Iron Butterfly
A three-strike credit trade that pays the most if price pins the centre.
Quick answer: An Iron Butterfly is a defined-risk neutral strategy that sells an at-the-money put and call on one strike and buys wings above and below, collecting a large credit kept in full only if the underlying settles at the centre strike.
In simple words
An iron butterfly is a short straddle with training wheels. You sell a put and a call at the same central price, which brings in a large amount of premium because at-the-money options are expensive. Then you buy a cheaper put below and a cheaper call above to cap the risk on each side. The most favourable outcome is that the market finishes exactly on the strike you sold, where both of those options expire worthless and you keep the full credit. The further price drifts from that centre, the more of the credit you give back, until beyond the wings the loss is fixed at a known amount.
Payoff diagram
Profit & loss at expiry — Iron Butterfly
Illustrative NIFTY legs, spot 24,000. Every strategy on this site is priced off one arbitrage-consistent option chain, so no two pages imply different option prices. Figures are per unit; one NIFTY lot is 75 units at the time of writing. The dashed line is the position's theoretical value today, before time decay has run.
| Leg | Action | Type | Strike | Premium | Qty |
|---|---|---|---|---|---|
| 1 | Buy | Put | 23,600 | ₹185 | 1 |
| 2 | Sell | Put | 24,000 | ₹309 | 1 |
| 3 | Sell | Call | 24,000 | ₹437 | 1 |
| 4 | Buy | Call | 24,400 | ₹231 | 1 |
Professional explanation
Three strikes, not four
An iron butterfly collapses the two short strikes of an iron condor onto a single central strike. On the illustrative chain both the short put and the short call sit at 24,000, with wings bought at 23,600 and 24,400. Selling two at-the-money options collects far more premium than selling two out-of-the-money options, so the credit is 330 per unit against the condor's 89. That larger credit is the reward for accepting a much narrower profit zone: the position makes its full amount only at a single point, and gives some back everywhere else.
Why the credit exceeds the loss here
Each wing is 400 points from the centre, so the width of one spread is 400. The maximum loss is width minus credit: 400 − 330 = 70 per unit, or ₹5,250 on a lot. Because the credit collected (330) is larger than the maximum loss (70), the arithmetic is the mirror image of a wide condor — a big potential win against a small potential loss, but earned only in a narrow band. The break-even hit-rate is 70 ÷ (70 + 330), about 17.5%, so the position can be wrong far more often than right and still break even, provided the wins land near the centre.
The profit tent and its breakevens
Payoff forms a sharp tent peaking at the centre strike. Above 24,000 the short call eats into the credit; below it the short put does. The breakevens are the centre plus and minus the credit: 24,000 ± 330 = 23,670 and 24,330. That is a band only 660 points wide in which the position is profitable at expiry, narrower than the condor's, which is the price of the larger credit. The position needs the underlying not merely to stay in a range but to finish near a specific level.
A short straddle with a seatbelt
The core of an iron butterfly is a short straddle — sell the at-the-money put and call — which on its own has undefined risk. The two long wings convert that into a defined-risk position by capping each tail. The trade-off is that the wings cost premium, reducing the credit from what a naked straddle would collect, and they cap the loss at a level the trader chooses through the wing distance. Wider wings mean more credit but a larger maximum loss; narrower wings mean the reverse.
Construction
- Sell one at-the-money put (here the 24,000 put) and one at-the-money call (the 24,000 call) to form the short straddle core.
- Buy one out-of-the-money put wing (the 23,600 put) to cap the downside.
- Buy one out-of-the-money call wing (the 24,400 call) to cap the upside.
- Check that both wings are equidistant from the centre so the maximum loss is symmetric, and confirm the net credit received.
Market outlook
A trader may study an iron butterfly when the expectation is that the underlying will finish very close to a specific level and that at-the-money implied volatility is rich enough to make the large credit worth the narrow target. It is a pin bet: it wants price to gravitate to the centre strike, which sometimes happens around large open-interest strikes near monthly expiry. The condition that invalidates it is any decisive move away from the centre, since the profit zone is only a few hundred points wide. It is poorly suited to a market with an open directional catalyst, where price is unlikely to settle on a single level.
Risk profile
The iron butterfly is a defined-risk position: the two long wings cap the loss from the short straddle at the centre, so the maximum loss is structural and known before entry. That cap equals the wing width minus the credit — 400 − 330 = 70 per unit, or ₹5,250 on one NIFTY lot of 75. The loss is small relative to the credit, but it is reached across most of the settlement range, since the position only keeps its full credit at a single point. Before expiry, being short two at-the-money options gives the position sharp negative gamma, so the mark swings quickly with each move; on physically settled stock options early assignment on a short leg can unbalance the structure.
Maximum loss, stated three ways
As a formula: (Wing width − net credit) × lot size. Here (400 − 330) × 75 = 70 × 75 = ₹5,250, reached if the underlying settles at or beyond either wing.
Computed from the illustrative legs: ₹70 per unit, i.e. ₹5,250 for one NIFTY lot of 75.
Breakevens: Lower breakeven = centre strike − net credit = 24,000 − 330 = 23,670. Upper breakeven = centre strike + net credit = 24,000 + 330 = 24,330. → 23,670 and 24,330.
Reward profile
The maximum reward is the full net credit, 330 per unit or ₹24,750 on one NIFTY lot, earned only if the underlying settles exactly at the centre strike so that both short options expire worthless. Away from the centre the reward tapers along the tent, remaining positive out to the breakevens at 23,670 and 24,330. The reward is large relative to the capped loss but is concentrated at a point, so the realistic outcome is usually a partial retention of the credit rather than the full amount.
Maximum profit
As a formula: Net credit received × lot size, kept in full only at the centre strike. Here 330 × 75 = ₹24,750, realised if the underlying settles exactly at 24,000.
Computed from the illustrative legs: ₹330 per unit, i.e. ₹24,750 for one NIFTY lot.
Margin requirement
Both short legs are hedged by wings, so the exchange grants spread benefit and the margin is roughly the net risk of the wider single spread rather than a naked straddle. Because the shorts are at the money, the position carries more gamma and its margin can rise faster during a move than a comparable condor's. SPAN plus exposure applies and NSE and brokers revise the formulas periodically.
Greeks exposure
Delta is close to neutral at the centre strike because the short put and short call offset; it turns negative above the centre and positive below it, moving quickly because the options are at the money.
Gamma is close to neutral in net terms at the reference spot, where the two short at-the-money options are largely offset by the long wings, and it turns sharply negative on any move that unbalances that offset near expiry.
Theta is strongly positive: at-the-money options carry the most time value, so a net seller of them earns rapid decay when price stays near the centre.
Vega is negative and large — the short at-the-money options are the most volatility-sensitive on the chain, so rising implied volatility marks the position down hard.
Rho is minor for a monthly index butterfly and negligible for weeklies; interest rates are not a meaningful driver here.
The sign on each Greek above is computed, not asserted: it is the net exposure of the illustrative legs at spot 24,000 with 30 days to expiry, priced with Black–Scholes using each leg's implied volatility calibrated from its own quoted premium. A sign can flip as the underlying moves — the panels below show where. See Methodology.
Net Greeks across underlying prices
Each panel shows the whole position's net Greek, not one leg's. The dashed vertical is the reference spot.
Volatility impact
The iron butterfly is heavily short volatility because its two short options are at the money, where vega is greatest. A rise in implied volatility inflates those shorts and marks the position to a loss quickly, often faster than the equivalent condor because at-the-money vega dominates. A fall in implied volatility is the tailwind the structure wants, and it is why the butterfly is typically opened when at-the-money implied volatility is elevated — after a scare or into an event that is expected to resolve quietly. Selling into already-cheap volatility gives a smaller credit for the same narrow target and leaves little cushion if volatility then expands.
Sensitivity to implied volatility
Position P&L with the underlying pinned at spot and 30 days to expiry, as implied volatility alone moves. This isolates vega from delta.
Time decay
Theta is powerful here. At-the-money options hold the most time value, so as a net seller of two of them the position decays quickly in its favour when price sits near the centre, and that decay steepens into the final days. The mirror image is severe negative gamma: the same nearness to the money that makes the decay fast makes the position lurch with every move near expiry, so a drift away from the centre in the last sessions can erase days of accumulated theta in a single move.
Value of the position as expiry approaches
Underlying held still at spot; only time passes. An upward slope means time is working for the position, a downward slope means against it.
Practical examples
NIFTY example
Using the 30-day chain: sell the 24,000 put at ₹309 and the 24,000 call at ₹437, collecting ₹746; buy the 23,600 put wing at ₹185 and the 24,400 call wing at ₹231, paying ₹416. Net credit = 746 − 416 = ₹330 per unit, or 330 × 75 = ₹24,750 for one lot. Each wing is 400 points from the centre, so the maximum loss is (400 − 330) × 75 = 70 × 75 = ₹5,250. Breakevens are 23,670 and 24,330. If NIFTY settles at 24,000 the full ₹24,750 is kept. If it settles at 24,400 or 23,600 the loss is ₹5,250. If it settles at 24,330 the position breaks even before costs. Figures exclude brokerage, STT and other charges.
BANKNIFTY example
Illustrative BANKNIFTY premiums, spot near 52,000, lot 30: sell the 52,000 put at ₹520 and the 52,000 call at ₹560, collecting ₹1,080; buy the 51,200 put wing at ₹230 and the 52,800 call wing at ₹150, paying ₹380. Net credit = 1,080 − 380 = ₹700 per unit, or 700 × 30 = ₹21,000 for one lot. Each wing is 800 points from the centre, so the maximum loss is (800 − 700) × 30 = 100 × 30 = ₹3,000. Breakevens are 51,300 and 52,700. A settlement at 52,000 keeps the full ₹21,000; a settlement at or beyond a wing loses ₹3,000. Premiums are illustrative; lot sizes are those at the time of writing and figures exclude transaction costs.
Lot sizes used above (NIFTY 75, BANKNIFTY 30) are those in force at the time of writing; NSE revises them periodically. Figures exclude brokerage, STT, exchange charges, stamp duty and GST, all of which materially affect small spreads.
Common mistakes
- Expecting to keep the full ₹24,750 — that amount is earned only at the exact centre strike, and the realistic outcome is a partial retention as price ends somewhere off centre.
- Placing the wings too far out to widen the credit, which raises the maximum loss because loss equals wing width minus credit, sometimes making the loss larger than the credit.
- Underestimating the negative gamma of two short at-the-money options, which makes the mark swing violently near expiry and can turn a winning position into a loss in one session.
- Selling the butterfly when at-the-money implied volatility is low, collecting a thin credit for a narrow target and leaving no cushion against a volatility rise.
- Holding through a directional catalyst, where a gap away from the centre both moves price off the peak and lifts volatility against the short options at once.
- Confusing it with an iron condor and expecting a broad profit zone; the butterfly profits only in a narrow band around a single strike.
Advantages & disadvantages
Advantages
- The credit collected is large relative to the capped loss, so a favourable outcome pays several times the amount at risk.
- Both the maximum profit and maximum loss are fixed and known before entry, unlike the short straddle it is built from.
- Time decay is rapid because the short options are at the money, so the position gains quickly when price sits near the centre.
- The wings cap the tail risk of a short straddle, so a large gap cannot produce an open-ended loss, and margin is a fraction of a naked straddle.
- On cash-settled index options there is no assignment risk, so the three-strike structure settles cleanly at expiry.
Disadvantages
- The full credit is earned only at a single point, so the common outcome is giving much of it back as price ends off centre.
- Negative gamma from two short at-the-money options makes the position lurch near expiry, punishing any late drift away from the centre.
- It is short volatility at the most vega-sensitive strike, so a rise in implied volatility marks it down quickly even without a price move.
- The profit band is narrow — only 660 points wide here — so ordinary movement can carry price to a breakeven or beyond.
- Four legs mean eight fills over the trade's life, and the bid-ask spread on at-the-money options is a real cost against the credit.
Adjustments & exits
- Rolling the untested wing or short in as price drifts, to re-centre the tent on the new price, which collects or pays premium and resets where the peak sits.
- Converting to an iron condor by rolling one short strike away from the centre, widening the profit zone at the cost of a smaller credit if the pin thesis weakens.
- Closing the position early once a large fraction of the credit has decayed, to bank the gain before late gamma can reverse it.
- Rolling the whole structure to a later expiry when tested, buying time but paying fresh spreads and extending the window of risk.
Adjustment is a decision about risk, not a way to rescue a losing view. See Adjustments and Exit Planning.
Professional usage
Desks treat an iron butterfly as a concentrated short-gamma, short-vega position pinned to a strike, often sized around large open-interest levels where dealer hedging can pull price toward the centre near expiry. They manage it as part of a book, hedging residual delta with futures and spreading many such positions across strikes and expiries so the aggregate, not one trade, carries the exposure. Retail traders lack the cross-margin and execution to leg in cheaply or to hold through the sharp mark swings, so the desk's tolerance for the position's gamma does not transfer to a single account.
Key takeaway
An iron butterfly trades a wide, gentle profit zone for a tall, narrow one: it can lose only a little and win a lot, but the full win exists at a single price, so it is a bet on where the market pins, not merely that it stays calm.
Frequently asked questions
What is an iron butterfly?
What is the maximum profit on an iron butterfly?
What is the maximum loss on an iron butterfly?
What happens to an iron butterfly at expiry?
Where are the breakevens on an iron butterfly?
How is an iron butterfly different from an iron condor?
Is an iron butterfly good for beginners?
How much margin does an iron butterfly need?
Why does an iron butterfly collect more credit than an iron condor?
Does implied volatility affect an iron butterfly?
Does an iron butterfly benefit from time decay?
Can I lose more than the credit on an iron butterfly?
What is the ideal market for an iron butterfly?
How do I choose the wing distance?
Does an iron butterfly have assignment risk?
How is an iron butterfly related to a short straddle?
Why is my iron butterfly losing when price barely moved?
Can an iron butterfly be adjusted?
How wide is the profit zone on an iron butterfly?
What costs affect an iron butterfly?
Voice search & related questions
Natural-language questions people ask about the Iron Butterfly.
What is an iron butterfly?
What happens to an iron butterfly at expiry?
Which option strategy has limited risk?
Is an iron butterfly better than an iron condor?
How much can I lose on an iron butterfly?
Sources & references
- NSE — Options trading and margins
- Sheldon Natenberg — Option Volatility and Pricing
- Lawrence McMillan — Options as a Strategic Investment
Last reviewed 9 July 2026. Educational content only — not investment advice.