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Updated 2026-04-20 · Investing · Educational use only ·
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Inflation-Proof Portfolio Calculator

Real purchasing power of portfolio after inflation over time horizon

Project the real purchasing power of a portfolio after inflation across the investment horizon, alongside the nominal figure and the erosion between them.

What this tool does

This calculator models how a portfolio's buying power changes over time when inflation is factored in. Starting with your current portfolio value, expected nominal return, inflation rate, and planned annual contributions, it estimates both what your portfolio will be worth in nominal terms and what that amount will actually buy in today's money. The core result—real purchasing power—shows the erosion between nominal growth and inflation's effect on costs. Nominal returns and inflation rate are the primary drivers of this gap. A typical use case is projecting long-term savings where you want to understand not just account growth, but whether that growth outpaces rising prices for goods and services. The calculator assumes consistent annual contributions and steady rates throughout the period. Results are illustrative models based on your inputs and do not account for taxes, fees, market volatility, or changes in contribution amounts.

Quick answer: with the default values, the result is $1,298,257.33 (Real Purchasing Power After 20 Years). Adjust the values below for your own figures.


Enter Values

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Formula Used
Opening portfolio value
Nominal annual return before inflation
Contribution paid at the end of each year
Annual inflation rate
Years invested
Nominal final value, before inflation is removed

Disclaimer

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

Why Real Returns Matter

Nominal returns, meaning headline investment growth, do not reflect the growth in what a portfolio can buy. A 7% nominal return alongside 3% inflation leaves a real return of 3.9%, which is the actual increase in purchasing power. Over decades that distinction becomes substantial: a 500,000 portfolio at 7% nominal grows to 1,930,000 after 20 years, but only 1,070,000 measured in today's prices once 3% inflation is removed. Planning in nominal terms overstates future wealth and understates what retirement will cost.

Historical Real Return Context

Over the long run, broad equity markets have produced mid-single-digit real returns, with a global index landing near 5% a year across more than a century and some individual markets, the United States among them, running higher. Long-run real returns on government bonds have been closer to 1-2%, and on cash close to zero or below once inflation is taken out. Inflation itself has varied widely, from around 2% through long low-inflation stretches to high single digits in the worst episodes. These are long-run averages that differ by market and by period rather than forecasts, and the inflation an investor is exposed to is the rate where the money will eventually be spent, not where it is invested.

Worked Example for Retirement Planning

Portfolio 500,000. Nominal return 7%. Inflation 3%. Years 20. Annual contributions 10,000. Real annual return 3.88%. Nominal final approximately 2,345,000. Inflation factor 1.81x. Real purchasing power approximately 1,298,000. Against the opening balance that is 2.6 times in real terms and 4.7 times nominally, but 200,000 of it arrived as contributions rather than growth: measured against the 700,000 actually paid in, the real result is 1.85 times. Nominal figures overstate what a balance will buy.

What the Calculator Does Not Model

Specific asset mix returns during different inflation environments. Bond duration effects during inflation spikes. Property and commodities as inflation hedges. Inflation-linked government bonds, which adjust with a domestic price index. Specific tax effects on real returns. Sequence of returns risk. Currency effects for international holdings. The calculator uses constant rates, while real portfolios experience varying inflation and returns, creating more complex dynamics.

Inflation-Protecting Strategies

Assets behave differently when inflation runs high. Broad equity exposure has produced the highest long-run real returns of the main asset classes, though equities have often fallen during the inflation spike itself before recovering. Inflation-linked government bonds, issued by many countries under different names, adjust principal or coupon with a domestic price index and hold real value by design, at the cost of a lower return than conventional bonds when inflation turns out lower than the market had priced. Property and commodities have shown some historical association with inflation, commodities more strongly and more erratically. Holding assets in several currencies limits exposure to a single country's inflation. Long-dated conventional bonds and large cash balances have historically fared worst. This calculator prices the erosion on a static portfolio at a constant rate and does not model any of these behaviours.

Example Scenario

Portfolio of $500,000 at 7%% nominal with 3%% inflation is worth $1,298,257.33 in real purchasing power after 20 years years.

Inputs

Portfolio Value:$500,000
Nominal Return:7%
Inflation Rate:3%
Years:20 yrs
Annual Contributions:$10,000
Expected Result$1,298,257.33
Expected Result breakdown
Nominal Final$2,344,797.15
Real Annual Return3.88%
Inflation Factor1.81x
Erosion From Inflation$1,046,539.82

This example uses sample figures for illustration. Adjust the inputs above to match a specific situation and see how the result changes.

Sources & Methodology

Methodology

This calculator computes the real purchasing power of a portfolio by separating nominal growth from inflation effects. It calculates the nominal portfolio value by applying compound growth at the stated nominal return rate over the specified time horizon, then adds the accumulated value of regular annual contributions compounded at the same rate. The inflation adjustment is modelled as a compound factor—one plus the inflation rate raised to the number of years. Real purchasing power is then derived by dividing the nominal final value by this inflation factor, expressing what that amount would be worth in today's currency terms. The model assumes a constant nominal return and inflation rate throughout the period, applies contributions at period end, and does not account for fees, taxes, or variations in returns or inflation across years.

Frequently Asked Questions

What inflation rate to use?
There is no single right figure. Long-run averages in developed economies have generally sat in the low single digits, while individual decades have run well above that and occasionally below it. The rate that applies depends on where the money will be spent rather than where it is invested, since purchasing power is eroded by domestic prices. Leaving the field at 0% is the one clearly wrong entry: it makes a long-horizon nominal projection read as though it were already a real one.
Which assets protect against inflation?
Stocks have historically delivered the strongest long-term real returns despite falling sharply during some inflation spikes. Inflation-linked government bonds are built for the purpose, adjusting with a domestic price index. Property has shown moderate historical association with inflation, and commodities a stronger but far more volatile one. Cash and conventional bonds have historically fared worst during inflation, with long-maturity bonds tending to underperform most.
What's realistic real return?
Equity-heavy allocations have historically produced the highest long-run real returns of the main mixes, balanced allocations less, and cash close to zero or below once fees are taken out. Published ranges vary considerably by market, by period and by who compiled them, so a projection is more informative run across several assumptions than at a single figure.
Does this affect retirement planning?
Yes, significantly. Using nominal returns for retirement planning can produce optimistic balance projections and understate how much is needed. Planning in real terms helps a projected balance reflect actual future purchasing power. Real figures capture what a balance can buy, while nominal figures are typically the ones used for tax calculations.

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