SWP Calculator
Plan your retirement withdrawals with our free SWP calculator. Calculate monthly withdrawal sustainability, portfolio balance over time, and total returns.
About This Calculator
A Systematic Withdrawal Plan (SWP) allows you to withdraw a fixed amount from your mutual fund investment at regular intervals. It is an essential tool for retirement planning, providing a steady income stream while your remaining investment continues to work for you.
Our SWP calculator helps you determine how long your investment will last based on your withdrawal amount, expected returns, and tenure. It provides a detailed month-by-month breakdown of withdrawals and remaining balance, along with visual charts to track portfolio depletion over time.
SWP Mechanics:
- Monthly Growth: Balance grows at monthly rate = (1 + Annual Return)^(1/12)
- Monthly Deduction: Fixed withdrawal amount deducted from balance
- Sustainability: How long before balance reaches zero
- Total Returns: Sum of all withdrawals + final balance - initial investment
Features:
- Portfolio balance projection over time
- Withdrawal sustainability analysis
- Monthly breakdown table
- Visual balance chart
- Total returns calculation
- Shareable calculation links
Frequently Asked Questions
What is SWP (Systematic Withdrawal Plan)?
SWP (Systematic Withdrawal Plan) is a facility offered by mutual funds that allows investors to withdraw a fixed amount from their investment at regular intervals, typically monthly. It is commonly used during retirement to generate a regular income stream while the remaining investment continues to earn returns.
How does SWP work?
In SWP, you invest a lump sum amount and set a fixed withdrawal amount and frequency. Every month, the withdrawal amount is deducted from your investment. The remaining balance earns returns based on the fund's performance. If the withdrawal exceeds the monthly returns, the principal gradually depletes over time.
How is SWP return calculated?
SWP return calculation tracks the portfolio balance over time: Each month, the investment grows at the monthly rate (annual return / 12), then the withdrawal amount is deducted. The process repeats until the end of tenure or when the balance reaches zero. Total returns = Total withdrawn + Final balance - Initial investment.
What is the difference between SWP and dividend option?
In SWP, you decide the withdrawal amount and frequency, and units are redeemed to generate that amount. Dividends are distributed at the fund's discretion based on distributable surplus. SWP offers more control over the amount and timing of withdrawals, while dividends are not guaranteed and depend on the fund's performance.
What is a good withdrawal rate for SWP?
A safe withdrawal rate is typically 4-6% of the initial investment per year. For a ₹50 lakh corpus withdrawing ₹30,000 per month (7.2% annual withdrawal rate), the portfolio may last 20+ years at 8% returns. Lower withdrawal rates ensure the portfolio lasts longer and has better inflation-adjusted sustainability.
Can you lose money in SWP?
Yes, if your withdrawals consistently exceed the returns earned by your investment, your principal will deplete and eventually reach zero. In a falling market, redeeming units for SWP can accelerate capital erosion. Choosing a sustainable withdrawal rate and monitoring portfolio performance is essential for long-term SWP success.
Is SWP taxable?
Yes, SWP withdrawals are subject to capital gains tax. For equity mutual funds, Long-Term Capital Gains (LTCG) over ₹1 lakh are taxed at 10%, and Short-Term Capital Gains (STCG) are taxed at 15%. For debt funds, LTCG is taxed at 20% with indexation, and STCG is taxed as per your income tax slab.
How to choose SWP amount for retirement?
Calculate your monthly expenses and subtract any pension or other income. The gap is the SWP amount you need. Ensure the withdrawal rate (annual withdrawal as percentage of corpus) is sustainable - typically 4-6% of the initial corpus. Factor in inflation (6% annually) and a conservative return assumption (8-10%) for long-term planning.