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Bond Duration and Interest-Rate Risk

Duration estimates how much a bond fund may move when interest rates change. It turns maturity, coupon timing, and rate sensitivity into one practical risk number.

🔵 Intermediate 2 min read Updated July 28, 2026

Definition

Duration estimates a bond or bond fund's price sensitivity to a change in interest rates. An ETF with a duration of 7 years would be expected to lose roughly 7% if comparable yields rose by one percentage point, or gain roughly 7% if yields fell by one point. That is an estimate, not a promise, because large rate moves and changing credit spreads make the relationship nonlinear.

Duration is not the same as maturity. Maturity says when principal is due; duration also accounts for when coupons arrive. Higher coupons return cash sooner and usually reduce duration.

Why It Matters

A bond ETF can have a modest yield and still carry substantial price risk. Duration lets investors compare that risk before assuming every bond fund is a stable cash substitute. It also helps match a holding to a time horizon: money needed soon generally should not depend on long-duration prices.

Example

Suppose a bond ETF has an effective duration of 6.5 years. If market yields rise from 4% to 4.75%, the duration estimate is -6.5 × 0.75%, or about a 4.9% price decline. Income continues to arrive, and the fund gradually reinvests at higher yields, but the immediate price effect matters.

Common Mistakes

  • Treating maturity and duration as interchangeable.
  • Assuming a bond ETF cannot lose money because its holdings eventually mature.
  • Comparing yields without comparing duration and credit quality.
  • Using the estimate as an exact forecast for a large rate move.

FAQ

Is lower duration always better?

No. Lower duration reduces rate sensitivity, but longer duration can provide more upside when rates fall and may better match a long-dated liability.

Does duration include credit risk?

Not fully. Duration isolates rate sensitivity; changing credit spreads can move corporate bonds in addition to the Treasury-rate effect.

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