About BondCalculator.in

Learn how BondCalculator.in performs professional bond pricing and fixed-income calculations.

Professional Bond Analytics

BondCalculator.in is a professional online bond calculator designed for investors, analysts, students, traders, and finance professionals. It calculates Bond Price, Yield to Maturity (YTM), Current Yield, Yield to Call (YTC), Yield to Put (YTP), Yield to Worst (YTW), Accrued Interest, Duration, Modified Duration, Convexity and DV01 using exact cash-flow dates. The calculator supports government bonds, corporate bonds, zero-coupon bonds, callable bonds, puttable bonds, amortizing bonds and fully custom cash-flow schedules.

All calculations are performed locally within your browser for speed and privacy. No bond data is transmitted to our servers. Please refer to our Privacy Policy for additional information.

Pricing engine

Every cash flow is discounted individually from its exact date back to the settlement date:

DF = (1 + y/m)^(−m × t)

where y is the annualized yield, m is the compounding frequency, and t is the exact year-fraction between settlement and the cash-flow date under the selected day-count convention. Price is the sum of each cash flow multiplied by its discount factor. This "exact-date" approach is a standard alternative to period-counting conventions, and is well suited to irregular or exotic schedules where cash flows don't fall on neat, evenly spaced dates.

Day-count conventions

Yield to Maturity (YTM)

YTM is solved by bisection: the tool searches for the annualized yield that makes the present value of all future cash flows equal the dirty price paid. Clean price is the price you enter or see quoted; dirty price adds accrued interest since the last coupon date.

Yield to Call, Yield to Put, and Yield to Worst

For each call or put date you define, the tool builds a truncated cash-flow schedule: every coupon up to and including the option date, plus the strike/redemption price paid on exercise (the coupon due on that date, if any, is included alongside the strike — not replaced by it). It then solves for the yield that reprices that truncated schedule to the same price you actually paid for the bond.

Duration, convexity, and DV01

Macaulay duration is the present-value-weighted average time to each cash flow. Modified duration is Macaulay duration divided by (1 + y/m), giving the approximate percentage price change for a 1% (100 bp) move in yield. Convexity is the second-order term, computed from the closed-form derivative of the pricing formula above. DV01 approximates the price change, in currency terms, for a 1 basis-point (0.01%) move in yield.

Limitations