Investing calculator

Retirement Withdrawal Calculator

A global portfolio drawdown & savings withdrawal calculator. Estimate how long your retirement savings may last with regular withdrawals, an expected return, inflation, fees, taxes, and a year-by-year drawdown schedule.

In some countries this is also called an SWP or systematic withdrawal plan; in the UK it is usually called pension drawdown. The math is the same everywhere.

Retirement income Portfolio drawdown Savings withdrawal Safe withdrawal rate SWP / pension drawdown How long will it last

Free, no sign-in, transparent formula, educational estimate. Not financial, tax, or retirement advice.

Educational planning only — not financial, tax, investment, pension, or retirement advice. The model assumes a constant return; real markets vary, and sequence-of-returns risk, taxes, fees, and inflation all change the outcome.

Your portfolio & withdrawals$600,000 · $3,000

The core of the projection: how much you start with, how much you take out, and the return and inflation you assume. In some countries this is called an SWP (systematic withdrawal plan) or pension drawdown.

$

The invested amount you begin drawing down.

$

The amount you take out each period.

5.0%

Return earned on the remaining balance. An assumption, not a guarantee — try a range.

3.0%

Erodes the purchasing power of your withdrawals over time.

Want inflation-adjusted or percentage withdrawals, quarterly/yearly frequency, fees, tax, beginning-of-period timing, or a longer projection? Switch to .

Your money over timeLasts 35 yrs 11 mos
$600,000$183,871

Your $600,000 is projected to last 35 yrs 11 mos. Lower the withdrawal or raise the return to extend it.

Try a rate

Visual breakdown

Portfolio balance over time

Remaining balance each year over your 30-year projection.

YearEnding balance
1$593,861
2$587,407
3$580,623
4$573,493
5$565,997
6$558,118
7$549,836
8$541,130
9$531,978
10$522,359
11$512,247
12$501,618
13$490,445
14$478,701
15$466,356
16$453,379
17$439,738
18$425,399
19$410,327
20$394,483
21$377,829
22$360,323
23$341,921
24$322,578
25$302,245
26$280,872
27$258,405
28$234,789
29$209,965
30$183,871
Show data as a table
YearEnding balance
1$593,861
2$587,407
3$580,623
4$573,493
5$565,997
6$558,118
7$549,836
8$541,130
9$531,978
10$522,359
11$512,247
12$501,618
13$490,445
14$478,701
15$466,356
16$453,379
17$439,738
18$425,399
19$410,327
20$394,483
21$377,829
22$360,323
23$341,921
24$322,578
25$302,245
26$280,872
27$258,405
28$234,789
29$209,965
30$183,871
More charts — cumulative withdrawals & inflation-adjusted income

Cumulative withdrawals over time

The running total you take out of the portfolio.

YearCumulative
1$36,000
2$72,000
3$108,000
4$144,000
5$180,000
6$216,000
7$252,000
8$288,000
9$324,000
10$360,000
11$396,000
12$432,000
13$468,000
14$504,000
15$540,000
16$576,000
17$612,000
18$648,000
19$684,000
20$720,000
21$756,000
22$792,000
23$828,000
24$864,000
25$900,000
26$936,000
27$972,000
28$1,008,000
29$1,044,000
30$1,080,000
Show data as a table
YearCumulative
1$36,000
2$72,000
3$108,000
4$144,000
5$180,000
6$216,000
7$252,000
8$288,000
9$324,000
10$360,000
11$396,000
12$432,000
13$468,000
14$504,000
15$540,000
16$576,000
17$612,000
18$648,000
19$684,000
20$720,000
21$756,000
22$792,000
23$828,000
24$864,000
25$900,000
26$936,000
27$972,000
28$1,008,000
29$1,044,000
30$1,080,000

Inflation-adjusted withdrawal value

Each year's withdrawal in today's money. The gap from the nominal line is lost purchasing power.

YearNominalReal
Y1$36,000$34,951
Y2$36,000$33,933
Y3$36,000$32,945
Y4$36,000$31,986
Y5$36,000$31,054
Y6$36,000$30,149
Y7$36,000$29,271
Y8$36,000$28,419
Y9$36,000$27,591
Y10$36,000$26,787
Y11$36,000$26,007
Y12$36,000$25,250
Y13$36,000$24,514
Y14$36,000$23,800
Y15$36,000$23,107
Y16$36,000$22,434
Y17$36,000$21,781
Y18$36,000$21,146
Y19$36,000$20,530
Y20$36,000$19,932
Y21$36,000$19,352
Y22$36,000$18,788
Y23$36,000$18,241
Y24$36,000$17,710
Y25$36,000$17,194
Y26$36,000$16,693
Y27$36,000$16,207
Y28$36,000$15,735
Y29$36,000$15,276
Y30$36,000$14,832
Show data as a table
YearNominalReal
Y1$36,000$34,951
Y2$36,000$33,933
Y3$36,000$32,945
Y4$36,000$31,986
Y5$36,000$31,054
Y6$36,000$30,149
Y7$36,000$29,271
Y8$36,000$28,419
Y9$36,000$27,591
Y10$36,000$26,787
Y11$36,000$26,007
Y12$36,000$25,250
Y13$36,000$24,514
Y14$36,000$23,800
Y15$36,000$23,107
Y16$36,000$22,434
Y17$36,000$21,781
Y18$36,000$21,146
Y19$36,000$20,530
Y20$36,000$19,932
Y21$36,000$19,352
Y22$36,000$18,788
Y23$36,000$18,241
Y24$36,000$17,710
Y25$36,000$17,194
Y26$36,000$16,693
Y27$36,000$16,207
Y28$36,000$15,735
Y29$36,000$15,276
Y30$36,000$14,832

Scenario testing

A single set of assumptions can be misleading. These three automatic cases stress-test your plan: the base case, a lower-return case (returns 3 points lower), and a higher-inflation case (inflation 3 points higher). They describe assumptions, not predictions.

ScenarioYears money may lastEnding balanceTotal withdrawnReal income after 10 yrsSustainability
Base case35 yrs 11 mos$183,871$1,080,000$2,232/moAggressive
Lower return (−3 pts)20 yrs 4 mos$0$730,446$2,232/moAggressive
Higher inflation (+3 pts)35 yrs 11 mos$183,871$1,080,000$1,675/moAggressive

Ending balance and total withdrawn are measured over your 30-year projection window. None of these scenarios is a forecast.

Year-by-year withdrawal schedule

Preview of the first 8 years — expand for the full 30-year schedule (up to your 30-year projection), or download it from the results panel.

Year 1$593,861
Withdrawal this year
$36,000
Cumulative withdrawals
$36,000
Estimated return earned
$29,861
Ending portfolio balance
$593,861
Inflation-adjusted withdrawal
$34,951
Year 2$587,407
Withdrawal this year
$36,000
Cumulative withdrawals
$72,000
Estimated return earned
$29,546
Ending portfolio balance
$587,407
Inflation-adjusted withdrawal
$33,933
Year 3$580,623
Withdrawal this year
$36,000
Cumulative withdrawals
$108,000
Estimated return earned
$29,216
Ending portfolio balance
$580,623
Inflation-adjusted withdrawal
$32,945
Year 4$573,493
Withdrawal this year
$36,000
Cumulative withdrawals
$144,000
Estimated return earned
$28,869
Ending portfolio balance
$573,493
Inflation-adjusted withdrawal
$31,986
Year 5$565,997
Withdrawal this year
$36,000
Cumulative withdrawals
$180,000
Estimated return earned
$28,504
Ending portfolio balance
$565,997
Inflation-adjusted withdrawal
$31,054
Year 6$558,118
Withdrawal this year
$36,000
Cumulative withdrawals
$216,000
Estimated return earned
$28,121
Ending portfolio balance
$558,118
Inflation-adjusted withdrawal
$30,149
Year 7$549,836
Withdrawal this year
$36,000
Cumulative withdrawals
$252,000
Estimated return earned
$27,718
Ending portfolio balance
$549,836
Inflation-adjusted withdrawal
$29,271
Year 8$541,130
Withdrawal this year
$36,000
Cumulative withdrawals
$288,000
Estimated return earned
$27,294
Ending portfolio balance
$541,130
Inflation-adjusted withdrawal
$28,419
YearWithdrawal this yearCumulative withdrawalsEstimated return earnedEnding portfolio balanceInflation-adjusted withdrawal
1$36,000$36,000$29,861$593,861$34,951
2$36,000$72,000$29,546$587,407$33,933
3$36,000$108,000$29,216$580,623$32,945
4$36,000$144,000$28,869$573,493$31,986
5$36,000$180,000$28,504$565,997$31,054
6$36,000$216,000$28,121$558,118$30,149
7$36,000$252,000$27,718$549,836$29,271
8$36,000$288,000$27,294$541,130$28,419

Are you still building your portfolio, or already drawing from it? This page models the withdrawal (drawdown) phase. If you are still saving, use the Investment Calculator or the SIP / Regular Investment Calculator, and the Mutual Fund Calculator for fund-fee impact. Already withdrawing from a portfolio? You are in the right place — continue below.

Quick answers

How long will my retirement savings last?

It depends on four things: how much you start with, how much and how often you withdraw, the return your remaining balance earns, and inflation. Enter those above and the calculator estimates how many years and months the money may last, plus the year it could run out. If the return covers the withdrawals, it shows “Indefinite on these assumptions” rather than a fake number.

What is a safe withdrawal rate?

A widely cited guideline is the 4% rule: withdrawing about 4% of your starting balance in the first year, then adjusting for inflation, has historically lasted around 30 years in diversified portfolios. It is a historical guideline from US data, not a guarantee, and the right rate for you depends on your time horizon, investment mix, fees, taxes, and how flexible your spending can be.

Why might my balance grow even though I am withdrawing?

If the return your portfolio earns is higher than the amount you take out, the balance can stay level or grow. In that case the plan does not deplete in this constant-return model, so the calculator shows “Indefinite on these assumptions”. Real markets vary year to year, so treat it as an illustration, not a promise.

Does this work outside India? Is it the same as an SWP?

Yes. The math behind a retirement withdrawal, a UK pension drawdown, a US savings-withdrawal plan, and an Indian SWP (systematic withdrawal plan) is identical: regular withdrawals from an invested balance that earns a return. This tool is currency-neutral and jurisdiction-neutral, and works in USD, GBP, EUR, CAD, AUD, or INR.

What is a retirement withdrawal calculator?

A retirement withdrawal calculator estimates how long your savings may last when you take regular withdrawals from an invested portfolio. Instead of asking how a pot grows while you add to it, it answers the opposite question that matters in retirement: if you start spending from this balance, how many years could it support you, and when might it run out?

You enter a starting balance, how much you withdraw and how often, an expected return on the remaining money, and an inflation rate. The calculator then simulates the drawdown month by month: each period it takes out your withdrawal and lets whatever remains earn a return. From that it reports how long the money lasts, your total withdrawals, the inflation-adjusted value of your income, and whether the plan looks sustainable.

It is jurisdiction-neutral and currency-neutral. The same engine works whether you call it a retirement withdrawal plan, a portfolio drawdown, a savings-withdrawal plan, a UK pension drawdown, or an Indian SWP — only the labels and currency change, never the underlying math.

How portfolio drawdown works

Drawdown is a tug-of-war between two forces. Each period your withdrawal pulls the balance down, while the return earned on the money that stays invested pushes it back up. When the return is larger than the withdrawal, the balance holds or grows; when the withdrawal is larger, the balance shrinks, and once it reaches zero the income stops.

Compounding still works during drawdown, but it works on a shrinking base. Early in retirement a large balance can earn enough to cover most of your withdrawals, so the pot barely moves. As withdrawals chip away at the balance, the return it generates falls too, which can accelerate the decline in the later years. That is why a plan that looks fine for the first decade can still deplete later.

Inflation runs underneath all of this. Even if your balance lasts, the purchasing power of a fixed withdrawal falls every year as prices rise, so the income buys less over time. The calculator tracks both the nominal balance and the inflation-adjusted value of your withdrawals, so you can judge your plan in today’s money rather than just headline numbers.

Fixed vs inflation-adjusted withdrawals

A fixed withdrawal takes the same nominal amount every period — say a steady monthly sum. The cash flow is predictable, which is easy to budget around, but its real value erodes: at 3% inflation, a fixed amount buys roughly a third less after about 13 years and around half as much after 23. The balance lasts longer than with rising withdrawals, but your lifestyle quietly shrinks.

An inflation-adjusted withdrawal raises the amount each year in line with prices, so the income keeps its purchasing power and your standard of living holds steady. The trade-off is that the withdrawals grow every year, which draws the portfolio down faster and shortens how long it lasts. This is the approach the classic 4% rule assumes.

A third option, a percentage-of-balance withdrawal, takes a set percentage of whatever the portfolio is worth each year. Because you never take a fixed dollar amount, the balance is never fully exhausted, but the income rises and falls with the markets. The calculator lets you switch between all three so you can see the trade-off between steady income, steady purchasing power, and never running out.

Safe withdrawal rate and the 4% rule

The 4% rule is the best-known rule of thumb for retirement spending. It comes from research by financial planner William Bengen in 1994 and the later “Trinity study”, which looked at historical US market returns and asked how much a retiree could withdraw without running out over a 30-year retirement. The answer that held up across most historical periods was about 4% of the starting balance in the first year, increased with inflation each year after.

It is important to read this as a historical guideline, not a guarantee. It is based on past US stock and bond returns over rolling 30-year windows; it assumes a particular portfolio mix, ignores fees and taxes, and may not hold for different countries, longer retirements, or future returns that look nothing like the past. Some analyses suggest a lower starting rate is safer when returns or interest rates are low, and others suggest flexibility allows a higher rate.

Use the 4% figure as a reference point to test, not a target to trust blindly. Enter your own numbers, check the withdrawal rate the calculator reports, and compare the base case against the lower-return and higher-inflation scenarios. A plan that only works in the optimistic case is worth rethinking.

Sequence-of-returns risk

Two retirees can earn the exact same average return over their retirement and yet end up in completely different places, purely because of the order in which those returns arrived. This is sequence-of-returns risk, and it is one of the biggest dangers in the early years of drawdown.

The reason is that withdrawals and losses compound against each other. If the market falls sharply in your first few years, you are selling investments to fund withdrawals while prices are low, which locks in losses and leaves less money invested to recover when markets rebound. The same poor returns occurring late in retirement, after years of growth, do far less damage.

Because this calculator assumes a single, constant return, it cannot model sequence risk directly — real markets are bumpy, not smooth. That is a key limitation to keep in mind: a plan that survives a constant return might still fail if the bad years come first. Common ways to manage the risk include holding a cash or bond cushion to avoid selling stocks in a downturn, staying flexible with spending in weak years, and using a more cautious starting withdrawal rate.

SWP vs retirement withdrawal vs pension drawdown

These terms describe the same underlying idea with different local names. A retirement withdrawal (or savings withdrawal) is the broad global term for taking a regular income from invested savings. In the UK, pension drawdown — sometimes called flexi-access drawdown — is the common phrase for keeping a pension pot invested and drawing a flexible income from it.

In India and some other mutual-fund markets, the same behaviour is called an SWP, or systematic withdrawal plan: you instruct a fund to pay out a fixed amount on a regular schedule. The compounding and drawdown math is identical to a retirement withdrawal or pension drawdown anywhere else — only the product wrapper and terminology differ.

This calculator is deliberately jurisdiction-neutral and pre-tax unless you switch on the tax input. It does not apply any country’s specific pension rules, contribution or withdrawal limits, required minimum distributions, or tax treatment. Those vary widely by country and account type, so treat the result as a general drawdown projection and check the rules that apply to your own accounts.

Formula used for portfolio drawdown

The projection runs the drawdown month by month, so withdrawal increases, frequency, fees, taxes, and timing are all applied across the schedule. Each period applies the steps below; the assumptions you enter are shown in full on the page and in the downloadable model.

Drawdown step (end of period)

balanceₙ₊₁ = balanceₙ × (1 + r) − W

The remaining balance earns the periodic return r, then the withdrawal W is taken. r = annual return ÷ periods per year (fees reduce the return).

Drawdown step (beginning of period)

balanceₙ₊₁ = (balanceₙ − W) × (1 + r)

The withdrawal is taken first, then the rest earns the return — each withdrawal leaves slightly less invested than end-of-period timing.

Current withdrawal rate

rate = (first-year withdrawals) ÷ starting balance

The headline gauge for sustainability. Around 4% is a common reference point; higher rates raise the risk of running out.

Inflation-adjusted value

real value = withdrawal ÷ (1 + inflation)ʸ

Converts a future withdrawal into today’s purchasing power, so you judge income in real terms, not just nominal amounts.

Variable glossary

  • W — the withdrawal taken each period
  • r — periodic return (annual return ÷ periods per year, after fees)
  • balanceₙ — the portfolio balance at period n
  • y — number of years elapsed
  • rate — first-year withdrawals ÷ starting balance

When this calculator may not be enough

This tool estimates the drawdown math under a constant return. For the situations below, you will need account-specific tools or professional guidance:

  • Sequence-of-returns risk and real market volatility (the model uses a constant return)
  • Country-specific tax rules on pensions, withdrawals, dividends, or capital gains
  • Required minimum distributions, pension access ages, and contribution rules
  • Guaranteed income products such as annuities
  • Healthcare, long-term-care, and other lumpy late-life costs
  • Social Security, the State Pension, or other outside income streams
  • Dynamic “guardrail” strategies that adjust spending to market performance
  • Multiple accounts with different tax treatment and withdrawal order

Frequently asked questions

How long will my retirement savings last?

It depends on your starting balance, how much and how often you withdraw, the return your remaining balance earns, and inflation. The calculator simulates the drawdown month by month and estimates how many years and months the money may last, along with an approximate depletion year. If the assumed return covers your withdrawals, the balance does not run down and the result is shown as “Indefinite on these assumptions” rather than a made-up figure.

What is a retirement withdrawal calculator?

It is a tool that estimates how long a pot of savings may last when you take regular withdrawals from it while the remaining balance stays invested and earns a return. It projects the year-by-year balance, your total withdrawals, the inflation-adjusted value of your income, and a sustainability assessment. It is an educational projection from the assumptions you enter, not financial advice or a forecast.

What is portfolio drawdown?

Portfolio drawdown is the phase in which you spend from an invested portfolio rather than adding to it. Each period you withdraw an amount, and whatever remains continues to earn a return. The balance falls when withdrawals exceed the return and can hold or grow when the return is larger. “Drawdown” is also the common UK term for taking a flexible income from a pension pot.

What is a safe withdrawal rate?

A safe withdrawal rate is the percentage of your starting balance you can withdraw each year with a reasonable chance the money lasts your retirement. The best-known guideline is around 4%, based on historical US market data. The sustainable rate is higher when real returns are strong and lower when returns are weak, fees are high, or you need the income to last a very long time.

Is the 4% rule guaranteed?

No. The 4% rule is a historical guideline drawn from past US market returns over rolling 30-year periods — not a guarantee. Future returns, inflation, fees, taxes, your time horizon, and the order in which good and bad years arrive can all make the sustainable rate higher or lower. Treat 4% as a useful starting point to test, not a promise that any specific rate will work.

Should I use fixed or inflation-adjusted withdrawals?

A fixed withdrawal keeps the same nominal amount each year, so your cash flow is steady but its purchasing power falls as prices rise. An inflation-adjusted withdrawal raises the amount each year to keep its buying power, which protects your lifestyle but draws the portfolio down faster. The calculator lets you compare both, plus a percentage-of-balance option that flexes with the portfolio.

Why does my balance grow even after withdrawals?

Because the return earned on the remaining balance can exceed what you withdraw. For example, a balance earning 6% a year while you withdraw 4% will tend to grow. When that happens the portfolio does not deplete in this constant-return model, so the result reads “Indefinite on these assumptions”. Real returns vary, and a fixed withdrawal still loses purchasing power to inflation even when the balance holds.

What return do I need to sustain my withdrawals?

The calculator estimates a break-even annual return: the return at which the portfolio is essentially preserved rather than drawn down. As a rough rule, a fixed withdrawal is sustained when the return roughly matches your withdrawal rate, while an inflation-adjusted withdrawal needs the return to clear the withdrawal rate plus inflation. Sustained high returns usually carry high risk and are never guaranteed.

What is sequence-of-returns risk?

It is the danger that poor returns early in retirement do lasting damage, because you are selling assets to fund withdrawals while the balance is down, leaving less invested to recover. The same average return in a different order can produce very different outcomes. This calculator assumes a constant return, so it cannot show sequence risk directly — that is one reason to keep a cash cushion and stay flexible with spending.

Is this calculator the same as an SWP calculator?

Yes. In some markets, especially India, a systematic withdrawal plan (SWP) describes taking a fixed amount from a mutual-fund investment on a schedule. The underlying math is identical to a retirement withdrawal or pension drawdown elsewhere, so you can use this page as an SWP calculator and as a global retirement-income and portfolio-drawdown calculator.

Does this include taxes?

Optionally. You can enter an estimated tax rate, which the calculator applies as a simplified income tax on your withdrawals to show the net income you keep; the gross amount still leaves the portfolio. Real retirement tax depends heavily on the account type and your country — for example income tax on pension withdrawals versus capital gains on a taxable account — so confirm specifics with an official source or a qualified professional.

Does this calculator guarantee retirement income?

No. It is an educational planning tool that assumes a constant return and uses the figures you enter. It does not guarantee any income, does not account for the ups and downs of real markets, and is not financial, tax, investment, pension, or retirement advice. Use it to explore scenarios and understand the trade-offs, and speak with a qualified financial adviser before making retirement-income decisions.

How CalculatorMatters checks this calculator

  • Drawdown engine simulates month-by-month and is checked against worked examples computed by hand
  • Never displays a fake “9,999 years”: a non-depleting plan is shown as “Indefinite on these assumptions”
  • Sustainability status is calculated from your withdrawal rate, return, and inflation — it is not a static label
  • Sources drawn from investor-education and regulator references (SEC/Investor.gov, FINRA, GOV.UK)
  • Results are educational estimates from your assumptions; no income is guaranteed and no product is recommended
  • Errors can be reported and corrected

Last reviewed: June 2026 · Method: month-by-month drawdown simulation with a year-by-year schedule.

Reviewed by the CalculatorMatters Editorial Team. This is educational information, not financial, tax, or retirement advice, and no income is guaranteed. Found an error? corrections@calculatormatters.com.

Sources & references

This calculator uses standard drawdown math; the references below are investor-education and regulator sources we cross-check against. External links open in a new tab.

Related calculators

Retirement planning disclaimer

This calculator is for educational planning only. It does not provide financial, tax, investment, pension, or retirement advice. Actual results can vary because of market performance, inflation, taxes, fees, withdrawal timing, currency changes, and personal circumstances. Consider speaking with a qualified financial adviser before making retirement-income decisions.

Built and maintained by Calculator Matters, an independent calculator project. Method checked against published formulas and primary sources · Last reviewed June 2026 · How we calculate · Found an error? corrections@calculatormatters.com