Retirement Monte Carlo Calculator
Estimate the probability your retirement portfolio survives given withdrawal rate and horizon
Retirement Monte Carlo calculator. Probability your portfolio survives the withdrawal rate and horizon based on historical SWR research benchmarks.
What this tool does
Enter portfolio size, annual withdrawal, expected return, and retirement length. The calculator estimates the probability the portfolio lasts the full retirement — using historical failure-rate benchmarks from Trinity Study and SWR research rather than a live random simulation.
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Disclaimer
Results are estimates for educational purposes only. They do not constitute financial advice. Consult a qualified professional before making financial decisions.
What Monte Carlo analysis does for retirement planning
A standard retirement projection gives a single answer — your portfolio is projected to last 28 years or run out in year 24. This misses the fact that real returns are volatile, so the outcome depends heavily on which years are good and which are bad. Monte Carlo analysis runs the projection hundreds or thousands of times with different random return sequences and reports the percentage of scenarios where the portfolio survives the full horizon. A 90% success probability means 9 out of 10 return paths produce a portfolio that lasts; a 50% probability means a coin flip.
How this tool approximates Monte Carlo
Full Monte Carlo simulation requires running thousands of randomised trials, which is computationally intensive. This calculator uses a different approach: it references the published results of historical safe-withdrawal-rate studies (Trinity Study, updates by Bengen, Pfau, and others) that effectively encode Monte Carlo results into withdrawal-rate success tables. For a 60/40 stock-bond portfolio, those studies give success probabilities at various withdrawal rates over various horizons. The calculator interpolates from these benchmarks to estimate success probability for your specific inputs.
The core driver: initial withdrawal rate
The single biggest predictor of retirement success is the initial withdrawal rate (annual withdrawal divided by starting portfolio). At 3% or below, survival is near-certain in almost all historical sequences. At 4%, the classic benchmark, about 95% of historical 30-year sequences survive. At 5%, the success rate drops to roughly 70-75%. At 6%, to roughly 50%. At 7%+, the probability of depletion becomes uncomfortably high for most households. The calculator shows where your specific withdrawal rate lands on this curve.
Why historical data has limits
Historical SWR studies assume future returns will resemble past returns. The last 100 years included the US as the dominant global equity market, a long era of declining interest rates, and broadly favourable demographics. Forward returns may be lower if any of those tailwinds reverse. Some planners adjust historical SWR numbers downward by 0.5-1 percentage point to account for this uncertainty — a 3.5% withdrawal rate becomes the new 4% under that adjustment. The calculator uses classical historical benchmarks; apply your own conservatism if you believe forward returns will be lower.
Sequence-of-returns risk
The order matters enormously. A portfolio that sees strong returns in its first decade of retirement tends to survive even aggressive withdrawals, because the base grows before withdrawals deplete it. A portfolio that sees bad returns in its first decade is much more likely to fail — even if long-run average returns are identical. This is why many planners recommend glidepath allocation (shifting to more conservative allocations in the 5 years before and after retirement) or cash buffers that allow riding out early drawdowns without selling into a falling market.
What to do with the probability
A 95%+ success probability is comfortable. 85-95% is typical for well-planned retirements. Below 85%, consider reducing the withdrawal rate or extending working years. Below 70%, the plan is risky enough that adjustments are usually needed — delaying retirement by even two years often moves the probability meaningfully because it shrinks the withdrawal horizon and gives the portfolio more time to grow. The probability is a decision input, not a guarantee — even 99% has a 1-in-100 failure tail.
$1,000,000 with $40,000 annual withdrawal over 30 years years has a 95% success probability.
Inputs
This example uses typical values for illustration. Adjust the inputs above to match a specific situation and see how the result changes.
Sources & Methodology
Methodology
Success probability interpolated from historical safe-withdrawal-rate benchmarks. Initial withdrawal rate is the primary driver; expected return adjusts the benchmark slightly. For horizons other than 30 years, probability is adjusted proportionally.
Frequently Asked Questions
What does the probability actually mean?
What withdrawal rate is considered safe?
How do I improve the success probability?
Does this run actual Monte Carlo trials?
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