Current Yield
Current yield is the annual coupon income of a bond expressed as a percentage of its current market price, providing a simple measure of the cash income an investor receives relative to the cost of the investment. Unlike yield-to-maturity, current yield ignores the time value of money, any capital gain or loss from purchasing the bond at a premium or discount, and the reinvestment of coupon payments.
Key takeaways
- Current Yield = Annual Coupon Payment / Current Market Price; it does not account for premium or discount amortization.
- For bonds priced above par (premium bonds), current yield exceeds the coupon rate; for discount bonds, current yield is below the coupon rate—this is reversed from YTM dynamics.
- Current yield is most useful as a quick income screening metric but consistently understates YTM for discount bonds and overstates it for premium bonds.
- For zero-coupon bonds, current yield is zero regardless of implied total return, illustrating its limitation as a yield measure.
- Equity analysts apply a similar concept in the dividend yield (annual dividend / stock price), which is the equity market's analog to current yield.
Explanation
Current yield was historically used before the widespread availability of calculators and computing power that made yield-to-maturity calculations routine. Its computational simplicity—merely dividing the annual coupon by the market price—made it the practical measure of bond income for generations of investors. While largely superseded by YTM and spread-based measures for sophisticated analysis, current yield retains relevance as an intuitive income metric and is widely quoted in retail bond markets and financial media.
The relationship between current yield and the three other primary yield measures (nominal/coupon rate, yield-to-maturity, and yield-to-call) follows predictable patterns based on where the bond trades relative to par. For a bond priced at par ($1,000 or 100), all four yield measures are equal. For a discount bond (priced below par), the ranking from highest to lowest is: nominal coupon rate < current yield < yield-to-maturity (for bonds with positive maturity premium). This occurs because YTM incorporates the capital gain from buying below par—the pull-to-par effect—which current yield ignores. Conversely, for a premium bond (priced above par), the ranking reverses: YTM < current yield < nominal coupon rate, because YTM accounts for the capital loss from paying above par.
The limitation of current yield is starkest for bonds with significant remaining time to maturity and large price deviations from par. Consider a 30-year bond with a 3% coupon purchased at 65 cents on the dollar (a 35% discount). Current yield is 3% / 0.65 = 4.62%. But the bond also offers a 53.8% capital gain over 30 years (from 65 to 100), representing a substantial additional return not captured in current yield. YTM would correctly incorporate this appreciation, potentially indicating a total return in the range of 5.5–6.0%.
For income-focused investors—particularly insurance companies, pension funds, and retirees relying on bond income for cash flows—current yield remains a useful screening tool because it directly measures the cash income generated per dollar invested today, without making assumptions about reinvestment rates or holding periods. However, even for these investors, the spread between current yield and YTM represents an important consideration: a bond with high current yield but meaningful pull-to-par appreciation (discount bond) will generate lower period-by-period income than its current yield suggests if the manager is using an accounting framework that amortizes the discount.
Formula
Current Yield = Annual Coupon Payment / Current Market Price = (Coupon Rate × Face Value) / Market Price
Example
An investor considers two bonds with identical 5-year maturities and identical 4% coupon rates. Bond A trades at 102 ($1,020 per $1,000 face value) and Bond B trades at 95 ($950 per $1,000 face value). Current yield for Bond A: $40 / $1,020 = 3.92%. Current yield for Bond B: $40 / $950 = 4.21%. The premium bond appears to offer lower income on a current yield basis. However, calculating YTM reveals that Bond A's YTM is approximately 3.57% (it trades rich, so YTM < current yield) while Bond B's YTM is approximately 4.74% (pull-to-par effect adds to total return). The investor focused on total return should prefer Bond B, while the investor focused solely on near-term cash income might prefer Bond B as well, given its higher absolute coupon income per dollar invested.
Related terms
Amortizing Bond Basis Bond Cheapest To Deliver Coupon Rate Face Value Mob Spread Premium Time Value Time Value Of Money Tranche Yield