**1. What is Funding Rate?**

Funding rates are periodic payments made to either long or short traders, calculated based on the difference between Perpetual Futures markets and spot prices. When the market is bullish, the funding rate is positive and long traders pay short traders. When the market is bearish, the funding rate is negative and short traders pay long traders.

The Funding Rate is essentially used to force convergence of prices between the Perpetual Futures market and the actual underlying asset.

**2. Why is the Funding Rate important?**

In traditional futures contracts, settlements occur on a monthly or quarterly basis - depending on the contract specifications. At settlement, the contract price converges with the spot price, and all open positions expire. Perpetual contracts are widely offered by crypto-derivative exchanges, which are similar to a traditional futures contract.

Yet unlike traditional futures, traders can hold positions without an expiry date and do not need to keep track of various delivery months. For instance, a trader can keep a short position to perpetuity unless he gets liquidated. As a result, trading perpetual contracts are very similar to trading pairs on the spot market.

In short, perpetual contracts never settle in the traditional sense. As such, crypto exchanges created a mechanism to ensure that contract prices correspond to the index. This is known as Funding Rate.

**3. What is the Funding Rate on Binance?**

On Binance Futures, Funding is calculated using the following formula:

Funding Amount = Nominal Value of Positions* × Funding Rate

(*Nominal Value of Positions = Mark Price x Size of a Contract)

Please note that Binance takes no fees for Funding Rate transfers, these are operated directly between traders.

Funding occurs every 8 hours at 00:00 UTC; 08:00 UTC and 16:00 UTC on Binance Futures. Traders are only liable for funding payments in either direction if they have open positions at the pre-specified funding times. If traders do not have a position, they are not liable for any funding. If you close your position prior to the funding time, you will not pay or receive any funding.

There is a 15-second deviation in the actual funding fee transaction time. For example, when a trader opens a position at 08:00:05 UTC, the funding fee could still apply to the trader (either paying or receiving the funding fee).

You can see the Funding Rates and a countdown to the next funding on

**Binance Futures**above the candlestick chart:**4. What determines the Funding Rate?**

There are two components to the Funding Rate: the Interest Rate and the Premium. The Premium is the reason why the price of the Perpetual Contract will converge with the price of the underlying instrument.

Binance uses a flat interest rate, with the assumption that holding cash equivalent returns a higher interest than BTC equivalent. The difference is stipulated to be 0.03% per day by default (0.01% per funding interval since funding occurs every 8 hours) and may change depending on market conditions, such as the Federal Funds Rate.

There may be a significant difference in price between the Perpetual contract and the Mark Price. In such occasions, a Premium Index will be used to enforce price convergence between the two markets. The Premium Index history can be viewed

**here**. It is calculated separately for every contract:Premium Index (P) = [Max(0, Impact Bid Price - Price Index ) - Max(0, Price Index - Impact Ask Price)] / Price Index

Impact Bid Price = The average fill price to execute the Impact Margin Notional on the Bid Price

Impact Ask Price = The average fill price to execute the Impact Margin Notional on the Ask Price

**Price Index**- The Impact Margin Notional (IMN) for USDT-Margined Contracts is the notional available to trade with 200 USDT worth of margin (price quote in USDT); for Coin-Margined Contracts, it is the notional available to trade with 200 USD worth of margin (price quote in USD). IMN is used to locate the average Impact Bid or Ask price in the order book.

Impact Margin Notional (IMN) = 200 USDT / Initial margin rate at maximum leverage level

For example, the maximum leverage of BTCUSDT perpetual contract is 125x, and its corresponding Initial Margin Rate is 0.8%, then the Impact Margin Notional (IMN) is 25,000 USDT (200 USDT / 0.8%), and the system will take an IMN of 25,000 USDT every minute in the order book to measure the average Impact Bid/Ask price.

For more information about Leverage and Margin of USDT Futures Contracts, please visit

**Leverage and Margin of USDⓈ-M Futures**.**5. How to calculate the Funding Rate?**

**1. Finding the Impact Bid/Ask Price Series in a given funding period**

Given the Bid side order book looks like this:

Level | Price | Base Quantity | Quote Notional Quantity | Accumulated Quote Notional Quantity |

1 | p1 | q1 | multiplier*p1*q1 | multiplier*p1*q1 |

2 | p2 | q2 | multiplier*p2*q2 | multiplier**p1*q1+multiplier*p2*q2 |

3 | p3 | q3 | multiplier*p3*q3 | multiplier**p1*q1+multiplier**p2*q2+multiplier*p3*q3 |

... | ... | ... | ... | ... |

n | pn | qn | multiplier*pn*qn | multiplier*∑pn*qn |

If multiplier *∑px*qx > IMN in Level x and multiplier * ∑px-1*qx-1 < IMN in Level x-1, then we can find the Impact Bid Price from the Level x order book:

Impact bid price =IMN / [(IMN-multiplier *∑px-1*qx-1)/px+multiplier * ∑qx-1]

*IMN: Impact Margin Notional

To get the Impact Bid/Ask Price Series, the system performs the above methodology over the order book snapshots in this funding period:

The Ask order book is summarised as below:

Level | Price | Base Quantity | Quote Notional Quantity | Accumulated Quote Notional Quantity |

1 | 11409.63 | 0.499 | (11409.63 x 0.499) | 5693.41 |

2 | 11409.78 | 0.008 | (11409.78 x 0.008) | (11409.63 x 0.499) + (11409.78 x 0.008) |

3 | 11410.08 | 0.616 | (11410.08 x 0.616) | …... |

4 | 11410.49 | 0.079 | (11410.49 x 0.079) | ……... |

5=x-1 | 11410.50 | 0.065 | (11410.50 x 0.065) | 14,456.38 < 25,000 USDT * |

6=x | 11410.54 | 2.850 | (11410.54 x 2.850) | (11409.63 x 0.499) + (11409.78 x 0.008)+ (11410.08 x 0.616)+ (11410.49 x 0.079)+ (11410.50 x 0.065) + (11410.54 x 2.850) = 46,976.38 > 25,000 USDT * |

*BTCUSDT perpetual contract default Impact Margin Notional

From the table above we get the following figures：

- Price at Level x-1 is 11410.50
- Accumulated quote notional quantity at Level x is 14456.38
- Accumulated base quantity at Level x-1 is：0.499 + 0.008 + 0.616 +0.079 + 0.065 = 1.267

Substituting into the formula:

Impact Ask Price = IMN / [(IMN-multiplier *∑px-1*qx-1)/px+multiplier * ∑qx-1]

= 25,000 / [(25,000 - 14456.38) / 11410.54 + 1.267]

= 25,000 / (10543.62 / 11410.54 + 1.267）

= 11,410.31 USDT

Analysis:

- The corresponding quantity when it reaches NIM at Level x: (IMN-multiplier *∑px-1*qx-1) / px = (25,000 - 14456.38 ) / 11410.54 = 0.924
- Accumulated base quantity when it reaches NIM: 0.924 + 1.267 = 2.191
- Impact Ask Price = 25,000 / 2.191 = 11,410.31 USDT

**2. Finding the Premium Index Series in this funding period**

Binance calculates the Premium Index every minute, and takes a time-weighted average across all indices to the Funding Time (every 8 hours).

Premium Index Formula:

Premium Index(P) = [ Max(0, Impact Bid Price - Price Index ) - Max(0, Price Index - Impact Ask Price)] / Price Index

(Max(0,bpn-ipn)-Max(0,ipn-apn))/ipn

Sequence | Impact Bid Price | Impact Ask Price | Index Price | Premium Index |

1 | bp1 | ap1 | ip1 | (Max(0,bp1-ip1)-Max(0,ip1-ap1))/ip1 |

2 | bp2 | ap2 | ip2 | (Max(0,bp2-ip2)-Max(0,ip2-ap2))/ip2 |

... | ... | ... | ... | ... |

n | bpn | apn | ipn | (Max(0,bpn-ipn)-Max(0,ipn-apn))/ipn |

**3. Time-to-funding weighted Average of Premium Index of this funding period**

Use the Premium Index Series in this funding period (from step 2), we substitute it to the Average Premium Index formula:

Average Premium Index (P) = (1*Premium_Index_1+2*Premium_Index_2+3*Premium_Index_3+···+·480*Premium_index_480)/(1+2+3+···+480)

*Premium_Index_1: the premium index at first minute

**4. Funding Rate calculation**

The Funding Rate is then calculated with this 8-Hour Interest Rate Component (0.01%) and the 8-Hour Premium Component. A +/- 0.05% damper is also added. For example, the Funding Rates calculated from 00:00 - 08:00 is exchanged at 08:00.

The Funding Rate formula:

Funding Rate (F) = Average Premium Index (P) + clamp (0.01% - Premium Index (P), 0.05%, -0.05%)

*Premium Index (P) here refers to the current average

**Note:**

The function clamp (x, min, max) means that if (x < min), then x = min; if (x > max), then x = max; if max ≥ a ≥ min, then return x.

In other words, as long as the Premium Index is between -0.04% to 0.06%, the Funding Rate will equal 0.01% (the Interest Rate).

If (Interest Rate (I) - Premium Index (P)) is within +/-0.05% then F = P + (I - P) = I. In other words, the Funding Rate will be equal to the Interest Rate.

Example 1:

Time stamp: 2020-08-27 20:00:00 UTC

Price Index: 11,312.66USDT

Impact Bid Price: 11,316.83 USDT

Impact Ask Price: 11,316.80 USDT

Premium Index(P) = Max(0, Impact Bid Price − Price Index ) − Max(0, Price Index − Impact Ask Price) / Price Index

=Max(0, 11,316.83 - 11,312.66) - Max(0,11,312.66 - 11317.66) / 11,312.66

= (4.17 - 0) / 11,312.66

= 0.0369%

*Please note that this example is within the funding period UTC 16:00 - 24:00, the actual Premium Index at UTC 20:00 needs to be taken from time-weighted average across all indices to theUTC 16:00 - 20:00 funding period.

Example 2:

Time stamp: 2020-08-28 08:00:00 UTC

Mark Price: 11,329.52

This is the end of the funding period UTC 00:00 - 08:00, 8 hours = 480 minutes, so 8-hours weighted average Premium Index(P) = 0.0429%

Average Premium Index = (1*Premium_Index_1+2*Premium_Index_2+3*Premium_Index_3+···+·480*Premium_index_480)/(1+2+3+···+480)

*Premium_Index_1: the premium index at the first minute

Funding Rate (F) = Premium Index (P) + clamp(0.01% - Premium Index (P), 0.05%, -0.05%)

= 0.0429% + Clamp(0.01% - 0.0429%，0.05%， -0.05%)

= 0.0429% + (-0.0329%)

= 0.0100%

**5. Capped Funding Rate**

Floor = -0.75 * Maintenance Margin Ratio

Cap = 0.75 * Maintenance Margin Ratio

Capped Funding Rate = clamp(Funding Rate, Floor, Cap)

*Funding Rate (from Step 4)

The funding rate of each contract is calculated based on its corresponding "Initial Margin Ratio" and "Maintenance Margin Ratio" at the maximum leverage level. For Initial Margin Ratio and Maintenance Margin Ratio, please refer to

**Leverage and Margin of USDT Futures Contracts**for more detail.For example: To calculate Floor and Cap of BTCUSDT perpetual contract, the corresponding "Initial Margin Ratio" and "Maintenance Margin Ratio" in the table at the maximum leverage level 125x is 0.8% and 0.4% respectively.

Note that there is an exception for BCHUSDT, we need to refer to the USDT 75x perpetual contract table rather than the 20x table, i.e. the corresponding "Initial Margin Ratio" and "Maintenance Margin Ratio" in the table at the maximum leverage level 75x is 1.3% and 0.65% respectively.

**6. How to access real-time and historical Funding Rate?**

You can view real-time and historical Funding Rate by clicking

**[Information]**-**[Funding Rate History]**. Alternatively, you can click here directly.**7. How to receive Funding Fee notifications?**

1. Log in to your Binance account. Click

**[Derivatives]**-**[USDⓈ-M Futures]**.2. Click on the button next to

**[Grid Trading]**to go to**[Preference]**.3. Go to the

**[Notification]**tab to toggle on the**[Funding Fee Trigger]**button. You can also customize the Funding Rate charges percentage between 0.0001%~0.75%. Currently, it is defaulted to 0.25%, meaning that you will be notified when the expected Funding Rate charges reach 0.25%. Click**[Confirm]**to save your preference.Important note: You will be notified via email / SMS / in-app notification. This function serves as a risk warning and Binance cannot guarantee timely delivery. You agree that during your use of the Service, under certain circumstances (including but not limited to personal network congestion and poor network environment), you may not be able to receive or receive delayed reminders. Binance reserves the right and has no obligation to deliver notifications.