff)[bead_idx, bead_channels]
# Median intensity per channel
medians <- apply(bead_intensities, 2, median)
return(medians)
}
# Reference values (from first file or known standards)
reference_beads <- c(Ce140 = 500, Eu151 = 600, Eu153 = 550, Ho165 = 450, Lu175 = 400)
# Calculate factors
sample_beads <- calculate_norm_factors(ff, bead_channels, is_bead)
norm_factors <- reference_beads / sample_beads
cat('Normalization factors:\n')
print(round(norm_factors, 3))
Goal: Correct marker intensities using bead-derived normalization factors and remove bead events.
Approach: Multiply marker channels by the geometric mean of bead factors, then filter out bead events from the flowFrame.
# Apply normalization to all marker channels (not scatter)
marker_channels <- setdiff(colnames(ff), c('Time', 'Event_length', bead_channels))
normalize_cytof <- function(ff, norm_factors, channels) {
# Get expression matrix
expr <- exprs(ff)
# Apply geometric mean of bead factors to all channels
global_factor <- exp(mean(log(norm_factors)))
# Or apply per-channel if you have channel-specific factors
expr[, channels] <- expr[, channels] * global_factor
exprs(ff) <- expr
return(ff)
}
ff_normalized <- normalize_cytof(ff, norm_factors, marker_channels)
# Remove bead events
ff_clean <- ff_normalized[!is_bead, ]
cat('Final cell count:', nrow(ff_clean), '\n')
Goal: Remove signal drift that accumulates during long CyTOF acquisitions.
Approach: Bin bead events by acquisition time, fit LOESS to per-bin median intensities, and scale all events to a reference level.
# Correct for signal drift over acquisition time
correct_drift <- function(ff, time_channel = 'Time') {
expr <- exprs(ff)
time <- expr[, time_channel]
# Bin by time
n_bins <- 20
time_bins <- cut(time, breaks = n_bins, labels = FALSE)
# For each marker, fit LOESS to bead signal over time
corrected <- expr
marker_cols <- setdiff(colnames(expr), c(time_channel, 'Event_length'))
for (marker in marker_cols) {
bin_medians <- tapply(expr[is_bead, marker], time_bins[is_bead], median)
if (length(unique(time_bins[is_bead])) > 3) {
# Fit smooth curve to drift
drift_data <- data.frame(
time = as.numeric(names(bin_medians)),
intensity = as.numeric(bin_medians)
)
loess_fit <- loess(intensity ~ time, data = drift_data, span = 0.5)
# Predict correction factor for all events
correction <- predict(loess_fit, newdata = data.frame(time = time_bins))
reference <- median(drift_data$intensity)
corrected[, marker] <- expr[, marker] * (reference / correction)
}
}
exprs(ff) <- corrected
return(ff)
}
ff_drift_corrected <- correct_drift(ff)
Goal: Harmonize marker distributions across batches using shared reference samples.
Approach: Train spline-based CytoNorm models on reference samples run in all batches, then apply the learned transformations to normalize new samples.
# CytoNorm for cross-batch normalization using reference samples
library(CytoNorm)
# Requires: training samples run on all batches (e.g., same PBMC reference)
# Creates spline-based transformation
# Prepare training data
train_files <- list.files('batch1_reference/', pattern = '\\.fcs$', full.names = TRUE)
train_data <- lapply(train_files, read.FCS)
# Define model
model <- CytoNorm.train(
files = train_files,
labels = rep('Reference', length(train_files)),
channels = marker_channels,
transformList = NULL, # If already transformed
nQ = 100, # Number of quantiles
seed = 42
)
# Apply to new batch
test_files <- list.files('batch2/', pattern = '\\.fcs$', full.names = TRUE)
normalized_files <- CytoNorm.normalize(
model = model,
files = test_files,
labels = rep('Test', length(test_files)),
outputDir = 'batch2_normalized/'
)
Goal: Align marker distributions across samples by mapping to a common reference distribution.
Approach: Rank-order values per channel per sample and replace with interpolated reference quantiles computed from all samples.
# Simple quantile normalization across samples
quantile_normalize <- function(fs, channels) {
# Extract expression matrices
expr_list <- lapply(fs, function(ff) exprs(ff)[, channels])
# Get reference distribution (mean of all samples)
all_values <- do.call(rbind, expr_list)
reference_quantiles <- apply(all_values, 2, function(x) sort(x))
reference <- colMeans(reference_quantiles)
# Normalize each sample
normalized_fs <- fs
for (i in 1:length(fs)) {
expr <- exprs(fs[[i]])
for (ch in channels) {
ranks <- rank(expr[, ch], ties.method = 'average')
normalized_values <- approx(1:length(reference), sort(reference),
xout = ranks)$y
expr[, ch] <- normalized_values
}
exprs(normalized_fs[[i]]) <- expr
}
return(normalized_fs)
}
Goal: Normalize CyTOF data using CATALYST's built-in bead handling and time-drift correction.
Approach: Use prepData with by_time=TRUE to automatically correct time-dependent drift during SCE construction.
library(CATALYST)
# CATALYST provides bead-based normalization for CyTOF
# Load data with prepData (handles bead removal)
sce <- prepData(fs, panel, md,
transform = TRUE,
cofactor = 5,
by_time = TRUE) # Correct time-dependent drift
# Or manual bead gating in CATALYST
# sce <- prepData(fs, panel, md, FACS = FALSE)
# sce <- filterSCE(sce, !sce$is_bead)
Goal: Visualize bead signal drift and assess normalization effects.
Approach: Plot bead channel intensity over acquisition time with LOESS trend, and compare marker distributions before and after normalization.
library(ggplot2)
# Plot bead signal over time
bead_plot_data <- data.frame(
Time = exprs(ff)[is_bead, 'Time'],
Ce140 = exprs(ff)[is_bead, 'Ce140Di'],
Eu151 = exprs(ff)[is_bead, 'Eu151Di']
)
ggplot(bead_plot_data, aes(x = Time, y = Ce140)) +
geom_point(alpha = 0.1, size = 0.5) +
geom_smooth(method = 'loess', color = 'red') +
theme_bw() +
labs(title = 'Bead Signal Over Time (Ce140)', x = 'Time', y = 'Intensity')
ggsave('bead_drift.png', width = 10, height = 4)
# Before/after normalization
compare_df <- data.frame(
Value = c(exprs(ff)[, 'CD45'], exprs(ff_normalized)[, 'CD45']),
Status = rep(c('Before', 'After'), each = nrow(ff))
)
ggplot(compare_df, aes(x = Value, fill = Status)) +
geom_histogram(bins = 100, alpha = 0.5, position = 'identity') +
theme_bw() +
labs(title = 'Normalization Effect on CD45')
Goal: Save normalized and bead-free data for downstream analysis.
Approach: Write the cleaned flowFrame to a new FCS file using write.FCS.
# Save normalized FCS files
write.FCS(ff_clean, 'normalized_sample.fcs')
# For CATALYST object
# saveRDS(sce, 'normalized_sce.rds')
Workflow order: cytometry-qc → doublet-detection → bead-normalization → clustering
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