Starlight Tools

Retirement Withdrawal Calculator and 4% Rule Simulator

Will your money last? Test portfolio longevity, estimate sustainable annual or monthly income, or calculate the portfolio needed for a desired gross income. Results use 1,200 probability-based return paths to show sequence-of-returns risk.

All income figures are gross before tax. Returns are nominal; inflation is modelled separately. Calculations are educational estimates, not financial advice.

Your plan

1. What do you want to calculate?

Supported income and required portfolio are solved at your chosen probability target.

2. Portfolio and retirement

Choose the input that should drive the portfolio-longevity calculation.

Invested assets available to fund retirement.

Total retirement income; other income below reduces the portfolio draw.

Used for rate-based longevity and the custom comparison row.

The current-portfolio rule makes income variable and applies only to longevity mode.

Used to solve supported income, required portfolio, and the suggested reduction.

3. Market assumptions

Central: 6% expected nominal return and 15% annual volatility.

Negative values are allowed. Simulation paths vary around this arithmetic mean.

Standard deviation of annual returns; 0% creates constant-return paths.

Advanced: fees, withdrawal timing, and other income
Costs and timing

Guaranteed or other gross income

Enter annual income in today’s money. Each source is assumed to rise with inflation after its start age.

Results

Simulation resultCalculating…
Success probability
First-year annual income
First-year monthly income
Year-10 income (today’s money)
Years portfolio lasts
Typical depletion age
Median ending balance
Downside ending balance (10th percentile)
Central ending balance (today’s money)
Cumulative portfolio withdrawals
Enter valid assumptions to calculate.

The chart shows the auditable central constant-return path. Probability results above use 1,200 varying return paths.

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Compare common starting withdrawal rates

Each row uses inflation-adjusted spending and the same assumptions and return paths. “Downside success” is the share of simulations that fund every planned withdrawal.

Withdrawal-rate decision comparison
Starting rateAnnual incomeMonthly incomeTypical longevityDownside successMedian ending balance

Year-by-year projection

The accessible table is the data alternative to the chart and uses the constant expected return, not a Monte Carlo path.

Show detailed projection table

Central annual portfolio projection
Year / ageOpening balanceInvestment returnPortfolio withdrawalInflation-adjusted withdrawalFeesGuaranteed incomeClosing balanceClosing balance (real)

What this retirement withdrawal calculator answers

Choose one of three paths: estimate how long a portfolio may last at your chosen starting rate or income, find the income a portfolio may support at a selected confidence target, or estimate the starting portfolio required for desired income. The probability result tests sequence risk; it is not a guarantee or a prediction of future markets.

How to use the result

Start with central assumptions, then compare conservative and poor-first-five-years cases. Focus on the success rate, downside balance, and any suggested spending reduction—not only the median. Include fees and known pensions because they materially change the amount taken from investments. Recheck a pension drawdown plan regularly as spending, markets, and circumstances change.

Exact calculation method and assumptions

  1. The first-year spending target is the selected rate times starting portfolio, or the entered/solved income. In inflation-adjusted mode, that nominal target rises once at the start of each later year by annual inflation. In current-portfolio mode, the rate is recalculated from that year’s opening balance and spending may fall.
  2. Other income is entered in today’s money, begins at the selected age, and is assumed to rise annually with inflation. It is subtracted from the total spending target; only the remaining amount is requested from the portfolio.
  3. Fund and adviser/platform percentages are added. Each year’s fee equals the opening balance times that combined percentage and reduces the money invested.
  4. For beginning-of-year timing, fees and the portfolio withdrawal are deducted before that year’s return. For end-of-year timing, fees are deducted, the return is applied, and then the withdrawal is taken.
  5. If available assets cannot meet a scheduled portfolio withdrawal, the path fails in that year, the remaining balance is taken, and the balance stops at zero. The displayed depletion age is the median age among failed paths. Monetary outputs are rounded only for display.
  6. Nominal investment return is sampled annually from a normal distribution using the expected return and volatility, with losses limited to −95% to prevent a mathematically impossible balance below zero. The tool runs 1,200 reproducible paths. Success means every scheduled withdrawal was met through the full horizon.
  7. The central projection applies the expected return every year (except the disclosed stress sequence). Today’s-money values divide nominal amounts by (1 + inflation)year. Constant average returns do not model volatility and cannot establish a genuinely safe withdrawal rate.

Poor first five years preset: applies −15%, −8%, −2%, +3%, and +4% in years 1–5 to every path, then resumes random returns around 6% with 15% volatility. Conservative uses 4% return/12% volatility; central 6%/15%; optimistic 7.5%/16%. These are illustrations, not forecasts.

Worked £500,000 retirement example

A £500,000 portfolio with a 4% initial withdrawal provides £20,000 in year one, or about £1,667 per month, gross before tax. With 2.5% inflation, the planned withdrawals become £20,500 in year 2, about £24,977 in year 10, and about £40,928 in year 30.

At a constant 6% nominal return, 0.5% annual fees, beginning-of-year withdrawals, and no other income, the central path ends with a positive balance; the live results show the exact ending amount. The probability result is lower than the constant path may suggest because volatile paths can suffer early losses.

Why return order matters

A loss early in retirement is paired with a withdrawal when the portfolio is already down, leaving less capital for the recovery. Reversing the same series of returns can therefore produce a different ending balance even though the arithmetic average return is identical. Use the “Poor first five years” preset to see this sequence-of-returns risk directly.

Evidence, limitations, and financial trust

The 4% rule traces to William Bengen’s 1994 historical analysis and was developed further by Cooley, Hubbard, and Walz in research commonly called the Trinity Study. That work used historical US stock and bond returns. It may not transfer directly to other countries, portfolios, retirement lengths, fees, valuations, taxes, or future markets. The Financial Conduct Authority also identifies sustainability, investment risk, tax implications, and charges as important drawdown considerations.

Monte Carlo results are model-dependent and do not include tax, changing inflation, return correlations, fat-tailed crashes beyond the optional stress sequence, spending changes, or mortality. A high simulated probability does not make a plan safe or suitable.

Author: Starlight Tools Editorial Team · Reviewer: Starlight Tools editorial review (not a regulated financial adviser) · Last reviewed: 17 July 2026. To request a correction, use the site contact channel and identify this calculator, the disputed statement, and supporting evidence.

Retirement withdrawal calculator FAQs

What is a safe withdrawal rate?

A safe withdrawal rate is a starting level of portfolio withdrawals intended to last for a chosen retirement period. It is not one universal percentage: the horizon, asset mix, fees, inflation, taxes, spending flexibility, and return sequence all matter.

How long will £250,000, £500,000, or £1 million last?

At a 4% starting rate, those portfolios provide £10,000, £20,000, or £40,000 respectively in year one before tax, then rise with inflation in the classic rule. How long each lasts depends on returns, volatility, fees, inflation, other income, and the retirement horizon; use the calculator rather than treating 25 times income as a guarantee.

Is 4% still safe?

Four percent is a historical rule of thumb, not a promise. It was developed from historical US stock and bond data for roughly 30-year retirements, so a different country, valuation, portfolio, fee level, future market, or 40- to 50-year horizon may justify a lower or flexible rate.

Is the 4% rule monthly or annual?

It is an annual starting rule: withdraw 4% of the initial portfolio during year one, commonly paid in monthly instalments, then increase the pound amount with inflation each year. It is not normally recalculated as 4% of the current balance every month.

What changes for a 40- or 50-year retirement?

A longer retirement exposes the portfolio to more withdrawals, inflation, fees, and bad return sequences. Holding everything else constant, the supported starting withdrawal is usually lower for 40 or 50 years than for 30 years.

How do inflation, fees, and tax affect retirement withdrawals?

Inflation raises the nominal cash needed to preserve spending power, and fees reduce the return retained inside the portfolio. Tax reduces spendable income but is not calculated here, so all income and withdrawal results are gross before tax.

How do asset allocation and sequence risk affect withdrawals?

Asset allocation influences both expected return and volatility. Losses early in retirement can be especially damaging because withdrawals leave less capital available for a recovery, even when the long-run average return later matches a smoother scenario.

What is the difference between inflation-adjusted withdrawals and a percentage of the current portfolio?

An inflation-adjusted rule starts with a fixed cash amount and raises it with inflation, creating steadier purchasing power but more depletion risk. A current-portfolio rule recalculates income from the remaining balance, reducing depletion risk but allowing income to fall after losses.

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