
Option traders are of two types. Some use options just for trading the direction. If they expect the market to rise, they will buy a call option. And if they believe the market will go down, they will buy a put option. Some traders might create Option Strategies, such as a credit spread or a debit spread, but these strategies are also created with the direction in mind. However, the calendar spread is extremely different. In a Calendar spread, the aim is not to be right in the direction. It is purely a volatility-based trading strategy.
Here is how to create a calendar spread:

For example, let us assume the underlying stock is trading at ₹100. The strike price that we will be taking is ATM (100). In that case that trader will sell one near-month call and buy one next-month call.
|
Leg |
Expiry |
Action |
Premium |
|
100 Call |
1 Week |
Sell |
₹3 |
|
100 Call |
1 Month |
Buy |
₹6 |
The net cost of the spread is ₹3. This is the debit spread. This also shows the maximum theoretical risk in this strategy.
Let us do some scenario analysis now. Let us assume that after one week, the implied volatility has not changed.
|
Component |
Value at Front Expiry |
|
Short 100 Call |
Expires worthless (0) |
|
Long 100 Call (3 weeks left) |
Worth approx ₹5 |
|
Spread Value |
₹5 |
|
Initial Cost |
₹3 |
|
Profit |
₹2 |
|
Component |
Value at Front Expiry |
|
Short 100 Call |
Intrinsic = ₹5 |
|
Long 100 Call (3 weeks left) |
Worth approx ₹7 |
|
Spread Value |
₹7 − ₹5 = ₹2 |
|
Initial Cost |
₹3 |
|
Loss |
₹1 |
|
Component |
Value at Front Expiry |
|
Short 100 Call |
Expires worthless (0) |
|
Long 100 Call |
Worth approx ₹2 |
|
Spread Value |
₹2 |
|
Initial Cost |
₹3 |
|
Loss |
₹1 |
Here is the summary:
|
Stock Price at Front Expiry |
Spread Value (Approx) |
P&L |
|
₹95 |
₹2 |
-₹1 |
|
₹100 |
₹5 |
+₹2 |
|
₹105 |
₹2 |
-₹1 |
It is important to note that in a calendar spread, the near-expiry option is usually shorted and the far-expiry option is bought. This creates an interesting exposure profile:
This is why calendar spreads are often described as structured volatility trades.
To understand this, think about what you are actually betting on.
Let us again see how the calendar spread is being formed. We are shorting near-term expiry options. And we are buying long-term expiry options. Short-term expiry options have higher theta decay and lose premium rapidly as the expiry approaches. On the other hand, the long-term expiry options have lower decay and greater sensitivity to volatility. So, the trade benefits when:
In essence, the calendar spreads exploit differences in implied volatility across expiries. This is also known as the volatility term structure. If short-dated volatility is currently higher than longer-dated volatility, you can sell the expensive short-term premium and buy the relatively cheaper longer-term volatility. The trader is now expecting volatility to normalise and revert to the mean. Once this is achieved, the spread is in the profit.
The calendar spreads are best initiated when the price remains near the strike of the spread at the front expiry. If the price moves too far away, then the short leg may decay, but the long leg may lose extrinsic value. This may lead to the spread being flat or even losing a small amount of value. Hence, the traders usually place calendar spreads when the underlying is near a consolidation zone.
Sometimes, the spread is made when the trader is anticipating volatility expansion in later expiries.
Here are the thumb rules for when to trade the calendar spread:
On the other hand, it is best to avoid the calendar spreads when:
A calendar spread is one of the cleanest ways to express a relative volatility view. This option strategy allows traders to sell near-term options and buy far-term options. Usually, this is done on an ATM strike, which minimises the directional exposure. This is a pure bet on volatility, not on price. Strategy works well when the trader expects volatility to increase in the future.