Bond Current Yield Calculator
Enter your bond's face value, coupon rate, payment frequency, and current market price to find the current yield instantly. You also get the coupon payment per period and annual coupon in dollars, a reverse-solve mode that tells you what price would achieve a target yield, and a chart showing how current yield shifts as the price moves. All calculations update as you type.
Formula
Worked example
A $1,000 par bond with a 5% coupon (semi-annual) is trading at $950. Annual coupon = 5% x $1,000 = $50. Each payment = $50 / 2 = $25. Current yield = $50 / $950 = 5.26%. Because the bond is $50 below par (5% discount), the current yield exceeds the stated 5% coupon rate.
What is bond current yield?
Bond current yield is the annual coupon income expressed as a percentage of the bond's current market price. It answers a simple question: if you buy this bond today at its market price, what percentage of your investment will you collect in coupon payments over the next twelve months? The formula is: current yield = (face value x coupon rate) / market price. When a bond trades at par (its face value), current yield equals the stated coupon rate. When it trades at a discount, current yield is higher than the coupon rate; when it trades at a premium, current yield is lower.
Current yield vs. coupon rate vs. yield to maturity
Three yield measures describe a bond's return from different angles. The coupon rate is fixed at issuance and never changes - it is the interest rate printed on the bond certificate. Current yield updates every time the market price moves: same annual coupon, different denominator. Yield to maturity (YTM) goes further still, capturing coupon income plus the capital gain or loss you realise when the bond matures at par. If you buy at a discount, YTM exceeds current yield because you also pocket the difference between your purchase price and the higher redemption value. If you buy at a premium, YTM is lower than current yield for the opposite reason. Current yield is the easiest to calculate and is useful for quickly comparing the income from bonds trading at different prices, but YTM gives the complete picture of total return.
How price and yield move together
Bond prices and yields move in opposite directions - this is the most important mechanical relationship in fixed-income markets. When market interest rates rise, newly issued bonds offer higher coupons, so older bonds with lower fixed coupons become less attractive. Their prices fall until the current yield on the older bond is competitive with new issues. Conversely, when rates fall, older bonds with higher coupons become more valuable and their prices rise, compressing current yield. This inverse relationship means that monitoring current yield gives you a real-time read on where a bond sits relative to prevailing market rates. A bond whose current yield has risen well above its coupon rate signals that the market has pushed the price down significantly - whether due to rising rates, credit concerns, or both.
Reverse-solve: finding the price for a target yield
Sometimes you know what income rate you need and want to find out how much you should pay. Rearranging the formula gives: required price = annual coupon / target yield. For example, if a bond pays $60 per year and you need a 7% current yield, the most you should pay is $60 / 0.07 = $857.14. This calculator's "solve for price" mode handles that arithmetic for you. Keep in mind this is based on current yield only; if you also care about the capital gain or loss at maturity, you need a yield-to-maturity calculation.
Bond yield benchmarks (approximate, mid-2024)
| Bond type | Typical yield range | Risk level |
|---|---|---|
| Short-term U.S. Treasury (T-bills) | 4.5% - 5.5% | Very low |
| U.S. Treasury 10-year note | 4.0% - 5.0% | Very low |
| Investment-grade corporate (AAA/AA) | 4.5% - 5.5% | Low |
| Investment-grade corporate (A/BBB) | 5.0% - 6.5% | Low-moderate |
| High-yield corporate (BB) | 6.5% - 8.5% | Moderate-high |
| High-yield corporate (B or below) | 8.5% - 12%+ | High |
| Municipal bonds (tax-exempt) | 2.5% - 4.5% | Low |
Typical current yield ranges by bond type. Actual yields vary with market conditions and individual issue quality.
Frequently asked questions
What does bond current yield tell you?
Current yield tells you what percentage of your investment the bond will pay back in coupon income over the next year. A current yield of 5.5% means you collect $5.50 for every $100 you paid for the bond. It is an income yield only - it ignores the fact that the bond will be redeemed at par (face value) regardless of what you paid for it.
Why is current yield different from the coupon rate?
The coupon rate is calculated on face value and never changes. Current yield is calculated on market price, which fluctuates every trading day. If you pay $950 for a $1,000 bond with a $50 annual coupon, the coupon rate is 5% (50 / 1000) but the current yield is 5.26% (50 / 950). The two are equal only when the bond trades exactly at par.
Is current yield the same as yield to maturity?
No. Current yield counts only coupon income. Yield to maturity (YTM) also factors in the capital gain or loss you realise when the bond is redeemed at face value. If you paid $950 for a $1,000 bond, you will receive an extra $50 at maturity; YTM spreads that gain over the remaining life of the bond and adds it to the coupon return. For a discount bond, YTM is always higher than current yield. For a premium bond, YTM is always lower.
What happens to current yield when bond prices rise?
Current yield falls. Because the annual coupon is fixed, any increase in price reduces the ratio of income to investment. This is the core inverse relationship of bond markets: rising prices compress yields, falling prices expand them.
Does payment frequency affect current yield?
Payment frequency does not change the current yield percentage, because that calculation uses total annual coupon income divided by price. However, frequency does affect the dollar amount you receive at each payment date. A $50 annual coupon paid semi-annually delivers $25 every six months; paid quarterly it delivers $12.50 every three months. More frequent payments can improve reinvestment returns slightly, but the current yield figure itself is the same.
Can current yield be negative?
Only if the coupon rate is zero or negative - which occurs with zero-coupon bonds (no periodic income) or with some European government bonds that issued at negative rates. A zero-coupon bond has a current yield of zero by definition; its entire return comes from the discount at purchase vs. par at redemption.