Longevity Risk Calculator
Years retirement portfolio sustains given spending and real returns
Calculate years retirement portfolio can sustain at given spending and return rates. Enter age to see years portfolio sustains and years needed.
What this tool does
Enter current age, retirement portfolio, annual spending, annual return, inflation rate, and life expectancy. The calculator returns years portfolio sustains, years needed, years shortfall, real return rate, and portfolio value.
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Formula Used
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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.
Why Longevity Risk Matters for Retirement Planning
Longevity risk is the probability of outliving retirement savings. A portfolio sustainable for 25 years may run out if retirement lasts 35 years — a difference that dramatically affects quality of life in late retirement. The calculator models portfolio sustainability by simulating year-by-year withdrawals adjusted for real returns. The resulting years-sustainable figure answers the core longevity question: does this portfolio last long enough given expected lifespan. Mismatch between years needed and years sustainable identifies the longevity risk specifically.
The Real Return Concept
Nominal returns include inflation; real returns represent purchasing power growth after inflation. A 7% nominal return during 3% inflation produces about 3.88% real return. Retirement spending needs grow with inflation, so real returns matter more than nominal for sustainability modelling. The calculator uses Fisher equation to convert nominal and inflation inputs into real return, then models withdrawals against real returns. This produces sustainability figures in real-purchasing-power terms rather than misleading nominal figures.
Realistic Return and Inflation Assumptions
Balanced retirement portfolio (60% stock/40% bond): 5-6% nominal return, 2-3% real return after 3% inflation. Aggressive retirement portfolio (80% stock): 6-8% nominal, 3-5% real. Conservative (40% stock/60% bond): 4-5% nominal, 1-2% real. Bond-heavy: 3-4% nominal, 0-1% real. Use rate that matches the specific portfolio allocation. Inflation assumption: 2-3% matches developed-economy long-run averages; higher assumptions stress-test the analysis.
Worked Example for a Typical Retirement
Current age 65. Retirement portfolio 1,000,000. Annual spending 50,000. Annual return 5%. Inflation rate 3%. Life expectancy 90. Real return: 1.94%. Years needed: 25. Simulation runs: portfolio depletes at approximately year 25. Portfolio outlasts expected lifespan with minimal margin — any adverse event (longer life, market downturn, spending increase) risks outliving the portfolio. Many planners suggest the portfolio should sustain beyond life expectancy by 5-10 years for safety margin.
What the Simulation Shows
Year-by-year portfolio balance: starts at initial value, grows at real return, reduces by annual spending. Balance either sustains to year X or depletes earlier. The calculator returns the year portfolio depletes. Portfolio outlasting expected life is good; portfolio depleting before expected life is dangerous — the household faces reduced spending or work income in late life. Both outcomes inform retirement planning adjustments.
How to Reduce Longevity Risk
Reduce annual spending: directly extends sustainability. A 10% spending cut typically extends sustainability by 3-5 years. Delay retirement: adds contribution years and reduces retirement years needed. Each year delayed typically extends total sustainability by 2-3 years. Increase portfolio allocation to stocks: higher expected returns if tolerance for volatility. Consider annuity for part of portfolio: converts longevity risk to insurance company. Add social security or pension income: reduces portfolio withdrawal need directly. Plan for part-time work in early retirement: reduces withdrawal during portfolio-sensitive years.
The Sequence of Returns Problem
The calculator assumes smooth annual returns. Real markets produce variable year-to-year returns. A portfolio that experiences poor returns in the first 5-10 years of retirement faces sequence of returns risk — early depletion that cannot recover even with later strong markets. Two retirees with identical average returns but different sequence patterns can produce dramatically different outcomes. The calculator does not model this variability; actual sustainability has more uncertainty than the smooth-simulation figure suggests.
Using the Calculator for Retirement Decisions
Run with current plan to see baseline sustainability. Test scenarios: reduce spending by 10%, 20%, 30% to see sustainability improvement. Test retirement age shifts: reduce years needed by delaying retirement. Test spending pattern changes: front-load spending early, reduce later. Test portfolio allocation scenarios: higher return assumption for more aggressive allocation. Each scenario reveals specific levers for addressing longevity risk. The calculator enables quick scenario testing for retirement planning.
What the Calculator Does Not Model
Variable returns over time (uses smooth annual rate). Variable spending patterns (uses constant annual figure). Healthcare costs that rise faster than general inflation. Long-term care needs that dramatically spike late-life expenses. Social security or pension income (subtract from annual spending if applicable). Part-time work income in early retirement. Inheritance expectations that might supplement portfolio. Housing downsizing that frees up equity. Market crash or sustained poor performance scenarios.
Common Longevity Risk Mistakes
Using life expectancy figures without considering that half of people live beyond them. Assuming constant spending through retirement when late retirement often requires higher healthcare and assisted living costs. Using optimistic return assumptions that overstate sustainability. Ignoring inflation entirely or underestimating it. Not accounting for sequence of returns risk. Treating portfolio sustainability figure as certain rather than probabilistic. Planning for only average lifespan rather than buffering for longer-than-expected life. The calculator provides the baseline math; comprehensive planning layers in probability-based analysis.
Portfolio of $1,000,000 at 5%% with $50,000 annual spending sustains 26 years years.
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
Real return calculated via Fisher equation from nominal and inflation rates. Simulation iterates year-by-year: balance grows at real return, reduces by spending. Loop stops at depletion or 60 years. Years sustainable compared to years needed (life expectancy minus current age). Results are estimates for illustration only and exclude variable returns and late-life healthcare spikes.
References
Frequently Asked Questions
What life expectancy should I use?
Should I account for sequence of returns risk?
How does inflation affect the analysis?
What if social security covers part of spending?
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