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Bond Duration Calculator

Macaulay and modified duration, convexity, and how much the price moves for a change in yield.

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Bond Duration Calculator

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Result

Show formula & working

Macaulay D = Σ t × PV(CFt) ÷ Price · Modified D = D ÷ (1 + y/f)

% price change ≈ −Modified D × Δy + ½ × Convexity × Δy²

    How this works

    Duration measures how sensitive a bond's price is to yields — roughly the % price change for a 1% move in yield.

    Convexity corrects the estimate for larger moves; the calculator shows both the estimate and the exact repricing.

    Frequently asked questions

    Why does duration matter for debt funds?

    A fund's modified duration tells you how much its NAV may move when interest rates change.

    Is duration the same as maturity?

    Only for zero-coupon bonds; coupons make duration shorter.

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