Investment Banking & Brokerage · U.S. Department of the Treasury
U.S. Treasury Interest Rate Data (Daily Yield Curve)
Datadory delivers u s treasury interest rate data daily yield curve data covering the official US Treasury curves: daily par yields across fourteen constant maturities from one month to thirty years, TIPS-based real yields, bill rates and long-term series, with par-curve history reaching back to 1990 and every row typed, dated and shaped to your schema.
API, files, or your warehouse. Daily, weekly, or hourly.
- Where it covers
- United States - the sovereign curve itself, the reference line beneath dollar-denominated valuation everywhere
- How far back
- Daily business-day rows; par-curve files by year from 1990 to present, real yields since January 2, 2004, real long-term averages back to 2000
- How fine
- One row per business day crossed with fourteen par tenors (1 Mo through 30 Yr); roughly 250 rows per calendar year per product
What is the U.S. Treasury Interest Rate Data daily yield curve?
One number for every length of time the US government borrows money, repriced each business day - and the reference line the rest of dollar-denominated finance hangs off. This record holds all five products in Treasury's Interest Rate Statistics program, not just the headline curve: Daily Par Yield Curve Rates, Daily Par Real Yield Curve Rates (the TIPS-based version, published since January 2, 2004), Daily Treasury Bill Rates, Daily Long-Term Rates and Extrapolation Factors, and Daily Real Long-Term Rate Averages back to 2000.
The par curve is built from closing bid quotations on the most recently auctioned Treasury securities, collected by the Federal Reserve Bank of New York, and spans fourteen constant maturities per business day from 1 Mo out to 30 Yr. Files come down by year back to 1990. Datadory scores it 10 out of 10 on its quality rubric - above the 7.81 average across the 1,744-dataset catalog - with field definitions marked verified against live captures. Get a sample of this dataset: name your date range and tenors and the extract comes back shaped around them.
What do sample rows look like?
One captured day beats a paragraph of specification. These are real rows read off the files during the August 2026 verification pass:
# one row per business day x 14 par tenors; values are percent yields
date : 08/20/2026
1 Mo 3.80 1.5 Month 3.77 2 Mo 3.79 3 Mo 3.87 4 Mo 3.88
6 Mo 3.94 1 Yr 3.99 2 Yr 4.19 3 Yr 4.26 5 Yr 4.39
7 Yr 4.53 10 Yr 4.69 20 Yr 5.20 30 Yr 5.23
date : 12/31/1990 # the file's oldest verified vintage
3 Mo 6.63 6 Mo 6.73 1 Yr 6.82 2 Yr 7.15 3 Yr 7.40
5 Yr 7.68 7 Yr 8.00 10 Yr 8.08 30 Yr 8.26
date : 08/20/2026 real (TIPS-based) # five maturities only
5 YR 2.05 7 YR 2.18 10 YR 2.35 20 YR 2.73 30 YR 2.95
# machine-feed variant of the same day:
BID_CURVE_DATE 03-AUG-26 DAY_OF_WEEK MONDAY
BC_1MONTH 3.79 BC_10YEAR 4.70 BC_30YEAR 5.23Three things ride in those lines. First, completeness: the 08/20/2026 row carries all fourteen tenors, so a 4.53 seven-year and a 5.20 twenty-year exist as quotes rather than interpolations. Second, depth - the 1990 row sits in the same format thirty-six years earlier, its nine columns marking how far the panel had grown by then (3.87 borrows cheaply where 6.63 once did; 5.23 costs far less at thirty years than 8.26). Third, the real curve prints separately at five maturities - 2.35 real against 4.69 nominal at ten years on the same August day, which is the market's breakeven inflation rate stated as subtraction.
What fields does the dataset include?
Seven exampled fields form the core grid, every definition verified against live captures during the August 2026 cataloging pass: the observation Date plus percent par yields at six representative maturities - 1 Mo, 1.5 Month, 3 Mo, 2 Yr, 10 Yr and 30 Yr - chosen as the corners desks touch most. Date is the whole identification layer, so joining the curve against positions, issuance calendars or macro releases resolves on one column.
What folds under additional fields on request: the remaining eight par tenors, the five-maturity real curve, bill rates, both long-term products including the 2002-2006 adjustment bridge, and the typed machine-feed variants (NEW_DATE timestamps, BC_<TENOR> bid-curve fields, and the rolling recent-observations snapshot keyed on BID_CURVE_DATE and DAY_OF_WEEK). Field-definition confidence across the catalog is 85.7% - 1,495 of 1,744 datasets verified; this one sits inside that set.
What does coverage look like across geography, time and granularity?
Geography - the United States, deliberately. This is the sovereign curve: the closest thing markets have to a risk-free benchmark, which is precisely why it prices everything from a corporate bond to a mortgage pool regardless of where the underlying assets sit.
Temporal - the deepest rate shelf in the catalog. Par-curve files run by year from 1990 to present; the real curve starts January 2, 2004; real long-term averages reach back to 2000; and the long-term product carries its extrapolation bridge across 2002-2006 so nothing drops out of a long study. Freshness matches the cadence - one row lands per business day, putting this among the 395 of 1,744 cataloged datasets (22.6%) that update daily.
Granularity - one row per business day crossed with fourteen par tenors, roughly 250 rows per calendar year per product. A 2024 par-curve cut runs about 19 KB, so the entire 1990-2026 daily history weighs a few megabytes - complete enough to interpolate anything between quoted points, small enough never to think about storage.
How is the data delivered?
API, files, or your warehouse. Daily, weekly, or hourly.
You pick the channel and the cadence; the dictionary above travels unchanged through all three. Rows arrive flattened - one date, one column per maturity, percent values ready to divide into discount factors - so joining the curve against holdings, trade blotters or macro panels is a join statement rather than a parsing project. Cadence changes are a settings conversation, not a re-integration, and a sample cut to your named dates comes first either way.
Who uses this data, and for what?
- Debt capital markets and valuation desks price bonds, swaps and DCF models off the official curve - fourteen points a day make interpolation a computation instead of an assumption.
- Quant researchers compute level, slope, curvature and inversion flags nightly as regime features; one of the cataloged datasets serving quant backtesting.
- Relative-value traders subtract the par curve from credit or municipal yields so the spread, not the rate level, becomes the tradable object.
- Inflation analysts pair nominal with TIPS-based real yields for direct breakeven series - 234 basis points at ten years on 08/20/2026.
- Researchers and writers anchor charts to the government's own publication; see citation grade research and ML model training for the adjacent workflows.
Which personas get the most value?
Ranked by Datadory's persona tagging - five of eight personas score this record at maximum relevance, which almost never happens:
- Investors & Quant Researchers (relevance 3) - the discount rate, dated daily since 1990, behind valuation and backtests; see investors quants use cases.
- Data Scientists & ML Engineers (relevance 3) - clean exogenous features at daily grain; see data scientists use cases.
- Market Researchers & Consultants (relevance 3) - curve charts nobody can argue with; see market researchers use cases.
- Developers & Data-Product Builders (relevance 3) - a tiny stable schema any rate-aware app consumes; see developers builders use cases.
- Journalists, Academics & Students (relevance 3) - citable by construction; see journalists academics use cases.
- Competitive Intelligence & Product Teams (relevance 1) - the financing-cost backdrop framing rate-sensitive sectors; see competitive intel product teams use cases.
How does it compare within investment banking & brokerage data?
This is the rates spine of the industry's twelve cataloged datasets - everything else measures markets or participants around it. Federal Reserve Bank of New York Markets Datasets (scored 9) covers what the Fed does - SOFR and EFFR reference rates, repo operations, primary dealer statistics - while this record covers what the government pays to borrow; the head-to-head runs in vs Federal Reserve Bank of New York Markets Datasets. FINRA API Developer Center adds corporate bond trades via TRACE, MSRB EMMA covers municipal trades and disclosures, and SIFMA Capital Markets Fact Book sizes the industry annually. Rank the whole slice on best investment banking & brokerage datasets or browse the investment banking & brokerage data hub.
What should I know before requesting a sample?
Three things, stated plainly.
First, the panel widens over time: 1990 files carry only 3 Mo through 30 Yr across nine columns, while recent files add the 1.5 Month, 2 Mo and 4 Mo points to reach fourteen. Model the widening explicitly - treat early vintages as narrower panels rather than expecting today's width backward.
Second, these are indicative quotations, not trade prints: par yields derived from closing bids on recently auctioned securities describe where the market closed, not executed volume. Pair them with a trade tape such as FINRA TRACE when transaction detail matters.
Third, the score reflects the ceiling: Datadory rates this record 10/10 against a cross-catalog mean of 7.81, one of just 145 datasets scoring perfect marks. Samples precede any commitment - name your start date, your tenors and your cadence, and the extract arrives cut to exactly that.
Field dictionary
Every field below is documented against real records. The full dictionary ships with the sample.
| field | type | definition | example |
|---|---|---|---|
Date | date | Curve observation date in MM/DD/YYYY form - one business day per row, the key every time-series join resolves on. | 12/31/2024 |
1 Mo | number | Par yield for the 1-month constant maturity tenor, percent - the shortest quoted point on the curve. | 4.40 |
1.5 Month | number | Par yield for the 1.5-month tenor, percent - one of three fine-grained points added to recent-year files. | 3.77 |
3 Mo | number | Par yield for the 3-month constant maturity tenor, percent - present in every file back to the 1990 opening of the series. | 4.37 |
2 Yr | number | Par yield for the 2-year constant maturity tenor, percent - the policy-sensitive belly of the curve. | 4.25 |
10 Yr | number | Par yield for the 10-year constant maturity tenor, percent - the benchmark discount-rate input for DCF valuation across fixed income. | 4.58 |
30 Yr | number | Par yield for the 30-year constant maturity tenor, percent - the long end that underwrites terminal values. | 4.78 |
What teams do with it
- Bond, swap and DCF pricing Discount cash flows off the official curve itself rather than a secondhand single-tenor quote - fourteen points a day let any maturity be interpolated instead of approximated.
- Curve-regime and inversion monitoring Level, slope and curvature computed nightly from full-tenor rows turn 'the curve inverted' into a dated, testable feature for regime switches and risk models.
- Relative-value screens Subtract the par curve from corporate or municipal yields and the residual isolates credit spreads - separating rate-driven moves from genuine spread repricing.
- Inflation-expectation work Nominal and TIPS-based real yields side by side give breakeven inflation rates directly - 4.69 nominal against 2.35 real at ten years on 08/20/2026 implies roughly 234 basis points.
- Citation-grade benchmarks Every figure traces to the US government's own publication, which is why these numbers survive committee memos, prospectuses and peer review without a sourcing argument.
Questions buyers ask
What does the U.S. Treasury interest rate data daily yield curve include?
Five products in one record: the Daily Par Yield Curve across fourteen constant maturities from 1 Mo to 30 Yr, the TIPS-based Par Real Yield Curve at 5, 7, 10, 20 and 30 years, Daily Treasury Bill Rates, Daily Long-Term Rates and Extrapolation Factors, and Real Long-Term Rate Averages back to 2000 - one business-day row per product per day.
How far back does the history go?
Par yield curve files run by year from 1990 to the present - roughly 250 business-day rows per year per product. The TIPS-based real curve publishes since January 2, 2004, real long-term averages reach back to 2000, and the long-term product carries its extrapolation bridge across 2002-2006 when 30-year bonds went unissued.
Which maturities does each curve row carry?
Fourteen par tenors: 1 Mo, 1.5 Month, 2 Mo, 3 Mo, 4 Mo, 6 Mo, 1 Yr, 2 Yr, 3 Yr, 5 Yr, 7 Yr, 10 Yr, 20 Yr and 30 Yr. The panel widened over time - 1990 files carry only 3 Mo through 30 Yr across nine columns, while recent files add the three fine-grained monthly points. Any maturity between quoted points can be interpolated on request.
Can I get both nominal and inflation-adjusted yields?
Yes. The nominal par curve and the TIPS-based real curve publish side by side, the real series at five maturities (5, 7, 10, 20, 30 years) since January 2, 2004. On 08/20/2026 the ten-year printed 4.69 nominal against 2.35 real, implying a breakeven inflation rate near 234 basis points - computed by simple subtraction once both curves sit in one table.
Is the schema stable enough for production pipelines?
Yes. One Date column identifies each row and every remaining column is a named tenor, so the schema has held shape across three decades of files - definitions verified against live captures in the August 2026 cataloging pass. Deliveries carry the same dictionary whether they hold one month or all thirty-six years.
Does this dataset cover non-US sovereign curves?
No - it is the United States curve only, which is exactly why it serves as the reference rate for dollar-denominated valuation worldwide. For cross-currency work, deliverable companions include foreign sovereign curve series joined on date, keeping the US line as the base against which others are compared.
What does a sample include?
The complete field dictionary with definitions and examples, real rows cut to your named date range and tenors, the coverage profile across the five products, and notes on the widening tenor panel and the indicative-quotation basis of the yields. Samples precede any commitment, and the schema in the sample is the schema you ship against.
Notes on this record
- Fourteen tenors beat one Single-tenor feeds force you to borrow someone else's interpolation choices; carrying every maturity from 1 Mo to 30 Yr per row lets slopes, forwards and breakevens be computed, not asserted.
- History with the holes documented 1990 files carry only 3 Mo through 30 Yr across nine columns; recent files add the 1.5 Month, 2 Mo and 4 Mo points. The panel grows by design, so filter on vintage explicitly instead of assuming today's width backward.
- Nominal beside real The TIPS-based real curve has published alongside the nominal one since January 2, 2004 - pairing them yields breakeven inflation rates without stitching two vendors' conventions together.
- The gap was bridged, not faked For 2002-2006 the Treasury issued no 30-year bond; the Long-Term Rates and Extrapolation Factors product carries a 20-years-plus-adjustment series across exactly that window, so long-horizon studies keep a continuous line.
- Scored against the catalog Datadory rates this record 10/10 against a cross-catalog mean of 7.81 across 1,744 datasets - field definitions fully verified during the August 2026 pass, and one of only 395 records (22.6%) updating daily.
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