Retirement Calculator — Will Your Money Last?

Enter your situation once and the model does two separate things: it projects your portfolio year by year under steady assumptions, and it re-runs the same plan a thousand times with randomised market returns to show how often the money lasted. Both are illustrations built on the numbers you enter — nothing here is a prediction.

Works in £ or $. Nothing you type leaves your browser.

Projection

One steady return, every year
Portfolio at age 65
£1,072,159
£578,313 in today's money
Money lasts
29 years
Portfolio runs out around age 94
4% reference income
£23,133 / year
4% of the projected pot, in today's money, before tax
Total paid in
£360,070
Starting savings plus contributions to age 65

Simulation

1,000 randomised runs
36%
of simulated runs funded the plan in full
  • Median outcome: the portfolio funded 23 years of retirement.
  • In the runs that fell short, the money typically ran out around age 82.
  • This is a modelled range of outcomes under your assumptions, not a forecast or a probability of anything happening in the real world.

Portfolio balance in today's money

The shaded band covers the middle 80% of simulated outcomes. The dashed line is the steady-return projection above.

Retirement age vs chance of lasting the plan

The same plan, retiring earlier or later. Each point is a separate simulation of 500 runs.

How the Retiris retirement calculator works

The engine is deliberately simple enough to explain in a paragraph. Before retirement it adds your contributions at the end of each year and grows the balance at your chosen return. Contributions rise with inflation, so a £6,000 contribution keeps the same purchasing power throughout. From your retirement age onwards, contributions stop and the model withdraws your target spending at the start of each year, less any guaranteed income that has started by then, with the remaining balance growing for the rest of that year. Spending also rises with inflation each year.

Every balance labelled “in today’s money” has been divided back by compounded inflation, so the charts show purchasing power rather than a large but misleading future number. The portfolio is depleted the first year it cannot fund the full withdrawal.

The full engine, including the simulation, is described on how the Retiris retirement model works.

What assumptions does the calculator make?

Every assumption is an input you can change, and none of them are hidden. Here is what each one does and why the default is what it is.

AssumptionDefaultWhat it does
Investment return6% a yearApplied to the whole balance each year in the steady projection. It is a nominal return, before inflation and before any platform or fund charges — subtract your fees if you want a net-of-cost view.
Inflation2.5% a yearIncreases contributions and spending each year, and converts future balances back to today's money.
Return volatility12%The year-to-year variability used by the simulation only. Higher volatility widens the range of outcomes and usually lowers the success rate even when the average return is unchanged.
Planning horizonAge 95How long the money has to last. It is a planning choice, not an estimate of your lifespan.
Retirement spendingYour figure, in today's moneyTreated as a gross withdrawal from the portfolio. Tax, if any, comes out of this amount.
Guaranteed incomeYour figure, from the age you setState Pension, Social Security, a defined-benefit pension or an annuity. It directly reduces what the portfolio must fund from that age.

Not modelled: taxes, platform and fund charges, spending that changes shape through retirement, care costs, property, one-off windfalls, and any difference between account types. Those are real and they matter — treat the output as a starting point for thinking, not a financial plan.

What is a Monte Carlo simulation?

A steady 6% every year is a useful simplification and a poor description of markets. A Monte Carlo simulation runs the same plan many times over, and in each run it draws a fresh return for every year at random from a distribution centred on your expected return and spread out by your volatility figure. One run might open with three strong years; another might open with a 20% fall. Retiris runs 1,000 of them and reports how many funded your spending all the way to your planning age.

The shaded band on the balance chart is the middle 80% of those runs: 10% of runs ended up above the top edge and 10% below the bottom edge at each age. It is a picture of the range the model produced, which is far more honest than a single smooth curve.

What does a probability of success mean?

It means one specific thing: the percentage of simulated runs where the portfolio never ran out. It is not a chance of being “fine”, and it is not a real-world probability. It inherits every assumption you entered, so a 95% result with an optimistic return assumption is weaker evidence than an 80% result with a cautious one.

It is also worth remembering that failure in the model is binary and abrupt, while a real retiree would notice a portfolio falling behind and adjust their spending. In practice a result in the mid-80s or above is usually treated as a reasonably resilient plan, and anything below about 70% is a signal to test lower spending, a later retirement age or higher contributions — all of which you can do by changing an input above.

Why retirement outcomes are uncertain

  • Market volatility

    Returns arrive unevenly. Long-run averages tell you very little about the specific decades you happen to retire into.

  • Sequence-of-returns risk

    Poor returns in the first few years of drawdown do disproportionate damage, because you are selling assets to fund spending while prices are low. The same average return in a different order can produce a completely different ending balance.

  • Inflation

    A run of higher inflation quietly raises every future withdrawal. Two percentage points of extra inflation over thirty years is a very large change in required spending.

  • Longevity

    Nobody knows their planning horizon. Extending a plan from age 90 to age 100 adds ten years of withdrawals to the most fragile part of the projection.

  • Spending is not flat

    Real retirement spending often starts higher, dips through the middle years, and can rise again with care needs. A flat inflation-linked figure is a simplification.

Limitations

This is educational planning software. It produces illustrations from the assumptions you enter, and those illustrations are not predictions, guarantees or personal recommendations. Retiris is not authorised to give regulated financial advice and does not know your tax position, health, family circumstances or risk tolerance. For decisions that matter, use this to prepare good questions and then speak to a regulated adviser in your country.

Common questions

Will my money last through retirement?

That depends on four things you control or estimate: how much you have, how much you spend, how long the money has to last, and what your investments do. The calculator on this page projects a year-by-year balance and then re-runs the same plan 1,000 times with randomised returns, so you can see both a central projection and how often the plan survived under those assumptions.

What does a 'probability of success' actually mean?

It is the share of simulated runs in which the portfolio funded your stated spending all the way to your planning age. An 85% result means 850 of 1,000 modelled paths lasted. It is not a probability that you personally will be fine — it is a property of the model and the assumptions you entered, and real markets do not draw returns from a tidy statistical distribution.

How does the calculator handle inflation?

You enter spending and contributions in today's money and the model increases both with your chosen inflation rate each year. All charts and the balances described as 'in today's money' are deflated back by the same rate, so you are looking at purchasing power rather than headline numbers.

Does the calculator include tax?

No. It models the portfolio, not your tax return. Withdrawals are treated as gross amounts, so if you will pay income tax on pension or 401(k) withdrawals, enter a spending figure that includes the tax you expect to pay. UK ISA and US Roth withdrawals are generally not taxed in the same way, which is one reason the account mix matters.

What is sequence-of-returns risk?

It is the risk that poor returns arrive early in retirement, while the portfolio is at its largest and you are selling units to fund spending. Two retirements with identical average returns can end very differently depending on the order those returns arrive. The simulation captures this because each run draws a fresh random sequence.

Which return and inflation assumptions should I use?

There is no single correct answer, which is why they are inputs rather than fixed values. A common approach is a long-run nominal return in the region of 4-7% for a diversified portfolio and inflation near the central bank target of 2%, then testing what happens when both move against you. Run the plan with a lower return and higher inflation before relying on it.

Where to go next