ATR Indicator Guide: Measuring Volatility for Stops
The Average True Range measures how much an asset moves per period. Learn the ATR formula and how to use it to size stops that respect volatility.
ATR Indicator Guide: Measuring Volatility for Stops
Indicators tell you where price might go. ATR tells you how violently it might get there — and that's exactly what a good stop needs.
The Average True Range (ATR), introduced by J. Welles Wilder in 1978, measures average price movement per period. It does not predict direction — it measures volatility, and that makes it the most useful indicator for placing stops.
The True Range
Wilder defined the True Range as the largest of three values for each period:
TR = max(
High − Low,
|High − Previous Close|,
|Low − Previous Close|
)
Using the previous close handles gaps: a market that gaps up still has a large "true" range even if the day's high–low looks small.
The ATR formula
The ATR is a moving average of the True Range, usually over 14 periods:
ATR(14) = (previous ATR × 13 + current TR) / 14
Worked example — if recent TRs are $1.80, $2.10, $2.00, $2.20, $2.40:
ATR ≈ average ≈ $2.10 per period
A stock moving ~$2.10/day gives you a realistic yardstick for a daily stop.
What ATR tells you
| ATR reading | Meaning |
|---|---|
| Rising | Volatility increasing — widen stops, expect bigger moves |
| Falling | Volatility decreasing — tighten stops, expect smaller ranges |
| Multi-year high | Volatility extreme — reduce size |
| Multi-year low | The calm before a breakout |
Using ATR for stops
The classic method: place your stop a multiple of ATR away from entry.
Stop distance = Entry ± (ATR × multiplier)
Common multipliers:
| Multiplier | Style | What it filters |
|---|---|---|
| 1.5 × ATR | Tight | Day trading, scalping |
| 2.0 × ATR | Balanced | Swing trading (most common) |
| 3.0 × ATR | Wide | Long-term, volatile markets |
Worked example — long at $50, ATR = $1.50, 2× multiplier:
Stop = $50 − (1.50 × 2) = $47
Risk per share = $3
Plug the entry, stop, and account risk into the stop loss calculator and the position size calculator to get the correct order size.
Why ATR beats fixed-percent stops
| Method | Problem |
|---|---|
| Fixed % (e.g. 2%) | Same stop in calm and volatile markets — too tight when it's wild, too wide when it's quiet |
| Fixed $ amount | Ignores the instrument's own volatility |
| ATR-based | Adapts to current volatility — the market sets the stop |
Other uses of ATR
- Position sizing — risk a fixed $ amount; divide it by (ATR × multiplier) to get shares
- Profit targets — target 2× or 3× the stop distance for a consistent RR
- Volatility filter — skip trades when ATR is at extremes (too wild) or dead (no movement)
- Trailing stop — move the stop to (price − 2× ATR) as price advances
Common mistakes
- Multiplier too tight — 1× ATR stops get stopped out by noise
- Using it across timeframes blindly — ATR on a 1-minute chart is tiny; on a daily chart it's meaningful
- Forgetting to update as volatility changes — re-check ATR before each trade
- No RR check — a wide ATR stop still needs a target that gives a favourable risk-reward
Summary
ATR measures volatility, not direction. Use it to set stops that respect how much the market actually moves — and to size positions so a fixed dollar risk holds across calm and violent conditions alike. It's the single most useful indicator for risk management.