SWP Calculator With Inflation
Find out how long your corpus lasts when your monthly withdrawal rises with inflation each year. Turn inflation off to compare with a fixed withdrawal.
Inflate withdrawal each year?
Realistic for retirement planning: your ₹/month grows with inflation. Off: constant ₹/month (good for fixed income).
Equity: 20% on gains within 12 months, 12.5% after on gains above ₹1.25 lakh a year. Hybrid (35–65% equity): slab rate up to 24 months, 12.5% after. Debt (over 65%): slab rate at any holding period.
How long your corpus lasts
- Withdrawn
- Left at the end
- Capital-gains tax
Where the money goes
of your corpus plus growth is paid out to you
- Growth paid for this much of your withdrawals
- Monthly withdrawal in the last year
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Year-by-Year Breakdown
| Year | Total Withdrawn | Growth Earned | Est. Tax | Balance |
|---|
The annual return is converted to the equivalent monthly rate, (1 + return)1/12 − 1; each month's growth is added first and the withdrawal is taken at month end. Withdrawn, growth and balance figures are pre-tax. The tax estimate assumes the whole corpus is invested at the start of the SWP (so the first withdrawals are short-term), that tax is paid out of each withdrawal, and that you have no other equity gains in the year; it ignores surcharge, the 4% cess and your other income. Results are indicative only.
What is a SWP Calculator?
A SWP (Systematic Withdrawal Plan) calculator helps you plan a regular monthly income from an existing mutual fund corpus. You enter your total investment, the amount you wish to withdraw each month, the expected annual return and the tenure, and the calculator shows how long your corpus will last, how much growth it will earn, and the year-by-year balance.
SWP is the mirror image of SIP: instead of building a corpus month by month, you draw it down gradually while the remaining balance continues to earn market returns. How long it lasts depends mostly on the starting withdrawal rate. At a 10% return with withdrawals rising 6% a year, starting at about 4.9% of the corpus a year lasts 40 years, about 5.7% lasts 30 years and about 7.3% lasts 20 years.
Worked Example: ₹1 Crore SWP With ₹50,000 a Month
Illustrative: you retire with ₹1 crore in an equity fund and start withdrawing ₹50,000 a month. Enter a corpus of ₹1,00,00,000, a withdrawal of ₹50,000, a 10% return and a 30-year tenure. Keep the inflation toggle on at 6% and leave the fund type as equity.
| Result | Value |
|---|---|
| Total withdrawn | ₹3,94,37,670 |
| Total growth | ₹2,94,37,670 |
| Corpus lasted | 27.5 yrs (corpus exhausted, final balance ₹0) |
| Estimated capital-gains tax | ₹32,64,869 |
The withdrawal climbs to about ₹84,500 a month in year 10 and about ₹1.51 lakh in year 20, and the money runs out two and a half years short of the 30-year goal. The starting rate looks modest at 0.50% of the corpus a month (6% a year), but that is above the roughly 5.7% a year that would last 30 years.
The decision this informs is the starting withdrawal: trim it, or plan another source of income for the last few years.
Why use an SWP Calculator With Inflation?
A fixed SWP buys less every year. If you need ₹50,000 a month today, at 6% inflation you will need about ₹84,500 a month in year 10 and about ₹1.51 lakh a month in year 20 to keep the same lifestyle. A calculator that keeps the withdrawal flat makes your corpus look far safer than it is.
Take the worked example above: ₹1 crore earning 10% a year, withdrawing ₹50,000 a month. With a fixed withdrawal, the corpus keeps growing and never runs out. Raise the withdrawal by 6% each year and the same corpus runs out in about 27½ years. That gap is why this calculator applies inflation by default; switch it off above to compare.
The rule is simple: withdrawal in year t = first-year withdrawal × (1 + inflation)t − 1. At ₹50,000 and 6%, that is ₹50,000 × 1.069 ≈ ₹84,500 in year 10 and ₹50,000 × 1.0619 ≈ ₹1.51 lakh in year 20.
The withdrawal rises once a year, at the end of each SWP year, which is how most people revise an SWP in practice. Returns are compounded monthly, and the tax shown is paid out of each withdrawal rather than from the remaining corpus.
SIP vs SWP: Key Differences
| Feature | SIP | SWP |
|---|---|---|
| Direction | Invest (buy units) | Withdraw (sell units) |
| Goal | Build a corpus | Draw down a corpus |
| Ideal phase | Accumulation (working years) | Distribution (retirement) |
| Monthly cash flow | Outflow (you pay) | Inflow (you receive) |
| Primary risk | Market volatility during build-up | Sequence-of-returns risk at start |
How to Use This SWP Calculator
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1
Enter your total corpus
This is the lump sum you have built up, such as your retirement fund or a matured investment. Use the slider or type the value directly.
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2
Set your monthly withdrawal
Choose an amount that covers your monthly needs, but start well below what the corpus earns, because the withdrawal rises every year. At 10% returns and 6% raises, ₹1 crore supports about ₹47,500 a month for 30 years; starting near its ₹79,700 monthly return lasts only about 14 years.
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3
Set expected return and tenure
Use a conservative figure, lower for hybrid or debt funds than for equity, since past returns are not guaranteed. Set the tenure to your expected retirement horizon.
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4
Check sustainability
The status badge and year-by-year table above show whether your corpus is sustained or exhausted. Adjust withdrawal or return until the plan is sustainable.
When Should You Use SWP?
Retirement Income
Replace your salary with a steady monthly payout from your accumulated corpus, while the balance continues to grow.
Systematic Profit Booking
Exit a well-performing mutual fund in phases to reduce the risk of redeeming everything at a market peak.
Post-Goal Drawdown
Once a financial goal (house, child education) is reached, use SWP to deploy the funds systematically rather than spending all at once.
Tax-Efficient Income
Unlike FD interest, where the whole interest is taxed at your slab rate, only the gains portion of each SWP instalment is taxable. For equity funds held over 12 months that gain is taxed at 12.5% above ₹1.25 lakh a year. For funds with over 65% in debt the gain is taxed at your slab rate, just like FD interest, so the advantage there is mainly deferral.