Retirement & FIRE

SIP SWP calculator: invest now, withdraw later, see how long it lasts

Will my SIP fund a monthly income for life?

Plan both halves of retirement investing in one place: a SIP that grows every year until you stop working, then a monthly withdrawal (SWP) that rises with inflation. You see the corpus you build, the age your money lasts until, and the highest income that lasts as long as you need.

Your result

A ₹25,000 SIP builds ₹9.84 Cr by age 55; withdrawing ₹1,00,000 a month in today's money, your money lasts until age 83. ₹87,700 a month would last to 90.

Money lasts until
Age 83 (cost)
28 yrs 4 mo of withdrawals
Corpus at age 55
₹9.84 Cr
₹2.29 Cr in today's money
Monthly withdrawal at 55
₹4,29,187
₹1,00,000 in today's money, rising 6% a year
Sustainable monthly withdrawal
₹87,700 (caution)
In today's money; the most that lasts to age 90
Total you invest
₹2.95 Cr
Growth over the whole plan: ₹33.27 Cr
  • InfoThis assumes the same return every year. Real markets swing, and a crash early in retirement hurts more; the FIRE Monte Carlo simulator shows the range.

Change the numbers

Advanced options (2)

Breakdown

Your money from first SIP to last withdrawal

  • Balance
  • Balance in today's money
Age 90₹0Balance₹0Balance in today's money
Your money from first SIP to last withdrawalLine chart of Balance, Balance in today's money by age, from 30 to 90. At age 90: Balance ₹0, Balance in today's money ₹0.
The balance climbs until 55, then withdrawals take over; the lower line shows the same money in today's rupees.
Show the numbers
AgeBalanceBalance in today's money
30₹0₹0
31₹3.19 L₹3.01 L
32₹7.09 L₹6.31 L
33₹11.8 L₹9.91 L
34₹17.46 L₹13.83 L
35₹24.23 L₹18.11 L
36₹32.28 L₹22.75 L
37₹41.8 L₹27.8 L
38₹53.04 L₹33.28 L
39₹66.25 L₹39.21 L
40₹81.72 L₹45.63 L
41₹99.81 L₹52.58 L
42₹1.21 Cr₹60.08 L
43₹1.45 Cr₹68.18 L
44₹1.74 Cr₹76.91 L
45₹2.07 Cr₹86.32 L
46₹2.45 Cr₹96.45 L
47₹2.89 Cr₹1.07 Cr
48₹3.4 Cr₹1.19 Cr
49₹3.98 Cr₹1.32 Cr
50₹4.66 Cr₹1.45 Cr
51₹5.43 Cr₹1.6 Cr
52₹6.32 Cr₹1.75 Cr
53₹7.34 Cr₹1.92 Cr
54₹8.5 Cr₹2.1 Cr
55₹9.84 Cr₹2.29 Cr
56₹10.18 Cr₹2.24 Cr
57₹10.53 Cr₹2.18 Cr
58₹10.87 Cr₹2.13 Cr
59₹11.21 Cr₹2.07 Cr
60₹11.53 Cr₹2.01 Cr
61₹11.85 Cr₹1.95 Cr
62₹12.15 Cr₹1.88 Cr
63₹12.43 Cr₹1.82 Cr
64₹12.69 Cr₹1.75 Cr
65₹12.92 Cr₹1.68 Cr
66₹13.11 Cr₹1.61 Cr
67₹13.27 Cr₹1.54 Cr
68₹13.38 Cr₹1.46 Cr
69₹13.43 Cr₹1.38 Cr
70₹13.42 Cr₹1.3 Cr
71₹13.33 Cr₹1.22 Cr
72₹13.16 Cr₹1.14 Cr
73₹12.89 Cr₹1.05 Cr
74₹12.51 Cr₹96.36 L
75₹12.01 Cr₹87.22 L
76₹11.35 Cr₹77.82 L
77₹10.54 Cr₹68.16 L
78₹9.54 Cr₹58.22 L
79₹8.34 Cr₹48.01 L
80₹6.91 Cr₹37.5 L
81₹5.21 Cr₹26.69 L
82₹3.23 Cr₹15.58 L
83₹91.27 L₹4.16 L
84₹0₹0
85₹0₹0
86₹0₹0
87₹0₹0
88₹0₹0
89₹0₹0
90₹0₹0

Your withdrawal vs the sustainable one

  • Sustainable to 90
  • Your plan
Your withdrawal vs the sustainable oneMonthly withdrawal in today's money: Sustainable to 90 ₹87,700, Your plan ₹1,00,000. First withdrawal at 55 (rupees of that year): Sustainable to 90 ₹3,76,396, Your plan ₹4,29,187.
To make the money last to 90, trim the withdrawal by ₹12,300 a month in today's money, or invest more.
Show the numbers
MeasureSustainable to 90Your planDifference
Monthly withdrawal in today's money₹87,700₹1,00,000—
First withdrawal at 55 (rupees of that year)₹3,76,396₹4,29,187—

What you put in vs what growth adds

What you put in vs what growth addsDonut chart. You invest: ₹2.95 Cr (8.1%); Growth: ₹33.27 Cr (91.9%).
  • You invest₹2.95 Cr · 8.1%
  • Growth₹33.27 Cr · 91.9%
Over the whole plan, growth adds 92% of all the money that passes through the corpus.
Show the numbers
PartValueShare
You invest₹2.95 Cr8.1%
Growth₹33.27 Cr91.9%

Year-by-year plan

AgePhaseInvestedWithdrawnGrowthClosing balanceIn today's money
31Investing₹3,00,000₹0₹19,162₹3,19,162₹3,01,097
32Investing₹3,30,000₹0₹59,378₹7,08,541₹6,30,599
33Investing₹3,63,000₹0₹1,08,211₹11,79,752₹9,90,543
34Investing₹3,99,300₹0₹1,67,075₹17,46,128₹13,83,097
35Investing₹4,39,230₹0₹2,37,591₹24,22,949₹18,10,568
36Investing₹4,83,153₹0₹3,21,615₹32,27,717₹22,75,413
37Investing₹5,31,468₹0₹4,21,273₹41,80,458₹27,80,244
38Investing₹5,84,615₹0₹5,38,997₹53,04,071₹33,27,840
39Investing₹6,43,077₹0₹6,77,565₹66,24,712₹39,21,157
40Investing₹7,07,384₹0₹8,40,150₹81,72,246₹45,63,340
41Investing₹7,78,123₹0₹10,30,372₹99,80,741₹52,57,730
42Investing₹8,55,935₹0₹12,52,362₹1,20,89,038₹60,07,881
43Investing₹9,41,529₹0₹15,10,824₹1,45,41,391₹68,17,571
44Investing₹10,35,681₹0₹18,11,121₹1,73,88,193₹76,90,814
45Investing₹11,39,250₹0₹21,59,352₹2,06,86,795₹86,31,877
46Investing₹12,53,174₹0₹25,62,462₹2,45,02,431₹96,45,291
47Investing₹13,78,492₹0₹30,28,343₹2,89,09,265₹1,07,35,873
48Investing₹15,16,341₹0₹35,65,968₹3,39,91,574₹1,19,08,737
49Investing₹16,67,975₹0₹41,85,531₹3,98,45,080₹1,31,69,317
50Investing₹18,34,773₹0₹48,98,605₹4,65,78,458₹1,45,23,383
51Investing₹20,18,250₹0₹57,18,330₹5,43,15,039₹1,59,77,062
52Investing₹22,20,075₹0₹66,59,612₹6,31,94,725₹1,75,36,858
53Investing₹24,42,082₹0₹77,39,355₹7,33,76,162₹1,92,09,678
54Investing₹26,86,291₹0₹89,76,726₹8,50,39,179₹2,10,02,853
55Investing₹29,54,920₹0₹1,03,93,446₹9,83,87,545₹2,29,24,163
56Withdrawing₹0₹51,50,245₹86,07,110₹10,18,44,410₹2,23,86,423
57Withdrawing₹0₹54,59,260₹89,03,362₹10,52,88,512₹2,18,33,463
58Withdrawing₹0₹57,86,815₹91,97,573₹10,86,99,269₹2,12,64,854
59Withdrawing₹0₹61,34,024₹94,87,837₹11,20,53,082₹2,06,80,151
60Withdrawing₹0₹65,02,065₹97,71,975₹11,53,22,992₹2,00,78,901
61Withdrawing₹0₹68,92,189₹1,00,47,498₹11,84,78,300₹1,94,60,634
62Withdrawing₹0₹73,05,721₹1,03,11,582₹12,14,84,161₹1,88,24,869
63Withdrawing₹0₹77,44,064₹1,05,61,021₹12,43,01,118₹1,81,71,111
64Withdrawing₹0₹82,08,708₹1,07,92,194₹12,68,84,605₹1,74,98,850
65Withdrawing₹0₹87,01,230₹1,10,01,014₹12,91,84,388₹1,68,07,563
66Withdrawing₹0₹92,23,304₹1,11,82,878₹13,11,43,962₹1,60,96,711
67Withdrawing₹0₹97,76,702₹1,13,32,617₹13,26,99,876₹1,53,65,741
68Withdrawing₹0₹1,03,63,305₹1,14,44,429₹13,37,81,000₹1,46,14,083
69Withdrawing₹0₹1,09,85,103₹1,15,11,816₹13,43,07,714₹1,38,41,151
70Withdrawing₹0₹1,16,44,209₹1,15,27,512₹13,41,91,016₹1,30,46,344
71Withdrawing₹0₹1,23,42,862₹1,14,83,398₹13,33,31,553₹1,22,29,043
72Withdrawing₹0₹1,30,83,433₹1,13,70,419₹13,16,18,539₹1,13,88,610
73Withdrawing₹0₹1,38,68,439₹1,11,78,482₹12,89,28,582₹1,05,24,392
74Withdrawing₹0₹1,47,00,546₹1,08,96,355₹12,51,24,391₹96,35,714
75Withdrawing₹0₹1,55,82,578₹1,05,11,545₹12,00,53,358₹87,21,885
76Withdrawing₹0₹1,65,17,533₹1,00,10,173₹11,35,45,998₹77,82,194
77Withdrawing₹0₹1,75,08,585₹93,76,833₹10,54,14,245₹68,15,907
78Withdrawing₹0₹1,85,59,100₹85,94,437₹9,54,49,582₹58,22,272
79Withdrawing₹0₹1,96,72,646₹76,44,046₹8,34,20,982₹48,00,516
80Withdrawing₹0₹2,08,53,005₹65,04,687₹6,90,72,664₹37,49,842
81Withdrawing₹0₹2,21,04,185₹51,53,146₹5,21,21,625₹26,69,432
82Withdrawing₹0₹2,34,30,436₹35,63,749₹3,22,54,939₹15,58,444
83Withdrawing₹0₹2,48,36,262₹17,08,116₹91,26,792₹4,16,013
84Withdrawing₹0₹92,33,506₹1,06,714₹0₹0
85Withdrawing₹0₹0₹0₹0₹0
86Withdrawing₹0₹0₹0₹0₹0
87Withdrawing₹0₹0₹0₹0₹0
88Withdrawing₹0₹0₹0₹0₹0
89Withdrawing₹0₹0₹0₹0₹0
90Withdrawing₹0₹0₹0₹0₹0

Worked example

Example with the default numbers — change them above.

Your age today: 30 · Monthly SIP: ₹25,000 · Yearly SIP increase: 10% · Assumed return while investing: 12% · Age when withdrawals start: 55 · Monthly withdrawal in today's money: ₹1,00,000 · Assumed return while withdrawing: 9% · Inflation per year: 6% · Money should last until age: 90

A ₹25,000 SIP builds ₹9.84 Cr by age 55; withdrawing ₹1,00,000 a month in today's money, your money lasts until age 83. ₹87,700 a month would last to 90.

Headline figures for the default inputs
Money lasts until Age 83 · 28 yrs 4 mo of withdrawals
Corpus at age 55 ₹9.84 Cr · ₹2.29 Cr in today's money
Monthly withdrawal at 55 ₹4,29,187 · ₹1,00,000 in today's money, rising 6% a year
Sustainable monthly withdrawal ₹87,700 · In today's money; the most that lasts to age 90
Total you invest ₹2.95 Cr · Growth over the whole plan: ₹33.27 Cr

How the SIP + SWP Calculator works

  1. Your SIP is invested at the start of every month and raised by your step-up once a year, growing at the return you expect while investing.
  2. At the age withdrawals start, the SIP stops and the corpus switches to the return you expect while withdrawing.
  3. Your monthly income is entered in today's money, so it is first inflated to that age, then raised by inflation every year.
  4. Each month the withdrawal is taken out first and the rest grows; the money lasts until the first month it cannot pay in full.
  5. The calculator also searches for the highest income, in today's money, that lasts until your chosen age.

Two phases, one balance

Investing: Balance = (Balance + SIP(k)) × (1 + m1), SIP(k) = SIP × (1 + s)^(k − 1)
Withdrawing: Balance = (Balance − W(k)) × (1 + m2), W(k) = W × (1 + i)^(n + k − 1)
m1, m2 = monthly equivalents of the two yearly returns
s = yearly SIP increase; i = inflation; k = year number in that phase
W = monthly income in today's money; n = years until withdrawals start

Assumptions and limits

  • Returns are the same every year within each phase; real markets rise and fall.
  • SIPs and withdrawals happen at the start of each month; increases apply once a year.
  • Fund expenses are taken as already reflected in the returns you enter. Tax on gains and exit loads are ignored unless you enter a tax-and-costs drag. The drag is a rough stand-in: real tax falls only on the gain part of each withdrawal, and here it also lowers growth during the SIP years, when nothing is sold, which makes the result cautious.
  • Yearly returns are converted to monthly rates that compound to exactly the yearly figures. Calculators that divide the yearly rate by 12 show higher results for the same inputs.
  • Inflation is constant, and the income keeps rising with it until the end.
  • This is a planning estimate, not a recommendation of any fund or product.

Frequently asked questions

What is a SIP SWP calculator?

A SIP SWP calculator plans the two stages of investing for income. First, a monthly SIP builds a corpus over your working years. Then a systematic withdrawal plan (SWP) pays you a monthly amount from that corpus. Combining both shows whether the SIP you can afford today is enough for the income you want later, and at what age the money would run out.

How much SIP do I need for a ₹1 lakh monthly SWP?

It depends on your age, returns and how long the income must last. With this page's defaults, a ₹25,000 SIP raised 10% a year for 25 years at 12% builds about ₹9.8 crore by 55. Withdrawing ₹1 lakh a month in today's money, about ₹4.3 lakh at 55, lasts until about 83. Around ₹87,700 a month in today's money would last to 90.

Why is the withdrawal entered in today's money?

Because ₹1 lakh in 25 years will not buy what ₹1 lakh buys now. At 6% inflation, prices roughly quadruple in 25 years. Entering the income in today's rupees lets you think in terms of your current lifestyle; the calculator converts it to the rupees of the year withdrawals start and keeps raising it with inflation after that.

Should I assume a lower return after retirement?

Usually, yes. Many people move part of their corpus from equity to debt or hybrid funds near retirement, so that a market fall does not force them to sell equity at low prices. That lowers the expected return. This calculator lets you set a separate return for the withdrawal years, and the default is 3 points lower than the SIP years.

What does it mean if withdrawals exceed returns in the first year?

It means the corpus earns less in a year than you take out, so the balance falls from the start and keeps falling as withdrawals rise with inflation. That is not automatically wrong, since spending down a corpus is the point, but it shortens how long the money lasts. If you see this warning, check the age your money lasts until.

Can I run an SWP from the same mutual fund as my SIP?

Yes. Most fund houses let you register an SWP on an existing folio, and the monthly amount is paid by redeeming units. Whether to stay in the same fund is a separate choice; some investors switch to a less volatile fund before withdrawals begin. Each switch is a redemption, so check the tax and any exit load before moving money.

Is my SWP income taxed?

Each SWP payment sells fund units, the earliest bought first, and only the gain in those units is taxed, not the whole payment. In equity funds, gains on units held up to 12 months are taxed at 20%, and on longer-held units at 12.5% on long-term gains above ₹1.25 lakh a year (sections 196 and 198 of the Income-tax Act, 2025). Gains on debt funds bought from April 2023 are taxed at your slab rate. Rules change with each Budget, so check before relying on this.

Sources

Logic and rates last verified on .

See worked examples

How many years ₹25 lakh to ₹5 crore lasts at different monthly withdrawals, with inflation built in.

All 65 worked examples: how long will it last

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