Module 3 — Timing and trading models · Lesson 14 of 23 · 7 min

Trade management: size, stop, partials, breakeven and exits

How to size from the stop distance, where to place stop and target, how to handle partials and breakeven, daily limits and the effect of each rule on expectancy.

You can have an excellent entry model and lose money through poor management. Conversely, disciplined management turns a modest edge into a consistent result. In this lesson we put together everything that happens after entry: how much to risk, where to stay out, how to exit, what to do when the trade goes well or badly. Every choice must be written and tested, because it changes your system's statistics.

Size comes from risk (operational recap)

First of all, the rule that doesn't change:

Lots = (balance × risk %) ÷ (stop distance in pips × pip value per lot)

With risk of 0.5-1% of the account. If the stop is wide, you reduce lots; you don't tighten the stop to "risk less". You can calculate everything with the lot size calculator.

The stop: where it goes

The stop isn't "the number of pips I'm willing to lose", but the point where the idea is invalidated. In the sweep-MSS-FVG model:

  • Below the sweep's low (for a buy), plus a margin for spread and volatility.
  • Not inside the entry area: if price crosses it on a close, the hypothesis is refuted.
  • Beyond the noise: check that the stop is at least ~1-1.5 × ATR(M15/M5) so as not to be hit by normal movement.

The margin

Add a margin to the stop: typical maximum spread + 1-3 pips (or 0.2 × ATR). The aim is to avoid stops hit by a spread spike, not to "give room" to a wrong trade.

"Mental" stop and real stop

The stop must always be sent to the broker with the order. The "mental" stop ("I'll close it myself") is the shortcut to disasters: in moments of stress you won't respect it.

Targets

The target is built on objective elements:

  • First target: the last internal swing or the range's equilibrium.
  • Final target: the opposite liquidity (PDH/PDL, Asian high/low, equal highs/lows).
  • Minimum ratio: if the first target doesn't offer at least the plan's minimum R:R (for example 1:1.5), the trade isn't valid or you must define the final target as the reference.

Partial closes

Closing part of the position at a first target reduces emotional risk and locks in a gain. But it has a statistical cost: it reduces the average gain of winners. Examples of rules:

RuleTypical effect
Close 50% at 1R, rest at final targetLess stress, higher perceived win rate, lower average R of winners
Close 33% at 1R, 33% at 2R, rest as a runnerMore exits, more complexity
No partialsMaximum expectancy if the edge is concentrated in the long target, but more swings

There's no best rule in absolute terms: it depends on your system and temperament. Test on at least 100 cases.

Breakeven

Moving the stop to the entry price (or +1 pip) after the trade goes into profit removes risk. Pros and cons:

  • Pros: protection, reduced stress.
  • Cons: many normal retracements bring price back to entry and stop you before the real move. It reduces the win percentage and can worsen expectancy.

Reasonable rules to test: move to breakeven only after a BOS in the direction of the trade (structure has confirmed), or after the first partial target, not "at 10 pips of profit".

Trailing stop and dynamic exits

  • Structure trailing: move the stop below each new protected swing low (for a buy). It lets profits run in a strong trend, but gives back part of the gain.
  • ATR trailing: stop at n × ATR from the highest point reached.
  • Time exit: close at the end of the killzone or at a certain hour (a time stop), because the model's edge is concentrated in that window.

The risk of a day: limits

Beyond risk per trade, limits protect from your worst enemy on bad days: yourself.

  • Maximum daily loss: 2-3% (once reached, close the platform).
  • Maximum number of trades per day: 2-3.
  • Maximum weekly loss: 5%.
  • After two consecutive stops: break until the next killzone.
  • Total open risk (correlations included): not above 1.5-2%.

How management rules change expectancy

Each rule transforms the distribution of results. An example with 100 trades on a system with wins at +2R (40%) and losses at −1R (60%):

  • Without management: expectancy = 0.4 × 2 − 0.6 × 1 = +0.20R.
  • With breakeven at 1R: suppose 25% of the trades that would have reached 2R retrace to the entry after breakeven and get stopped at 0 (then resume without you). Winners drop from 40% to 30% and 10% becomes "breakeven": expectancy = 0.3 × 2 − 0.6 × 1 = 0.00R. You've removed more stress than you expected, but also all the expectancy.

This does not mean breakeven is wrong: it means its usefulness must be measured. The number of cases and the costs decide.

Typical mistakes

  • Widening the stop when price approaches.
  • Adding to a losing position (averaging down).
  • Closing at a loss "before" the stop out of fear.
  • Changing the management rule midway through a sample.
  • Not respecting daily limits after a loss.

In short

  • Size = money at risk ÷ (stop × pip value): the chart decides the stop, size adapts.
  • The stop goes beyond the sweep/area, with a margin, and is always sent to the broker.
  • Target on liquidity; first target and minimum ratio written in the plan.
  • Partials, breakeven and trailing change the statistics: write and test them.
  • Daily and weekly limits protect from emotional errors.

Practical exercise

  1. Write your management rules: risk, stop, target, partials, breakeven and limits.
  2. On 100 backtest cases compare two rules (for example with and without breakeven) and calculate expectancy.
  3. Print the rulebook and keep it in front of you while you trade.

Test what you've learned

1. If the stop has to be wider than planned, what do you do?

2. Where does the stop go in the sweep-MSS model?

3. Why must breakeven be tested?

4. Why must the stop be sent to the broker?

Have a question or want to share your exercise?

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Educational content, not financial advice. Trading involves risk. ICT is a term referring to the materials of Michael Huddleston: this course is independent and not affiliated.