Funding intervals: 1h, 4h and 8h explained

The same 0.01% funding rate pays 8× more on a 1-hour interval than on an 8-hour one. How intervals differ across exchanges, why they change per symbol, and how to compare rates correctly.

Last updated: June 2026

What the interval is

Perpetual futures have no expiry, so exchanges keep their price tethered to spot with funding: a periodic payment between longs and shorts. The funding INTERVAL is how often that payment settles — classically every 8 hours, but increasingly every 4 hours, and on some venues and symbols every hour.

A rate you saw an hour ago is not the rate you get

Only position holders at the settlement moment pay or receive. Between settlements the predicted rate drifts with the premium between perp and spot price — which is why a rate you saw an hour ago is not the rate you will be paid.

Same rate, different interval

How often a 0.01% funding payment settles over 24h

Same rate: 0.01%
8h
≈11%
/yr
4h
≈22%
/yr
1h
24×
≈88%
/yr

Shorter interval = more frequent funding, so it adds up far faster. Always compare rates normalized to the same interval.

The map across exchanges — and within them

Intervals are not a per-exchange constant — they vary per SYMBOL within the same venue. Majors like BTC and ETH usually settle every 8 hours; volatile new listings often start at 4 hours or 1 hour so the tether holds; some venues adjust intervals dynamically when a contract trades far from spot.

This is a live attribute of every instrument, not something to memorize from a docs page. Arbitron's funding pages show the actual interval per pair next to every rate (the Interval column), fetched from exchange data rather than assumed.

The APR math: same rate, 8× difference

APR ≈ rate × settlements per day × 365
settlements per day
24 ÷ interval hours: three a day at 8h, twenty-four a day at 1h.

A funding rate is paid PER SETTLEMENT, so annualizing depends entirely on the interval: 0.01% every 8 hours is 3 settlements a day ≈ 11% APR, while 0.01% every hour is 24 settlements ≈ 88% APR. Two rows showing the same "0.01%" can differ 8× in actual yield.

The mismatch trap

Funding arbitrage adds a second trap: a spread between a 1h-interval leg and an 8h-interval leg does not settle symmetrically — one side pays eight times while the other pays once. Comparing raw rates across different intervals without normalizing is the single most common mistake in DIY funding-arb spreadsheets.

Why hardcoded assumptions fail

Why a hardcoded 8h silently lies

Tools built when "funding = every 8 hours" was universally true silently mis-annualize everything on modern 4h/1h symbols — overstating or understating APR by 2–8×. Worse, an interval can change for an existing symbol after a volatility episode, breaking yesterday's correct assumption.

Arbitron never hardcodes intervals: connectors read them from each exchange's API or infer them from consecutive settlement timestamps, per symbol, continuously. When you compare funding opportunities in the scanner, the normalization is already done — but if you build your own sheets, normalize per-interval first or the best-looking rows will be the wrong ones.

Frequently asked questions

What is a funding interval?

It is how often a perpetual settles funding between longs and shorts — every 1, 2, 4, or 8 hours depending on the exchange and symbol. The interval, not just the rate, determines how much you actually pay or receive over a day.

Why does the same funding rate matter more on a 1-hour interval?

Because it pays more often. A 0.01% rate settles 24 times a day on a 1-hour interval but only 3 times on an 8-hour one — 8× the daily total for the identical headline number. You cannot compare rates without their intervals.

Do all exchanges use 8-hour funding?

No — and that is a common, costly assumption. Intervals vary across exchanges and even per symbol within one exchange (volatile or newly listed markets often use shorter intervals). Always read the actual interval rather than assuming 8h.

How do I compare funding rates with different intervals?

Normalize to a common basis — annualize as rate × (24 / interval_hours) × 365, or convert everything to a daily rate. Arbitron normalizes intervals so the funding you see across exchanges is directly comparable.

How do mismatched intervals affect a funding arbitrage?

When two legs settle on different clocks (say 1h vs 8h), one leg can charge you funding before the hedge leg pays, creating short-lived cash-flow gaps. Knowing each leg's interval is essential to estimating the real net funding of the pair.

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