Bond Yield Calculator
Current yield on a bond.
Calculate current yield on a bond from its annual coupon, market price, and face value — the simplest yield measure investors quote.
What this tool does
This calculator computes the current yield of a bond by dividing its annual coupon payment by its current market price. Enter the bond's face value, coupon rate, and what you're paying for it now, and the tool estimates what annual income return the bond generates relative to your purchase price. Current yield differs from yield to maturity—it reflects only the coupon payment divided by today's price, not capital gains or losses if held to maturity. The result is expressed as a percentage. This calculation is useful for comparing income streams across bonds trading at different prices, or understanding the immediate income component of a bond position. The tool assumes coupon payments are annual and does not account for credit risk, inflation, tax treatment, or price volatility.
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Formula Used
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Disclaimer
Results are estimates for educational purposes only. They do not constitute financial advice. Consult a qualified professional before making financial decisions.
The three bond yields everyone confuses
Bond yield sounds like one number. It's actually three:
Coupon yield: the fixed interest rate printed on the bond when issued. A 100 bond with 5 annual interest has a 5% coupon yield. This never changes over the bond's life.
Current yield: annual interest / current market price. If that same bond trades at 90, current yield = 5/90 = 5.56%. Changes as market price changes.
Yield to maturity (YTM): the internal rate of return if held to maturity, accounting for both interest payments and any capital gain or loss from buying below/above par. YTM is the most useful single number for comparing bonds.
Confusing these produces bad investment decisions. The calculator above shows all three; the commentary below covers how to use them.
Why bond prices move inversely to interest rates
The core principle most investors don't fully internalise: when market interest rates rise, existing bond prices fall, because the existing bond's fixed coupon becomes less attractive relative to new bonds offering higher rates. A 100 bond paying 3% when new bonds pay 5% won't sell for 100 — it'll trade at a discount that pushes its effective yield (to the new buyer) toward 5%. This mechanism is what made 2022-2023 so painful for bond investors: rapid rate rises caused sharp price drops on existing bonds. Understanding this before buying bonds prevents the 2022 mistake of assuming bonds were safe because they usually are.
Government bond yields as the benchmark
Government bonds are the low-risk benchmark for investors: their yields set the floor against which every other investment is compared. In a normal market, longer maturities carry higher yields, so a 2-year bond yields less than a 10-year, which yields less than a 30-year.
Any investment should offer yield above these figures to compensate for its additional risk. A corporate bond at 5% when the comparable-maturity government bond yields 4.5% provides only 0.5% risk premium — not much if the company could default. An equity returning 8% when government bonds yield 4.5% has a 3.5% risk premium — more meaningful. Government bond yields define the hurdle rate for other investments, and they move with the central bank policy decisions.
The yield curve's information content
The yield curve plots yields against maturity. Normal curve (upward-sloping): longer-maturity bonds yield more, compensating investors for locking up capital longer. Inverted curve (downward-sloping): short-term yields exceed long-term yields — typically a signal of expected recession. Flat curve: little differentiation across maturities, usually in transitional economic periods.
Yield curves sometimes invert, with shorter rates above longer ones, when markets expect central banks to cut rates, as happened in some markets during 2023-2024. A persistently inverted curve is one of the most reliable recession indicators in economic history, though timing from inversion to recession varies widely (6-24 months typically).
Credit rating and yield spread
Corporate bonds yield more than government bonds because they carry default risk. The extra yield is the "credit spread". Typical credit spreads over government bonds:
AAA-rated corporate: 0.3-0.8% above government bonds. Lowest default risk.
AA: 0.6-1.2% above.
A: 1.0-2.0% above.
BBB (lowest investment grade): 1.5-3.0% above.
High-yield / junk (below BBB): 3-8% above, significantly wider in stressed periods.
A 7% yield on a bond might be extraordinary (AAA at 7% would be unprecedented) or mediocre (high-yield at 7% is typical in risk-on markets). Without the credit rating context, the headline yield is misleading.
Duration: the sensitivity measure
Duration measures how much a bond's price moves when rates change. A bond with 5-year duration falls roughly 5% in price for every 1-percentage-point rise in rates. Longer-maturity bonds typically have longer duration. 10-year government bonds have roughly 9-year duration; 30-year government bonds have roughly 20-year duration. For a 1% rate rise:
10-year government bond: approximately 9% price drop.
30-year government bond: approximately 20% price drop.
This is why long-dated government bonds lost 30-40% during 2022's rapid rate rise, not because governments became riskier, but because the pricing arithmetic demanded those drops to match new market rates. Investors holding to maturity recover full principal; those who need to sell during rate rises realise the loss.
Reinvestment risk on yield-to-maturity
YTM calculations assume all coupons are reinvested at the same YTM rate. This is often wrong — you reinvest each coupon at whatever rate prevails at that time. If rates fall over the bond's life, you reinvest coupons at lower rates, reducing your actual realised return below the stated YTM. If rates rise, you reinvest at higher rates, beating YTM. YTM is accurate for the "hold-to-maturity, reinvest-at-YTM" case and approximate otherwise. For precision on realised returns, look at Total Return — a bond fund's actual performance over a period — rather than headline YTM.
bond yield differences
Government bonds from different countries serve similar roles but price differently. Yields on equivalent maturities can differ between countries, with the gap reflecting differences in central-bank rates and currency. For global investors, that yield differential feeds into currency-hedging decisions.
When high yield actually means high risk
The most dangerous bonds are those marketing very attractive yields for what sound like safe investments. A corporate bond at 8-10% when AAA trades at 5% is implicitly BBB-or-below. A regulated structured product yielding 10%+ is concealing either significant credit risk or significant market risk in derivatives. Historical defaults in investment-grade are below 1% annually; in high-yield, 3-5% in normal years, spiking to 15%+ in stressed periods. Before buying a high-yielding bond, check the credit rating. Before buying a structured product, read the term sheet and understand what happens in the scenarios you'd rather not think about.
What this calculator shows
The tool computes coupon yield, current yield, and yield-to-maturity for a given bond based on face value, coupon rate, market price, and time to maturity. It doesn't model credit risk, reinvestment risk variations, or tax treatment. For a specific bond analysis, use YTM as the primary yield comparison; adjust for credit rating and duration risk before committing capital.
A bond with face value £100 and coupon rate 4 trading at £95 has a current yield of 4.21%.
Inputs
This example uses typical values for illustration. Adjust the inputs above to match a specific situation and see how the result changes.
Sources & Methodology
Methodology
This calculator computes current yield by dividing the annual coupon payment by the bond's current market price. The annual coupon is derived by multiplying the face value by the coupon rate percentage. The result represents the income yield an investor would receive based on today's purchase price, expressed as a percentage. The model assumes a constant coupon rate and does not account for capital gains or losses at maturity, accrued interest, transaction costs, or tax treatment. Current yield differs from yield to maturity, which factors in price appreciation or depreciation over the bond's remaining life.
References
Frequently Asked Questions
Vs yield to maturity?
Why prices fluctuate?
Government vs corporate?
Is yield always positive?
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