Forlend Finance
  • GETTING STARTED
    • Introduction
    • Why Forlend
    • Highlights
    • Roadmap
    • Frequently Asked Question
  • FORLEND GUIDES
    • User Tutorials
    • Setting up MetaMask
      • How to get FRA tokens
    • Supplying / Depositing Assets
      • Withdrawing Assets
    • Borrowing from Forlend
    • Staking On Forlend
    • Bridging Assets to Findora
      • How to transfer assets from BSC to Findora
      • How to transfer assets from Ethereum to Findora
  • protocol basics
    • FLD Tokenomics
      • FLD Release Schedule
      • Parameters Update
    • Interest Rate Markets
      • pToken
      • Market Parameters
      • Interest Rate (Jump Rate Model)
    • Liquidations
    • Contract Address
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  • Jump Rate Model
  • V1 Deployment
  1. protocol basics
  2. Interest Rate Markets

Interest Rate (Jump Rate Model)

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Last updated 2 years ago

Jump Rate Model

Forlend features a dynamic interest rate model. Interest rate on each market is different and is calculated based on the Current Utilization of a given market (how much of the supplied liquidity is borrowed v.s. available). Forlend's interest model follows Compound Protocol's

  • When the Current Utilization rate increases, both the borrowing rate and supply rate will increase.

  • When Current Utilization is lower than Target Utilization (the kink point), the borrowing rate will increase at a lower rate linearly.

  • When Current Utilization is over Target Utilization (the kink point), the borrowing rate will increase at a higher rate linearly.

  • Each "Market" has its own interest rate based on Market Parameters and Current Utilization rates.

supplyRate = borrowRate * (1- reserveFactor) * utilizationRate when currentUtilization <= targetUtilization:

borrowRate = baseRate + utilizationRate * multiplier

when currentUtilization > targetUtilization:

borrowRate = baseRate +utilizationRate * multiplier + (utilizationRate - targetUtilization)*jumpMultiplier

V1 Deployment

Initial Parameters Setup

👇 Example Interest Rate Chat

Lending Protocol

borrow% at 0%

borrow% at K

borrow% at 100%

Kink

reserver%

0.00 %

10.00 %

100.00 %

60.00 %

25.00 %

Contructor

blocksPerYear

baseRatePerYear

multiplierPerYear

jumpMultiplierPerYear

kink_

1971000

0

100000000000000000

2250000000000000000

600000000000000000

Property

baseRatePerBlock

multiplierPerBlock

jumpMultiplierPerBlock

kink

reserve

0

84559445290

1141552511416

600000000000000000

250000000000000000

Utilization %

Borrow %

Supply %

util

b% per block

s% per block

0.00 %

0.0000 %

0.0000 %

0

0

0

1.00 %

0.1667 %

0.0012 %

1E+16

845594452.9

6341958.397

2.00 %

0.3333 %

0.0050 %

2E+16

1691188906

25367833.59

3.00 %

0.5000 %

0.0112 %

3E+16

2536783359

57077625.57

4.00 %

0.6667 %

0.0200 %

4E+16

3382377812

101471334.3

5.00 %

0.8333 %

0.0312 %

5E+16

4227972265

158548959.9

6.00 %

1.0000 %

0.0450 %

6E+16

5073566717

228310502.3

7.00 %

1.1667 %

0.0612 %

7E+16

5919161170

310755961.4

8.00 %

1.3333 %

0.0800 %

8E+16

6764755623

405885337.4

9.00 %

1.5000 %

0.1012 %

9E+16

7610350076

513698630.1

10.00 %

1.6667 %

0.1250 %

1E+17

8455944529

634195839.7

11.00 %

1.8333 %

0.1512 %

1.1E+17

9301538982

767376966

12.00 %

2.0000 %

0.1800 %

1.2E+17

10147133435

913242009.1

13.00 %

2.1667 %

0.2112 %

1.3E+17

10992727888

1071790969

14.00 %

2.3333 %

0.2450 %

1.4E+17

11838322341

1243023846

15.00 %

2.5000 %

0.2812 %

1.5E+17

12683916794

1426940639

16.00 %

2.6667 %

0.3200 %

1.6E+17

13529511246

1623541350

17.00 %

2.8333 %

0.3612 %

1.7E+17

14375105699

1832825977

18.00 %

3.0000 %

0.4050 %

1.8E+17

15220700152

2054794521

19.00 %

3.1667 %

0.4512 %

1.9E+17

16066294605

2289446981

20.00 %

3.3333 %

0.5000 %

2E+17

16911889058

2536783359

21.00 %

3.5000 %

0.5512 %

2.1E+17

17757483511

2796803653

22.00 %

3.6667 %

0.6050 %

2.2E+17

18603077964

3069507864

23.00 %

3.8333 %

0.6612 %

2.3E+17

19448672417

3354895992

24.00 %

4.0000 %

0.7200 %

2.4E+17

20294266870

3652968037

Jump Rate model.
Example interest rate chart.