How is ATR calculated?
I'll answer
Earn 20 gold coins for an accepted answer.20
Earn 20 gold coins for an accepted answer.
40more
40more
Liam Roberts
Works at Microsoft, Lives in Redmond.
As a finance expert with a focus on technical analysis, I'm often asked about the calculation of the Average True Range (ATR) indicator, which is a valuable tool for traders to measure volatility in the market. ATR is developed by J. Welles Wilder Jr. and is a component of his Directional Movement System. It gives a sense of how much the price of a security is likely to move in a given period, and it's particularly useful for setting stop-loss points and determining the size of trades.
The ATR is calculated based on the True Range, which is the greatest of the following three values:
1. The current high minus the current low.
2. The absolute value of the current high minus the previous close.
3. The absolute value of the current low minus the previous close.
Here's a step-by-step breakdown on how to calculate the ATR:
1. Calculate the True Range (TR): For each trading period (day, hour, etc.), determine the True Range using the formula mentioned above. This is the maximum of the three values.
2. Initialize the ATR: The first ATR value is simply the average of the True Range values over a specified period. For example, if you're calculating a 14-day ATR, you would take the first 14 True Range values and find their average.
3. Smooth the ATR: After the initial calculation, each subsequent ATR value is smoothed using a specific formula. The formula is:
\[
\text{ATR}_{\text{next}} = \left( \frac{\text{TR} + \text{ATR}_{\text{previous}} \times (n-1)}{n} \right)
\]
where \( \text{TR} \) is the True Range for the current period, \( \text{ATR}_{\text{previous}} \) is the previous ATR value, and \( n \) is the number of periods in the ATR calculation (typically 14).
4. Apply the Formula: Use the formula to calculate the ATR for each period after the initial one. This process continues for the entire period you're analyzing.
5. Interpret the ATR: A higher ATR value indicates higher volatility, suggesting that the price is likely to move more in the future. Conversely, a lower ATR indicates lower volatility.
It's important to note that the ATR is not a directional indicator; it does not predict the direction of price movement, only the magnitude. It's also a lagging indicator, meaning it uses past data to inform about future volatility, so it's not suitable for predicting immediate price changes.
Traders often use ATR in conjunction with other indicators to make more informed decisions. For instance, a trader might use ATR to set a stop-loss order a certain number of ATR units away from the current price, ensuring that the trade is closed if the volatility exceeds a predetermined level.
In practice, the ATR is widely used across different markets, including stocks, commodities, and forex, and it's available on most trading platforms and charting software. It's a versatile tool that, when used correctly, can help manage risk and optimize trading strategies.
The ATR is calculated based on the True Range, which is the greatest of the following three values:
1. The current high minus the current low.
2. The absolute value of the current high minus the previous close.
3. The absolute value of the current low minus the previous close.
Here's a step-by-step breakdown on how to calculate the ATR:
1. Calculate the True Range (TR): For each trading period (day, hour, etc.), determine the True Range using the formula mentioned above. This is the maximum of the three values.
2. Initialize the ATR: The first ATR value is simply the average of the True Range values over a specified period. For example, if you're calculating a 14-day ATR, you would take the first 14 True Range values and find their average.
3. Smooth the ATR: After the initial calculation, each subsequent ATR value is smoothed using a specific formula. The formula is:
\[
\text{ATR}_{\text{next}} = \left( \frac{\text{TR} + \text{ATR}_{\text{previous}} \times (n-1)}{n} \right)
\]
where \( \text{TR} \) is the True Range for the current period, \( \text{ATR}_{\text{previous}} \) is the previous ATR value, and \( n \) is the number of periods in the ATR calculation (typically 14).
4. Apply the Formula: Use the formula to calculate the ATR for each period after the initial one. This process continues for the entire period you're analyzing.
5. Interpret the ATR: A higher ATR value indicates higher volatility, suggesting that the price is likely to move more in the future. Conversely, a lower ATR indicates lower volatility.
It's important to note that the ATR is not a directional indicator; it does not predict the direction of price movement, only the magnitude. It's also a lagging indicator, meaning it uses past data to inform about future volatility, so it's not suitable for predicting immediate price changes.
Traders often use ATR in conjunction with other indicators to make more informed decisions. For instance, a trader might use ATR to set a stop-loss order a certain number of ATR units away from the current price, ensuring that the trade is closed if the volatility exceeds a predetermined level.
In practice, the ATR is widely used across different markets, including stocks, commodities, and forex, and it's available on most trading platforms and charting software. It's a versatile tool that, when used correctly, can help manage risk and optimize trading strategies.
2024-05-25 15:36:51
reply(1)
Helpful(1122)
Helpful
Helpful(2)
Studied at the University of Sydney, Lives in Sydney, Australia.
In the spreadsheet example, the first True Range value (.91) equals the High minus the Low (yellow cells). The first 14-day ATR value (.56)) was calculated by finding the average of the first 14 True Range values (blue cell). Subsequent ATR values were smoothed using the formula above.
2023-06-08 20:17:50
Oliver Anderson
QuesHub.com delivers expert answers and knowledge to you.
In the spreadsheet example, the first True Range value (.91) equals the High minus the Low (yellow cells). The first 14-day ATR value (.56)) was calculated by finding the average of the first 14 True Range values (blue cell). Subsequent ATR values were smoothed using the formula above.
