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Average True Range (ATR): Complete Volatility Guide

The Average True Range (ATR) is one of the most practical indicators in technical analysis. Developed by J. Welles Wilder Jr., ATR measures market volatility by calculating the average range of price movement over a specified period. Unlike many indicators that predict direction, ATR tells you how much a stock typically moves, making it invaluable for risk management and position sizing.

What is Average True Range?

The ATR is a volatility indicator that shows the average amount a security moves up or down during a given period. A higher ATR means the stock is more volatile and moves more in price each day. A lower ATR indicates the stock is less volatile with smaller daily price movements.

Key insight: ATR does not tell you which direction the price will move. It only tells you how much the price typically moves. This makes it perfect for setting stop-losses and determining position sizes based on actual market behavior.

How ATR is Calculated

The ATR calculation involves two steps: calculating the True Range for each period, then averaging those values.

True Range Calculation

True Range is the greatest of:

The ATR is typically a 14-period moving average of these True Range values.

Understanding ATR Values

ATR is expressed in the same units as the price (dollars for stocks). Here is how to interpret the values:

Using ATR for Stop-Loss Placement

One of the most valuable uses of ATR is setting stop-losses that account for normal market volatility. This prevents getting stopped out by normal price fluctuations.

The ATR Multiple Method

The most common approach is to set your stop-loss at a multiple of the ATR below your entry price (for long positions):

Stop-Loss Example

Stock XYZ is trading at $50 with a 14-day ATR of $2.00

Most swing traders use 1.5x to 2x ATR for their stop-loss placement.

ATR-Based Position Sizing

ATR helps you maintain consistent risk across different stocks with different volatility levels. The concept is simple: trade smaller sizes in volatile stocks and larger sizes in less volatile stocks.

The Equal Risk Method

To risk the same dollar amount on every trade regardless of volatility:

Position Sizing Example

Risk budget: $500 per trade

Stock A: Price $100, ATR $5, Stop at 2x ATR ($10)

Stock B: Price $50, ATR $1, Stop at 2x ATR ($2)

Both positions risk exactly $500 if the stop is hit.

ATR Trading Strategies

Strategy 1: Volatility Breakout

When ATR rises significantly from low levels, it often signals the start of a new trend. Combine this with a price breakout for confirmation.

Strategy 2: Chandelier Exit

The Chandelier Exit uses ATR to create a trailing stop that adjusts based on volatility:

Strategy 3: Range Trading Filter

Use ATR to identify when a stock is likely to stay range-bound versus when it might trend:

Comparing ATR Across Stocks

Raw ATR values cannot be compared between stocks of different prices. A $200 stock might have an ATR of $8 while a $50 stock has an ATR of $2. To compare volatility, use the ATR percentage:

ATR Percentage

ATR% = (ATR / Current Price) x 100

Both stocks have the same volatility when measured as a percentage of price.

ATR Settings and Customization

The standard ATR setting is 14 periods, but you can adjust based on your trading style:

Common ATR Mistakes to Avoid

Track Your Risk Management

Pro Trader Dashboard helps you track your trades and analyze your risk management effectiveness. See how your ATR-based stops perform and optimize your position sizing.

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Summary

The Average True Range is an essential tool for managing risk in your trading. Use it to set intelligent stop-losses that respect normal market volatility, size your positions consistently across different stocks, and understand when markets are transitioning between high and low volatility states. Unlike most indicators, ATR is not about predicting price direction but about trading with awareness of market conditions.

Ready to learn more about risk management? Check out our guide on creating a trading plan or learn about Bollinger Bands.