Calculate your safe monthly withdrawal rate in retirement. Compare Fixed Percentage, 4% SWR, and Guyton-Klinger dynamic guardrail strategies.
First year annual withdrawal: ₹20,00,000 (₹1,66,667 / month)
Portfolio Longevity
Your nest egg is projected to survive the full 30 years, leaving a bequest of ₹3,66,62,947.
Total Wealth Withdrawn
₹15,81,16,372
Over 30 years
Average Monthly Income
₹4,39,212
Inflation-unadjusted average
| Year | Annual Withdrawal | Monthly Income Equivalent | Effective Rate | Ending Corpus Balance |
|---|---|---|---|---|
| Year 1 | ₹20,00,000 | ₹1,66,667 | 4% | ₹5,18,40,000 |
| Year 2 | ₹21,20,000 | ₹1,76,667 | 4.09% | ₹5,36,97,600 |
| Year 3 | ₹22,47,200 | ₹1,87,267 | 4.18% | ₹5,55,66,432 |
| Year 4 | ₹23,82,032 | ₹1,98,503 | 4.29% | ₹5,74,39,152 |
| Year 5 | ₹25,24,954 | ₹2,10,413 | 4.4% | ₹5,93,07,334 |
| Year 6 | ₹26,76,451 | ₹2,23,038 | 4.51% | ₹6,11,61,353 |
| Year 7 | ₹28,37,038 | ₹2,36,420 | 4.64% | ₹6,29,90,260 |
| Year 8 | ₹30,07,261 | ₹2,50,605 | 4.77% | ₹6,47,81,640 |
| Year 9 | ₹31,87,696 | ₹2,65,641 | 4.92% | ₹6,65,21,459 |
| Year 10 | ₹33,78,958 | ₹2,81,580 | 5.08% | ₹6,81,93,901 |
| Year 11 | ₹35,81,695 | ₹2,98,475 | 5.25% | ₹6,97,81,182 |
| Year 12 | ₹37,96,597 | ₹3,16,383 | 5.44% | ₹7,12,63,352 |
| Year 13 | ₹40,24,393 | ₹3,35,366 | 5.65% | ₹7,26,18,076 |
| Year 14 | ₹42,65,857 | ₹3,55,488 | 5.87% | ₹7,38,20,397 |
| Year 15 | ₹45,21,808 | ₹3,76,817 | 6.13% | ₹7,48,42,476 |
| Year 16 | ₹47,93,116 | ₹3,99,426 | 6.4% | ₹7,56,53,309 |
| Year 17 | ₹50,80,703 | ₹4,23,392 | 6.72% | ₹7,62,18,414 |
| Year 18 | ₹53,85,546 | ₹4,48,796 | 7.07% | ₹7,64,99,498 |
| Year 19 | ₹57,08,678 | ₹4,75,723 | 7.46% | ₹7,64,54,085 |
| Year 20 | ₹60,51,199 | ₹5,04,267 | 7.91% | ₹7,60,35,117 |
| Year 21 | ₹64,14,271 | ₹5,34,523 | 8.44% | ₹7,51,90,513 |
| Year 22 | ₹67,99,127 | ₹5,66,594 | 9.04% | ₹7,38,62,697 |
| Year 23 | ₹72,07,075 | ₹6,00,590 | 9.76% | ₹7,19,88,072 |
| Year 24 | ₹76,39,499 | ₹6,36,625 | 10.61% | ₹6,94,96,458 |
| Year 25 | ₹80,97,869 | ₹6,74,822 | 11.65% | ₹6,63,10,476 |
| Year 26 | ₹85,83,741 | ₹7,15,312 | 12.94% | ₹6,23,44,874 |
| Year 27 | ₹90,98,766 | ₹7,58,231 | 14.59% | ₹5,75,05,796 |
| Year 28 | ₹96,44,692 | ₹8,03,724 | 16.77% | ₹5,16,89,993 |
| Year 29 | ₹1,02,23,373 | ₹8,51,948 | 19.78% | ₹4,47,83,949 |
| Year 30 | ₹1,08,36,776 | ₹9,03,065 | 24.2% | ₹3,66,62,947 |
The retirement withdrawal calculator is an interactive financial model designed to simulate the sustainability of your nest egg during your payout years. Finding a sustainable withdrawal strategy is critical to ensure you do not deplete your assets prematurely due to market downturns or high inflation.
This calculator compares the classic 4% Safe Withdrawal Rule (SWR) against variable percentage withdrawals and the advanced Guyton-Klinger Dynamic Guardrails to help you select a payout strategy that maximizes your safe monthly retirement income.
Our swr calculator lets you model and compare three distinct withdrawal frameworks:
The Guyton-Klinger rules use two primary checks to safeguard your retirement portfolio:
If your current annual withdrawal amount divided by your remaining portfolio balance rises to be more than 120% of your initial target withdrawal rate (representing danger of depletion because the portfolio has dropped), you apply a 10% cut to your annual payout:
If [ Current Rate / Initial Rate ] > 1.20, then Withdrawal = Inflation-Adjusted Withdrawal * 0.90
If your current annual withdrawal amount divided by your remaining portfolio balance falls to be less than 80% of your initial target withdrawal rate (meaning the portfolio has grown substantially), you apply a 10% boost to reward yourself:
If [ Current Rate / Initial Rate ] < 0.80, then Withdrawal = Inflation-Adjusted Withdrawal * 1.10
The Trinity Study is the famous 1998 academic paper that established the 4% Safe Withdrawal Rule. It proved that a portfolio containing 50% to 75% stocks had a 95%+ probability of surviving a 30-year retirement window if the retiree withdrew 4% of the initial corpus in Year 1, adjusted for inflation annually thereafter.
Standard SWR is rigid; it forces you to increase withdrawals even during massive stock market crashes, which can cause severe permanent portfolio damage (Sequence of Returns Risk). Dynamic guardrails like Guyton-Klinger adapt to the market, cutting back slightly during recessions to protect your principal, and raising payouts during prosperity.