先算清风险，再开仓
按已采集的维持保证金阶梯，估算线性永续合约逐仓强平价。
数据更新于 2026-09-09 15:14 UTC
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该合约的保证金阶梯
| 档位 | 区间 | 维持保证金率 | 最大杠杆 | 速算扣减 |
|---|---|---|---|---|
| 1 | 0 – 1000000 base | 5.0000% | 10.00x | — |
| 2 | 1000100 – 2000000 base | 5.5000% | 9.52x | — |
| 3 | 2000100 – 3000000 base | 6.0000% | 9.09x | — |
| 4 | 3000100 – 6000000 base | 6.5000% | 8.69x | — |
| 5 | 6000100 – 7000000 base | 7.0000% | 8.33x | — |
| 6 | 7000100 – 8000000 base | 7.5000% | 8.00x | — |
| 7 | 8000100 – 9000000 base | 8.0000% | 7.69x | — |
| 8 | 9000100 – 10000000 base | 8.5000% | 7.40x | — |
| 9 | 10000100 – 11000000 base | 9.0000% | 7.14x | — |
| 10 | 11000100 – 12000000 base | 9.5000% | 6.89x | — |
| 11 | 12000100 – 13000000 base | 10.0000% | 6.66x | — |
| 12 | 13000100 – 14000000 base | 10.5000% | 6.45x | — |
| 13 | 14000100 – 15000000 base | 11.0000% | 6.25x | — |
| 14 | 15000100 – 16000000 base | 11.5000% | 6.06x | — |
| 15 | 16000100 – 17000000 base | 12.0000% | 5.88x | — |
| 16 | 17000100 – 18000000 base | 12.5000% | 5.71x | — |
| 17 | 18000100 – 19000000 base | 13.0000% | 5.55x | — |
| 18 | 19000100 – 20000000 base | 13.5000% | 5.40x | — |
| 19 | 20000100 – 21000000 base | 14.0000% | 5.26x | — |
| 20 | 21000100 – 22000000 base | 14.5000% | 5.12x | — |
| 21 | 22000100 – 23000000 base | 15.0000% | 5.00x | — |
| 22 | 23000100 – 24000000 base | 15.5000% | 4.87x | — |
| 23 | 24000100 – 25000000 base | 16.0000% | 4.76x | — |
| 24 | 25000100 – 26000000 base | 16.5000% | 4.65x | — |
| 25 | 26000100 – 27000000 base | 17.0000% | 4.54x | — |
| 26 | 27000100 – 28000000 base | 17.5000% | 4.44x | — |
| 27 | 28000100 – 29000000 base | 18.0000% | 4.34x | — |
| 28 | 29000100 – 30000000 base | 18.5000% | 4.25x | — |
| 29 | 30000100 – 31000000 base | 19.0000% | 4.16x | — |
| 30 | 31000100 – 32000000 base | 19.5000% | 4.08x | — |
| 31 | 32000100 – 33000000 base | 20.0000% | 4.00x | — |
| 32 | 33000100 – 34000000 base | 20.5000% | 3.92x | — |
| 33 | 34000100 – 35000000 base | 21.0000% | 3.84x | — |
| 34 | 35000100 – 36000000 base | 21.5000% | 3.77x | — |
| 35 | 36000100 – 37000000 base | 22.0000% | 3.70x | — |
| 36 | 37000100 – 38000000 base | 22.5000% | 3.63x | — |
| 37 | 38000100 – 39000000 base | 23.0000% | 3.57x | — |
| 38 | 39000100 – 40000000 base | 23.5000% | 3.50x | — |
| 39 | 40000100 – 41000000 base | 24.0000% | 3.44x | — |
| 40 | 41000100 – 42000000 base | 24.5000% | 3.38x | — |
| 41 | 42000100 – 43000000 base | 25.0000% | 3.33x | — |
| 42 | 43000100 – 44000000 base | 25.5000% | 3.27x | — |
| 43 | 44000100 – 45000000 base | 26.0000% | 3.22x | — |
| 44 | 45000100 – 46000000 base | 26.5000% | 3.17x | — |
| 45 | 46000100 – 47000000 base | 27.0000% | 3.12x | — |
| 46 | 47000100 – 48000000 base | 27.5000% | 3.07x | — |
| 47 | 48000100 – 49000000 base | 28.0000% | 3.03x | — |
| 48 | 49000100 – 50000000 base | 28.5000% | 2.98x | — |
| 49 | 50000100 – 51000000 base | 29.0000% | 2.94x | — |
| 50 | 51000100 – 52000000 base | 29.5000% | 2.89x | — |
| 51 | 52000100 – 53000000 base | 30.0000% | 2.85x | — |
| 52 | 53000100 – 54000000 base | 30.5000% | 2.81x | — |
| 53 | 54000100 – 55000000 base | 31.0000% | 2.77x | — |
| 54 | 55000100 – 56000000 base | 31.5000% | 2.73x | — |
| 55 | 56000100 – 57000000 base | 32.0000% | 2.70x | — |
| 56 | 57000100 – 58000000 base | 32.5000% | 2.66x | — |
| 57 | 58000100 – 59000000 base | 33.0000% | 2.63x | — |
| 58 | 59000100 – 60000000 base | 33.5000% | 2.59x | — |
| 59 | 60000100 – 61000000 base | 34.0000% | 2.56x | — |
| 60 | 61000100 – 62000000 base | 34.5000% | 2.53x | — |
| 61 | 62000100 – 63000000 base | 35.0000% | 2.50x | — |
| 62 | 63000100 – 64000000 base | 35.5000% | 2.46x | — |
| 63 | 64000100 – 65000000 base | 36.0000% | 2.43x | — |
| 64 | 65000100 – 66000000 base | 36.5000% | 2.40x | — |
| 65 | 66000100 – 67000000 base | 37.0000% | 2.38x | — |
| 66 | 67000100 – 68000000 base | 37.5000% | 2.35x | — |
| 67 | 68000100 – 69000000 base | 38.0000% | 2.32x | — |
| 68 | 69000100 – 70000000 base | 38.5000% | 2.29x | — |
| 69 | 70000100 – 71000000 base | 39.0000% | 2.27x | — |
| 70 | 71000100 – 72000000 base | 39.5000% | 2.24x | — |
| 71 | 72000100 – 73000000 base | 40.0000% | 2.22x | — |
| 72 | 73000100 – 74000000 base | 40.5000% | 2.19x | — |
| 73 | 74000100 – 75000000 base | 41.0000% | 2.17x | — |
| 74 | 75000100 – 76000000 base | 41.5000% | 2.15x | — |
| 75 | 76000100 – 77000000 base | 42.0000% | 2.12x | — |
| 76 | 77000100 – 78000000 base | 42.5000% | 2.10x | — |
| 77 | 78000100 – 79000000 base | 43.0000% | 2.08x | — |
| 78 | 79000100 – 80000000 base | 43.5000% | 2.06x | — |
| 79 | 80000100 – 81000000 base | 44.0000% | 2.04x | — |
| 80 | 81000100 – 82000000 base | 44.5000% | 2.02x | — |
| 81 | 82000100 – 83000000 base | 45.0000% | 2.00x | — |
仅估算线性合约的逐仓保证金情景；不含平仓手续费、累计资金费用、自动追加保证金或其他持仓影响。
计算依据与使用边界
持仓期间的资金费用未计入本工具：查看名义仓位、杠杆与资金费用的关系。
需要怎样填写仓位？
选择币种与有可用阶梯的合约，输入真实开仓价格、基础币种数量、杠杆及追加保证金。价格使用合约报价币，保证金使用其结算币。例如 0.1 BTC 填入数量 0.1，不是 0.1 张，也不是投入 0.1 美元。自动填入的标记价仅便于试算；已有仓位请改为实际开仓均价。
强平价由什么关系求出？
初始保证金按开仓名义价值 ÷ 杠杆计算，再加上追加保证金。强平边界是仓位权益与维持保证金相等的位置；权益包含方向对应的未实现盈亏。维持保证金按强平价格对应的名义价值和适用档位计算，带扣减模型会减去该档的速算扣减额。改变数量或杠杆可能使适用档位变化，因此不能只套一个固定保证金率。
为什么结果可能与交易所不完全相同？
本工具用于线性合约逐仓情景，报价币与保证金币按 1:1 计值，未模拟兑换率变化或抵押品折价；未计算全仓或组合保证金、币本位反向合约、手续费、已收付资金费用、自动追加保证金及其他持仓。参数也可能在采集后变化。强平通常依据标记价触发，实际平仓成交价还受流动性影响；交易所账户显示的强平价与风控规则应作为最终核对依据。