Ukrainian Bonds Payment Calculator — Coupon Schedule & Maturity Cashflow

Build a monthly coupon payout schedule for government bonds. Calculate exact coupon payout dates, interest cashflow, and principal return.

Active bond issues
192
Max UAH Yield
19.5%
UAH %
USD %
EUR %

Active NBU Government Bonds

192 Active bond issues
ISIN Code Currency Yield p.a. Annual % Actual Yield Actual % Term Maturity Date Auction Date
UA4000228381
🇺🇦 Нова Каховка ⚡
UAH
UAH 19.18% 0.05% 1 days 04.11.2026
1 days
29.08.2023
UA4000237416
🇺🇦 Військові ОВДП (18.11.2026) 🛡️
UAH
UAH 16.35% 0.67% 15 days 18.11.2026
15 days
07.10.2025
UA4000190573
UAH
UAH 11.82% 0.71% 22 days 25.11.2026
22 days
28.07.2015 —
UA4000191019
UAH
UAH 11.88% 1.17% 36 days 09.12.2026
36 days
18.08.2015 —
UA4000238281
🇺🇦 Військові ОВДП (16.12.2026) 🛡️
UAH
UAH 16.35% 1.92% 43 days 16.12.2026
43 days
02.12.2025
UA4000196745
UAH
UAH 6.00% 0.82% 50 days 23.12.2026
50 days
10.02.2017 —
UA4000190961
UAH
UAH 11.87% 2.08% 64 days 06.01.2027
64 days
11.08.2015 —
UA4000234413
UAH
UAH 16.61% 3.23% 71 days 13.01.2027
71 days
11.02.2025
UA4000196752
UAH
UAH 6.00% 1.40% 85 days 27.01.2027
85 days
14.02.2017 —
UA4000229116
UAH
UAH 18.87% 5.84% 113 days 24.02.2027
113 days
07.11.2023 —
UA4000236228
UAH
UAH 17.10% 5.95% 127 days 10.03.2027
127 days
01.07.2025 —
UA4000238976
UAH
UAH 15.68% 6.05% 141 days 24.03.2027
141 days
03.02.2026
UA4000233340
UAH
UAH 16.20% 6.87% 155 days 07.04.2027
155 days
05.11.2024
UA4000233704
UAH
UAH 16.17% 7.17% 162 days 14.04.2027
162 days
03.12.2024
UA4000197545
UAH
UAH 10.57% 5.44% 188 days 10.05.2027
188 days
06.10.2017 —
UA4000232904
UAH
UAH 16.10% 8.38% 190 days 12.05.2027
190 days
01.10.2024 —
UA4000207518
UAH
UAH 9.79% 5.47% 204 days 26.05.2027
204 days
28.01.2020 —
UA4000234223
UAH
UAH 16.20% 9.67% 218 days 09.06.2027
218 days
14.01.2025
UA4000237424
UAH
UAH 17.10% 10.86% 232 days 23.06.2027
232 days
07.10.2025
UA4000230270
UAH
UAH 18.50% 12.46% 246 days 07.07.2027
246 days
13.02.2024
UA4000239016
UAH
UAH 15.15% 10.78% 260 days 21.07.2027
260 days
07.04.2026 —
UA4000238422
UAH
UAH 17.10% 12.83% 274 days 04.08.2027
274 days
16.12.2025
UA4000231195
UAH
UAH 17.50% 14.13% 295 days 25.08.2027
295 days
07.05.2024 —
UA4000239115
🇺🇦 Сімеїз 🌊
UAH
UAH 14.95% 12.93% 316 days 15.09.2027
316 days
27.10.2026
UA4000232912
UAH
UAH 16.59% 14.99% 330 days 29.09.2027
330 days
01.10.2024 —
UA4000199822
UAH
UAH 9.70% 8.95% 337 days 06.10.2027
337 days
26.12.2017 —
UA4000232177
UAH
UAH 16.47% 15.83% 351 days 20.10.2027
351 days
06.08.2024 —
UA4000233712
UAH
UAH 16.46% 16.45% 365 days 03.11.2027
365 days
03.12.2024
UA4000197552
UAH
UAH 10.36% 10.55% 372 days 10.11.2027
372 days
06.10.2017 —
UA4000232615
UAH
UAH 16.60% 17.54% 386 days 24.11.2027
386 days
03.09.2024 —
UA4000199798
UAH
UAH 9.70% 10.62% 400 days 08.12.2027
400 days
26.12.2017 —
UA4000227011
🇺🇦 Судак 🏰
UAH
UAH 19.50% 22.16% 415 days 23.12.2027
415 days
29.12.2022
UA4000239149
UAH
UAH 15.10% 18.27% 442 days 19.01.2028
442 days
03.11.2026 —
UA4000191399
UAH
UAH 11.58% 14.46% 456 days 02.02.2028
456 days
29.09.2015 —
UA4000231625
UAH
UAH 16.80% 21.30% 463 days 09.02.2028
463 days
18.06.2024
UA4000191407
UAH
UAH 11.57% 15.33% 484 days 01.03.2028
484 days
29.09.2015 —
UA4000237804
UAH
UAH 17.50% 24.20% 505 days 22.03.2028
505 days
04.11.2025 —
UA4000192132
UAH
UAH 11.11% 15.57% 512 days 29.03.2028
512 days
24.11.2015 —
UA4000235196
UAH
UAH 17.80% 25.63% 526 days 12.04.2028
526 days
15.04.2025
UA4000192355
UAH
UAH 10.71% 15.83% 540 days 26.04.2028
540 days
15.12.2015 —
UA4000239040
UAH
UAH 15.85% 23.43% 540 days 26.04.2028
540 days
26.05.2026 —
UA4000233613
UAH
UAH 16.01% 24.28% 554 days 10.05.2028
554 days
26.11.2024 —
UA4000199806
UAH
UAH 9.70% 15.46% 582 days 07.06.2028
582 days
26.12.2017 —
UA4000239008
UAH
UAH 15.78% 25.45% 589 days 14.06.2028
589 days
10.03.2026
UA4000234553
UAH
UAH 15.77% 27.85% 645 days 09.08.2028
645 days
25.02.2025 —
UA4000196331
UAH
UAH 6.00% 11.17% 680 days 13.09.2028
680 days
29.12.2016 —
UA4000236475
UAH
UAH 17.77% 33.76% 694 days 27.09.2028
694 days
22.07.2025
UA4000196349
UAH
UAH 6.00% 11.63% 708 days 11.10.2028
708 days
29.12.2016 —
UA4000234934
UAH
UAH 15.01% 29.67% 722 days 25.10.2028
722 days
01.04.2025 —
UA4000236541
🇺🇦 Сімферополь ⛰️
USD
USD 4.17% 1.06% 93 days 04.02.2027
93 days
29.07.2025
UA4000236806
USD
USD 4.15% 1.53% 135 days 18.03.2027
135 days
19.08.2025 —
UA4000237242
USD
USD 4.12% 1.84% 163 days 15.04.2027
163 days
23.09.2025 —
UA4000237432
USD
USD 4.09% 2.53% 226 days 17.06.2027
226 days
07.10.2025 —
UA4000237994
USD
USD 4.01% 2.63% 240 days 01.07.2027
240 days
18.11.2025 —
UA4000238356
🇺🇦 Військові ОВДП USD 💵
USD
USD 3.98% 3.07% 282 days 12.08.2027
282 days
09.12.2025
UA4000239032
🇺🇦 Військові ОВДП USD 💵
USD
USD 3.15% 4.42% 513 days 30.03.2028
513 days
05.05.2026
UA4000237077
EUR
EUR 3.19% 1.00% 114 days 25.02.2027
114 days
09.09.2025 —
UA4000238364
EUR
EUR 3.24% 1.63% 184 days 06.05.2027
184 days
09.12.2025 —
UA4000239065
EUR
EUR 3.20% 3.33% 380 days 18.11.2027
380 days
07.07.2026 —

Investment Amount

₴
pcs.
Nominal value: 1,000 per bond
₴
%

Number of Bonds: 50
Annual Yield: 16.50%
Actual Yield:  12.45%
Maturity Period: --
Maturity Date: --
Where to Buy
ISIN: --
Total Net Profit

₴ 20,287.67

Total Payout at Maturity: ₴ 70,287.67
Monthly Equivalent Income

₴ 687.50

Monthly Yield: 1.38% / міс.
Tax Advantage: 0% Tax

Income from Ukrainian government bonds (OVDP) is exempt from Personal Income Tax (18%) and Military Tax (5%). All profits remain with you in full.

Tax Saved vs Deposit: ₴ 6,059.40
Bank Deposit Equivalent

To earn the same net profit on a bank deposit (taxed at 23%), the bank would need to offer an annual interest rate of:

Annual Yield: 21.43%
Save this calculation

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Coupon & Payout Schedule
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-- --
Yield payout and principal redemption occur in a single payment on maturity date
1 / 7
Payment Date Payment Type Type Payout Amount
04.11.2026
~1 days
Maturity
+₴ 50,000.00
(₴ 1,000.00 / шт)
04.11.2026
Next Coupon ~1 days
Coupon
+₴ 4,795.00
(₴ 95.90 / шт)
06.05.2026
Paid
Coupon
+₴ 4,795.00
(₴ 95.90 / шт)
05.11.2025
Paid
Coupon
+₴ 4,795.00
(₴ 95.90 / шт)
07.05.2025
Paid
Coupon
+₴ 4,795.00
(₴ 95.90 / шт)
06.11.2024
Paid
Coupon
+₴ 4,795.00
(₴ 95.90 / шт)
08.05.2024
Paid
Coupon
+₴ 4,795.00
(₴ 95.90 / шт)
08.11.2023
Paid
Coupon
+₴ 4,795.00
(₴ 95.90 / шт)
USD Currency Equivalent
Yield analysis of UAH bonds converted to USD taking expected devaluation into account
$ ₴
%
0% 5% 10% 15% 20% 25%
Projected Rate
-- ₴
--
Invested in USD
--
Payout in USD
--
Net Profit in USD
--
Annualized USD Yield
--
UAH yields more than USD if maturity rate stays below -- ₴/$ (-- per year)
Spread: --
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Investor Guide: Bond Yields, Inflation & Purchasing Power

Detailed explanation of mathematical formulas, annualized rates, and tax advantages

Government bonds (OVDP) are one of the simplest and safest ways to preserve and grow your savings. Here are the core concepts and essentials every beginner should know:

1. What is a Government Bond?

A debt certificate issued by the government. By buying a bond, you lend money to the state for a set period at a fixed interest rate. The state guarantees 100% of the invested amount without limit.

2. What is a Coupon?

Your regular interest payment (passive income). Coupons are paid automatically to your card/account every 6 months or annually, so you don't need to wait until maturity to receive earnings.

3. What is Maturity / Repayment?

The final date of the bond. On this day, the government automatically returns 100% of your principal (nominal value of 1,000 per unit) plus the final coupon payment directly to your account.

4. Why it beats bank deposits: 0% Taxes

Bond income is 100% tax-free (0% personal income tax and 0% military levy). While bank deposit profits are taxed at 23%, in government bonds every earned penny is kept entirely by you.

In everyday calculations, people often approximate real yield by simple subtraction: Nominal Yield - Inflation (e.g. 3.15% - 2.90% = 0.25%). However, professional finance uses the exact Irving Fisher Equation: r_real = (1 + r_nominal) / (1 + i) - 1. For a 3.15% USD bond with 2.90% inflation, r_real = (1.0315 / 1.0290) - 1 = +0.24% per year. Division by (1 + i) accounts for the fact that price inflation devalues not only your initial principal, but also the accrued coupon income.

Fisher Mathematical Equation
rreal = 1 + rnom 1 + i − 1
rreal = 1 + 0.0315 1 + 0.0290 − 1 = 1.0315 1.0290 − 1 = 1.00243 − 1 = +0.24%
Simplified approximation (casual) 3.15% − 2.90% = 0.25%
Exact Fisher equation (financial) Fisher = +0.24%
Why does the 0.01% difference occur? Simple subtraction (3.15% - 2.90% = 0.25%) assumes that coupon profit does not lose value. The Fisher equation divides the nominal multiplier (1 + r) by the inflation deflator (1 + i), accounting for inflation eroding both the initial capital and the earned income.

All interest rates and inflation figures in global finance are standardized to an annualized basis (% per year / APR). This allows investors to objectively compare bonds of different maturities (e.g. 90 days vs. 535 days vs. 3 years). Over the actual 535 days (1.46 years) of a 3.15% bond: nominal total earnings are 4.61% ($46.10 on $1,000), cumulative price inflation is 4.28% ($42.80 loss in purchasing power), and real net growth over the entire 1.46 years is +0.32% (~$3.20 real gain).

Nominal payout is the exact cash sum received at maturity (Principal + Net Profit). Real payout discounts that future cash into today's prices: Real Payout = Nominal Payout / (1 + i)^t. Because prices rise over time, a dollar in the future buys fewer goods than a dollar today. With positive inflation, real payout is always less than or equal to nominal payout, showing what that money can actually buy in today's terms.

Purchasing Power Payout Formula
Payoutreal = Payoutnominal (1 + i)t
where t = Days / 365 is the investment term in years, i is annual inflation

Ukraine government bonds (OVDP) are completely exempt from taxation (0% personal income tax and 0% military levy). In contrast, commercial bank deposits are subject to a combined 23% tax (18% PIT + 5% Military levy). To generate the same net cash yield as an OVDP at 16.50%, a commercial bank must offer a deposit rate of 16.50% / (1 - 0.23) = 21.43% per year.

Deposit Tax Equivalent Formula
rdeposit = rovdp 1 − 0.23 = 16.50% 0.77 = 21.43%

The Rule of 72 is a proven mathematical shortcut in financial planning to estimate the number of years needed to double real capital: Doubling Years ≈ 72 / Real Yield. For instance, with an 8.37% real yield, capital purchasing power doubles in approximately 72 / 8.37 ≈ 8.6 years. If real yield is near zero (e.g. +0.24%), capital is protected from devaluation but does not effectively double over standard horizons.

Capital Doubling Time Formula (Rule of 72)
Tdouble ≈ 72 rreal = 72 8.37% ≈ 8.6 years

No, inflation does not equal devaluation, and they cannot simply be added together (e.g. 8% inflation + 10% devaluation does not mean an 18% loss). They are fundamentally distinct economic phenomena measuring loss of purchasing power against different benchmarks:

Domestic Market Inflation (CPI)

Loss of purchasing power against goods and services inside Ukraine (consumer basket: groceries, utilities, fuel, services). Measured via Consumer Price Index (CPI).

Foreign Exchange Devaluation

Depreciation of local currency against foreign currencies (USD/EUR exchange rate). Relevant if you plan spending abroad or purchase imported goods (electronics, cars).

How they connect: devaluation partially passes through into inflation (exchange rate pass-through effect). Because imports make up roughly 30–40% of Ukraine's consumer basket, a 10% currency devaluation adds approximately 2.5–3.5% to domestic consumer inflation, not the full 10%. Domestic services and local goods do not automatically react 1:1 to exchange rate swings.

Breakeven Devaluation Rate (UAH vs USD)
ΔКурсуmax ≈ rUAH − rUSD = 16.50% − 3.15% = +13.35% per year
UAH bonds outperform USD bonds as long as annual currency depreciation does not exceed the yield spread. Example: 16.50% (UAH) − 3.15% (USD) = 13.35%. The dollar exchange rate must surge by more than 13.35% in a year for the foreign currency bond to beat the hryvnia bond.