SWP Calculator
Finance & InvestmentPlan your SWP with our free calculator. Enter lump sum, withdrawal amount, frequency, and return rate to see yearly income and how long your corpus lasts.
Remaining Corpus
Withdrawal Breakdown
Withdrawn vs remaining corpus
What is a SWP?
A Systematic Withdrawal Plan Calculator helps you model regular income from a lump sum investment — answering the question every retiree and income investor needs answered: "How long will my corpus last, and what can I safely withdraw each month?"
SWP is a redemption facility offered by mutual fund schemes. Instead of withdrawing your entire investment at once, you instruct the fund to redeem a fixed number of units (or a fixed rupee amount) at regular intervals — monthly, quarterly, half-yearly, or yearly. The remaining units continue to stay invested and earn market-linked returns. Used thoughtfully, SWP can generate inflation-adjusted income for decades without eroding your principal.
What makes SWP distinctly different from a Fixed Deposit Calculator scenario is the compounding dynamic: your corpus earns returns on the full remaining balance every day, not just on the original deposit. In months when the fund grows faster than your withdrawal, your corpus actually increases. This compounding advantage can extend the life of your retirement savings substantially beyond what a conventional FD payout would provide.
For Indian investors, SWP has become one of the most popular post-retirement income strategies, particularly as low FD rates have pushed retirees towards debt mutual funds and balanced advantage funds. A ₹50 lakh corpus in a fund returning 8% p.a. generates roughly ₹33,333 per month in returns; if your monthly withdrawal is ₹25,000, the corpus keeps growing even as you withdraw — a scenario that is simply not possible with fixed-rate instruments.
The SWP Calculator on this page handles all the complexity: it simulates every withdrawal period across your entire withdrawal horizon, applies annual step-up to account for rising expenses, and produces a year-by-year schedule showing exactly how your corpus evolves. It also warns you immediately if your current settings lead to corpus depletion before your withdrawal period ends.
How to use this SWP calculator
Enter your Initial Corpus — this is the lump sum amount you are starting with, whether from a mutual fund accumulation, FD maturity, property sale, or any other source. Most Indian retirees work with amounts between ₹20 lakh and ₹2 crore.
Set your Withdrawal Amount — the fixed amount you want to withdraw per period. Start with your estimated monthly household expenses and adjust upward slightly to account for medical costs and travel that tend to rise in retirement.
Choose Withdrawal Frequency — select Monthly, Quarterly, Half-Yearly, or Yearly based on when you actually need cash. Most investors choose Monthly for predictable cash flow. If you have a pension or rental income covering basic expenses, Quarterly or Half-Yearly may suit you.
Set Annual Step-Up — enter the percentage by which you want your withdrawal to increase each year. A 5–6% step-up is a reasonable proxy for Indian inflation. Leave it at 0% if you want to model fixed withdrawals throughout.
Enter Expected Annual Return — this is your assumed annual return on the invested corpus. Use 7–8% for debt-oriented funds, 10–11% for balanced or equity-oriented funds. Be conservative — a lower assumption leaves a margin of safety.
Set Withdrawal Period — the number of years you plan to draw income. Plan for at least 25–30 years if you are retiring at 60; medical advances mean a 30-year retirement horizon is increasingly common in India.
Read the results — check the Remaining Corpus first. If it is zero or negative (depletion warning), reduce your withdrawal amount or increase your return assumption. Then study the year-by-year schedule to see exactly when and how your corpus evolves. Use the Corpus Depletion Chart to visualise the trajectory.
Formula & Methodology
Base SWP formula (no step-up): FV = P × (1 + r)ⁿ − W × [(1 + r)ⁿ − 1] ÷ r Where: - FV = Remaining corpus at end of withdrawal period - P = Initial corpus (opening investment) - r = Return rate per withdrawal period (annual rate ÷ 12 for monthly, ÷ 4 for quarterly, ÷ 2 for half-yearly, ÷ 1 for yearly — expressed as a decimal) - n = Total number of withdrawal periods (years × periods per year) - W = Withdrawal amount per period Maximum sustainable withdrawal (reverse mode): W_max = P × r × (1 + r)ⁿ ÷ [(1 + r)ⁿ − 1] This is the EMI formula applied to corpus drawdown — the maximum per-period amount that exactly depletes the corpus by the end of n periods. When step-up is applied, the withdrawal amount W increases by the step-up percentage at the start of each year. This cannot be solved in closed form; the calculator runs a year-by-year simulation instead, applying the compounding factor and withdrawal for each period before stepping up for the next year. Worked example: | Parameter | Value | |---|---| | Initial Corpus (P) | ₹50,00,000 | | Monthly Withdrawal (W) | ₹40,000 | | Expected Return | 9% p.a. | | Withdrawal Period | 15 years (n = 180 months) | Monthly rate r = 9% ÷ 12 = 0.75% = 0.0075 Compound factor: (1.0075)¹⁸⁰ ≈ 3.838 FV = 50,00,000 × 3.838 − 40,000 × (3.838 − 1) ÷ 0.0075 = 1,91,90,000 − 40,000 × 378.4 = 1,91,90,000 − 1,51,36,000 = ₹40,54,000 remaining corpus Total withdrawn over 15 years: ₹40,000 × 180 = ₹72,00,000 Returns earned by corpus: ₹40,54,000 + ₹72,00,000 − ₹50,00,000 = ₹62,54,000 The corpus earned ₹62.54 lakh in returns while paying out ₹72 lakh — meaning the investor effectively received more than the starting corpus in income, with ₹40.54 lakh still remaining at the end. Key assumptions: - Returns are annual, compounded monthly for all frequencies (monthly rate used as the base unit throughout) - Step-up is applied at the start of each year to the base withdrawal amount - Returns are assumed constant throughout the period; actual mutual fund returns fluctuate - Tax on withdrawals is not deducted within the calculation — consult a financial adviser for post-tax planning - Withdrawals within a period happen at the end of the period (end-of-period convention) For a complementary view on how the corpus grows before retirement, use the Compound Interest Calculator to model your lump sum investment growth before you begin withdrawals.