Bond price, duration & convexity calculator

The full price–yield toolkit.

Interactive: bond price, duration & convexityMedium

Price a bond from its coupon and yield, and see the risk numbers professionals actually manage to.

Price (per 100 face)
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Macaulay duration
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Modified duration
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Convexity
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Est. move for +100bp
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Standard bond mathematics (flat yield, no credit or options). Try coupon 0 to see why zeros are the most rate-sensitive bonds of their maturity.

The idea behind it

This calculator belongs to Fixed Income, where the mechanism it computes is explained step by step, with the formula, what each input means and where the simple model stops being right. Everything is computed in your browser; nothing you type is sent anywhere.

Instruments it applies to

  • Government Bond — A loan to a state, and the reference price of money itself — the yardstick every other asset is measured against.
  • Corporate Bond — Lending to companies for a spread: the extra yield is the price of the chance they don't pay you back.
  • Covered Bond — Bank debt with a safety net: backed by the bank AND a ring-fenced pool of mortgages. Zero defaults in two centuries of Pfandbriefe.
  • Municipal Bond — Lending to cities, states and school districts — with the US tax code, not the coupon, doing half the work.
  • Contingent Convertible Bond — A bank bond with a self-destruct clause: it pays like debt until the bank stumbles — then it becomes equity, or nothing.
  • High-Yield Bond — Bonds from borrowers the rating agencies doubt — priced somewhere between fixed income and equity, behaving like both.
  • Sukuk — Not a bond — a certificate of ownership in an asset that generates rent. Economically similar, legally very different, and the difference only shows up when something goes wrong.
  • Green & Sustainability-Linked Bonds — Debt with a purpose clause: either the money is earmarked for green projects, or the coupon itself bets on the issuer's climate targets.

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Information and education only. Every page, figure and calculator on this site exists to explain how financial instruments work. Nothing here is investment, tax or legal advice, a recommendation, or a valuation you can rely on. Full disclaimer