How Many Cells for Single-Cell Sequencing? Rare Cell Type Calculator
A cell type makes up a fraction p of your sample and you want at least k of them with 95% confidence — how many cells must pass QC? Exact binomial calculation, plus the reverse: your chance of success for a given number of cells.
1. Goal
2. Cells to load (optional)
3. Reverse calculation (optional)
Result
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- Model: each cell is treated as an independent random draw from the sample, so the count of a type is X ~ Binomial(N, p). The answer is the smallest N with P(X ≥ k) ≥ the confidence level — the same as k + qnbinom(c, size = k, prob = p) in R, so you can check it yourself. The sums are exact; no normal or Poisson approximation is used.
- Why not just k ÷ p? That only gives k cells on average; the actual count varies, so planning on the average gives a clearly lower chance of success than the confidence you want (the result shows the exact value for your inputs).
- Assumptions: random sampling; the fraction is known, the same in every sample and unaffected by treatment; no doublets or batch effects, and no cell-type-specific losses during dissociation and QC (neutrophils and neurons, for example, are lost more easily). Real experiments are usually worse, so read the result as a minimum.
- If the fraction itself is uncertain (from literature, flow cytometry or a pilot), use the low end of the plausible range (a conservative value). The table under the result shows how many cells you need if the true fraction is lower.
- “Cells to load” is just your post-QC number divided by the retention you enter. Capture efficiency, doublet rate and QC pass rate vary with platform, sample and protocol, so this page offers no defaults; rely on your platform’s documentation and your own data.
- With several cell types, the largest of the per-type requirements is used; the chance that all succeed together is lower — possibly much lower with many types or little margin — and the page shows a conservative lower bound for it.
- This only answers how many cells you capture. It says nothing about sequencing depth per cell, and it is not a sample-size or power calculation for differential analysis.