Skip to content
FinToolSuite
Updated 2026-04-20 · Savings · Educational use only ·
Privacy

Portfolio Drawdown Calculator

How long savings last at a given spend rate.

Calculate how long a portfolio will last at a specified annual withdrawal rate and expected return. Enter portfolio value to see years the portfolio sustains.

What this tool does

This calculator estimates how many years a portfolio lasts given a starting balance, a fixed annual withdrawal amount, and an expected annual return rate. The result shows the time horizon before the portfolio is fully depleted, assuming withdrawals occur at the end of each year and returns compound annually. The calculation is most sensitive to the initial portfolio value and the annual withdrawal amount—larger withdrawals or smaller starting balances shorten the timeline significantly. A typical use case might involve modelling a savings drawdown over retirement or during a career break. The calculator assumes constant real withdrawals, a steady return rate, and no additional contributions or unexpected expenses. Results are for educational illustration and do not account for inflation adjustments, tax implications, or market volatility.

Quick answer: with the default values, the result is 37.0 years (Portfolio Lasts). Adjust the values below for your own figures.


Enter Values

People also use

Formula Used
Portfolio
Annual withdrawal
Annual return

Disclaimer

Results are estimates for educational purposes only. They do not constitute financial advice. Consult a qualified professional before making financial decisions.

500,000 portfolio with 30,000/year withdrawal at 5% return lasts 37 years. At 6% return, it can last indefinitely. At 4% return, about 23 years. The gap between 4% and 6% is decades — return assumptions matter enormously for retirement sustainability.

Quick example

With portfolio value of 500,000 and annual withdrawal of 30,000 (plus expected return of 5%), the result is 37.0 years.

Which inputs matter most

You enter Portfolio Value, Annual Withdrawal, and Expected Return.

What's happening under the hood

Solve for n when portfolio equals zero after n annual withdrawals compounding at return rate. Annual compounding, withdrawals at year end.

Where to go next

This calculation rarely sits alone in a planning exercise. If you're running these numbers, related tools include the safe withdrawal rate calculator, the maximum savings rate calculator, and the pension drawdown sustainability calculator — each one answers a different question in the same territory.

Why the return assumption dominates

How long a portfolio lasts is far more sensitive to the return assumption than to the size of the pot. At the defaults, 500,000 supporting 30,000 a year at 5% lasts about 37 years. At 6% the withdrawal is covered by growth and the balance does not deplete on this model. At 4% it runs to roughly 23 years. A two-point swing in an assumption nobody can verify in advance moves the answer by decades.

What a flat withdrawal misses

The model withdraws a flat amount and grows the remainder at a constant rate, which is a smoother world than the one portfolios live in. It does not vary the withdrawal with inflation, and it does not model sequence risk, where poor returns early in retirement do more damage than the same returns later, because the withdrawals come out of a smaller base. Running the calculation across a range of returns gives a span rather than a single date, which is closer to what the arithmetic can honestly support.

Example Scenario

A portfolio of £500,000 with £30,000 annual withdrawals at 5% return lasts 37.0 years.

Inputs

Portfolio Value:£500,000
Annual Withdrawal:£30,000
Expected Return:5%
Expected Result37.0 years
Expected Result breakdown
Withdrawal Rate6.00%
Expected Return5.00%
Initial Portfolio$500,000.00
Annual Withdrawal$30,000.00

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

This calculator computes how many years a portfolio sustains a given annual withdrawal amount. It solves for the number of periods (n) at which portfolio value reaches zero, using the standard drawdown formula that accounts for both investment returns and regular withdrawals. The model assumes a constant annual return rate applied to the remaining balance, with withdrawals occurring at the end of each year. It treats returns as compounding annually and does not account for fees, taxes, inflation adjustment of withdrawals, market volatility, or variation in actual returns over time. The calculation also assumes withdrawals continue at a fixed amount regardless of market performance or portfolio balance.

Frequently Asked Questions

Is this the 4% rule?
Related. The 4% rule uses historical return sequences; this calculator uses a single constant return. Both are approximations — real retirement has return variance.
Return assumption sensitivity?
Huge. 1% return change can add or subtract years from sustainability. Conservative assumptions produce a lower, more cautious projection.
Sequence of returns risk?
Early losses in retirement are far more damaging than later losses. This constant-return tool doesn't capture that — treat output as best case.
What if withdrawal is flexible?
Cutting withdrawals in down markets extends portfolio life significantly. Rigid withdrawal plans are highest risk; flexible plans are more sustainable.

Related Calculators

More Savings Calculators

Explore Other Financial Tools

Spotted something off?

Calculations or display — let us know.