Liquidation
Liquidation Price
In perpetual trading, calculating the liquidation point plays a crucial role in risk management and safeguarding the trader's capital.
Below is a fundamental formula for determining the liquidation point:
πΏπππ’ππππ‘ππππππππ=πΆπ’πππππ‘πππππ+(πΆπ’πππππ‘πππππΓπππππππ ππ‘πππΏππ£πππππβ1)LiquidationPrice=CurrentPrice+(Leverageβ1CurrentPriceΓMarginRatioβ)
Current Price: The current market price of the underlying asset.
Margin Ratio: The ratio of profit or loss at which a position is liquidated during price fluctuations.
Leverage: The applied leverage in the trading position.
Example:
Let's say you buy a futures contract with a leverage of 10x, and the current price of the asset is $50,000. If the margin ratio is 0.01, then:
Liquidation Price = $50,000 + ($50,000 Γ 0.01) / (10 - 1)
Liquidation Price = $50,000 + $500 / 9 β $55,555.56
If the asset's price falls below approximately $55,555.56, you may face a liquidation scenario to avoid further losses.
Margin Radio
Margin Radio is a crucial metric in perpetual trading, serving to determine the level of leverage and risk associated with a position.
Below is the fundamental formula for calculating the Margin Ratio:
πππππππ ππππ=(πΆπππ‘ππππ‘πππ§πΓπΌπππ‘ππππππππππΆπ’πππππ‘πππππΓπΏππ£πππππ)MarginRadio=(CurrentPriceΓLeverageContractSizeΓInitialMarginβ)
Contract Size: The size of the futures contract, typically defined by the exchange.
Initial Margin: The total amount required as an initial deposit to open a perpetual contract.
Current Price: The present market price of the underlying asset.
Leverage: The applied level of leverage in the trading position.
Example:
When you intend to open a futures position with a contract size of $5,000, an initial margin of $2,000, a current asset price of $50,000, and leverage set at 10x. Then:
Margin Ratio = (5,000 Γ 2,000) / (50,000 Γ 10)
Margin Ratio = 0.2 or 20%
In this example, the Margin Ratio is 20%, indicating that you have deposited 20% of the contract value to open a position with 10x leverage.
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