Bond duration estimates sensitivity to changing yields. Learn how it differs from maturity, how to calculate price changes, and what bond funds disclose.
A bond can keep paying its promised interest while its market value falls. The issuer does not have to miss a payment for that to happen: a change in market yields can be enough. Bond duration helps explain the size of that price response.
This guide follows our introductions to bonds, interest rates, and the yield curve. It explains duration through definitions, worked examples, and the questions to ask when reading a bond or fund factsheet.
Duration describes the timing of a bond’s cash flows and, in its price-sensitivity forms, estimates how much its value responds to changes in yields. A higher duration generally means a larger price movement for the same yield change.
FINRA explains that duration is a way to assess interest-rate risk. It is not a credit rating, a promised return, or a prediction that interest rates will rise or fall.
Maturity is the date when a bond’s principal becomes due. Duration also considers payments received before that date. Two bonds maturing in the same year can therefore have different exposure to changes in yields.
A conventional coupon bond pays interest during its life and principal at maturity. A zero-coupon bond pays no periodic interest, concentrating its contractual cash flow at the end. That difference affects duration even when their final repayment dates match.
“Five-year maturity” describes a repayment deadline. “Five-year modified duration” describes an approximate price response. The similar units can obscure the fact that these measures answer different questions.
Suppose an existing bond pays a fixed coupon while newly issued, otherwise comparable bonds offer a higher yield. Buyers generally need a lower price on the older bond to make its payments competitive. If market yields fall, those existing fixed payments become more valuable.
The SEC’s investor bulletin explains this inverse relationship. It also notes that longer maturities and lower coupons generally increase interest-rate sensitivity, other things equal.
The relevant change is the yield used to value the bond. A central-bank rate announcement does not mechanically produce an identical move across every bond maturity or credit market.
Macaulay duration is the weighted average time until a bond’s cash flows are received, with weights based on their present values. For a conventional positive-coupon bond, it is shorter than maturity; for a zero-coupon bond, it equals maturity.
Modified duration translates that timing measure into approximate price sensitivity to the bond’s own yield. For example, a modified duration of six implies a price decline of roughly 6% if yield rises by one percentage point, before allowing for curvature and other changes.
Effective duration estimates sensitivity to a benchmark yield-curve change while allowing modeled cash flows to change. It is particularly useful when a bond includes an option, such as an issuer’s right to repay early. CFA Institute distinguishes these measures in its technical summary.
The basic modified-duration estimate is: percentage price change ≈ −modified duration × change in yield in percentage points. A move from 4% to 4.5% is 0.5 percentage points, or 50 basis points—not a 0.5% relative increase.
Consider a hypothetical holding worth $10,000 with modified duration of six. A 0.5-percentage-point yield increase implies an approximate 3% price decline: six multiplied by 0.5. That is about $300, leaving a market value near $9,700.
| Hypothetical Yield Change | Estimated Price Change | Estimated $10,000 Holding Value |
|---|---|---|
| −0.50 percentage points | +3.0% | $10,300 |
| +0.25 percentage points | −1.5% | $9,850 |
| +0.50 percentage points | −3.0% | $9,700 |
| +1.00 percentage point | −6.0% | $9,400 |
These are illustrative price estimates, not forecasts or total returns. They exclude coupon income, accrued-interest changes, fees, taxes, credit developments, and convexity. The calculation assumes other relevant conditions remain unchanged.
For otherwise comparable conventional fixed-rate bonds, a longer remaining maturity usually raises duration. A larger coupon usually lowers it because more of the present value arrives through earlier payments. The starting yield also matters: duration changes as the bond’s valuation changes.
A factsheet’s duration is therefore a dated measurement rather than a permanent label. Time passing, portfolio trades, market movements, and changing expectations about early repayments can alter it.
A bond fund combines the exposures of many securities. Its published duration can help compare interest-rate sensitivity across funds, provided the measures and reporting dates are comparable. A fund with duration of eight will generally react more strongly to a broad yield shift than one with duration of two.
An ordinary open-ended bond fund does not promise to return an investor’s original purchase amount on a personal maturity date. Its portfolio can continually replace maturing holdings. Defined-maturity products have different structures, so their documents still matter.
Investor.gov warns that even funds holding U.S. government bonds can lose value when rates rise. Credit and prepayment risks can also affect results. Our ETF guide explains the broader fund structure.
Duration gives a straight-line approximation, but the relationship between price and yield is curved. Convexity accounts for that curvature. CFA Institute notes that the adjustment becomes more important for larger yield moves and longer-maturity bonds.
A single portfolio-duration figure also compresses different maturity exposures. Short yields could fall while long yields rise. Two portfolios with the same average duration can then behave differently. Analysts use measures such as key rate duration to examine sensitivity at particular points on the curve.
Duration does not measure every source of loss. An issuer’s financial health, widening credit spreads, trading liquidity, inflation, and currency movements require separate analysis. Low duration cannot turn a weak borrower into a safe one.
For a conventional bond that is not called early, receiving the contractual face value at maturity depends on the issuer meeting its obligations. That amount may differ from the investor’s purchase price. Selling earlier still exposes the investor to the prevailing market price.
Holding the bond does not eliminate inflation’s effect on purchasing power or the opportunity cost of earning an older coupon when new yields are higher. Reinvesting coupons introduces another uncertainty. The SEC’s bond overview separates these risks.
Start with the measure’s name: Macaulay, modified, or effective. Then check its date, the securities covered, the fund’s average maturity, credit quality, currency exposure, and any use of derivatives or leverage.
Next, run a small hypothetical yield change through the calculation and translate the percentage into money. Compare that possible price movement with when the money may be needed. A higher quoted yield does not by itself explain whether the exposure fits that time horizon.
Finally, examine the remaining risks and costs together. Our asset allocation and risk management guides place an individual holding within a wider portfolio. Duration is most useful as a comparison and scenario tool, with its assumptions kept visible.
Edited by Michael Foster
Bond duration helps describe how sensitive a bond’s price is to changes in yields. A higher modified or effective duration generally means larger price movements for the same relevant yield change.
No. Maturity is the principal repayment date. Duration also reflects cash-flow timing or price sensitivity. Coupon payments received before maturity help explain why the two measures differ.
For a small yield change, multiply modified duration by the change in yield in percentage points and reverse the sign. A duration of six and a 0.5-percentage-point yield increase imply an approximate 3% price decline, excluding other effects.
Yes. Even a fund holding U.S. government bonds can fall in value when yields rise. An ordinary open-ended fund does not guarantee repayment of your original investment on a personal maturity date.
No. Low duration reduces sensitivity to some yield changes, but default, liquidity, inflation, currency, and other risks can remain. Duration should be considered alongside the issuer, portfolio holdings, costs, and investment horizon.
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