NPS pension calculator:
from retirement corpus to monthly income
An NPS estimate has two stages: growing the corpus, then deciding how much of it buys a pension and at what payout rate.
Calcylator Editorial Team
Updated · 7 min read
What an NPS pension calculator estimates
The National Pension System (NPS) is a market-linked retirement scheme. What you receive depends on two separate questions, and a good estimate answers them one at a time.
First, how large will the corpus be when you retire? That depends on your contributions, the years you contribute and the returns your chosen funds deliver. Second, how much of the corpus becomes a regular pension? That depends on the share you put into an annuity and the payout rate the annuity provider offers.
The rest of the corpus is typically taken as a lump sum, so it is a separate pot and not extra pension.
Because both stages rest on assumptions, read the result as a range. A cautious return with a cautious payout rate gives the floor you can plan on; an optimistic pair shows the upside, which is best treated as a bonus.
Put together, a usable estimate takes five steps.
- Enter your current monthly contribution, including any employer share.
- Choose a retirement age and count the months until then.
- Pick a cautious, a middle and an optimistic return assumption.
- Choose an annuity share and a cautious payout rate.
- Convert the monthly pension to today's money and compare it with your fixed monthly costs.
Stage 1: project the corpus
For regular monthly contributions, use the same future-value formula as a SIP. The return is an assumption you choose, not a rate set by the scheme.
- C:
- Corpus at retirement
- M:
- Monthly contribution
- i:
- Assumed monthly return = annual percentage ÷ 1200
- n:
- Number of months until retirement
Choose the return with care. A fund mix weighted to equity has a higher assumed return and larger swings than one weighted to government securities. Run a cautious, a middle and an optimistic figure, and plan on the cautious one.
Monthly contribution
₹10,000
Years to retirement
25 (300 months)
Assumed annual return
10%
Total contributed
₹30,00,000
Projected corpus
₹1,32,68,334
That is about ₹1.33 crore. A scenario only: actual NPS returns vary with the funds chosen and with markets.
Of that, ₹30,00,000 is what you paid in. The rest, about ₹1,02,68,334, is assumed growth, and most of it arrives in the last ten years.
| Assumed annual return | Corpus after 25 years | Of which growth |
|---|---|---|
| 8% | ₹95,10,264 | ₹65,10,264 |
| 10% | ₹1,32,68,334 | ₹1,02,68,334 |
| 12% | ₹1,87,88,466 | ₹1,57,88,466 |
Time is the strongest lever. The same ₹10,000 a month for only the last 15 years reaches about ₹41,44,703 at 10%, less than a third of the 25-year corpus. If you raise the contribution by 5% each year, the 25-year corpus becomes about ₹1.99 crore on ₹57,27,252 contributed.
Stage 2: turn the corpus into a monthly pension
- Corpus:
- Total amount at retirement
- s:
- Share of the corpus used to buy an annuity
- p:
- Annual annuity payout rate offered by the provider
Retirement corpus
₹40,00,000
Annuity share (example)
40%
Payout rate (hypothetical)
6% a year
Illustrative monthly pension
₹8,000 before tax
Annuity premium ₹16,00,000; annual payout ₹96,000. A hypothetical figure, not a quotation.
Annuity income is generally added to your other income and taxed at your slab rate, so the amount that reaches your bank account is lower than the figure above. Check the current tax rules before you plan around it.
The remaining ₹24,00,000 is the lump sum in this example. It does not add to the pension, but you can invest it or spend it as you choose.
How share and payout rate change the pension
| Annuity share | Annuity premium | Lump sum | Pension at 5% | Pension at 6% | Pension at 7% |
|---|---|---|---|---|---|
| 20% | ₹8,00,000 | ₹32,00,000 | ₹3,333 | ₹4,000 | ₹4,667 |
| 40% | ₹16,00,000 | ₹24,00,000 | ₹6,667 | ₹8,000 | ₹9,333 |
| 60% | ₹24,00,000 | ₹16,00,000 | ₹10,000 | ₹12,000 | ₹14,000 |
| 100% | ₹40,00,000 | ₹0 | ₹16,667 | ₹20,000 | ₹23,333 |
Two levers move the pension. A larger annuity share raises the pension in direct proportion. A higher payout rate does the same, but you do not set it; the provider and your age do.
The share is the lever you control, so decide how much of the corpus you want as steady income and how much as flexible cash. A lower share leaves more in the lump sum, which you can keep invested, but it also means a smaller pension to rely on.
Compare the pension with your fixed monthly costs, not your total spending. A pension that covers rent, utilities, food and insurance is a very different cushion from one that covers only a part of them.
Is the pension enough? Inflation and the reverse calculation
A fixed pension loses purchasing power. At an assumed 6% yearly inflation, ₹8,000 a month in twenty years buys what about ₹2,494 buys today. Express your target in today's rupees, then scale it up for the years to retirement.
You can also work backwards from the pension you want.
- T:
- Target monthly pension
- s:
- Annuity share
- p:
- Annual payout rate
Inflation makes the reverse calculation sobering. A pension of ₹30,000 a month in today's money would be about ₹1,28,756 a month in 25 years at an assumed 6% inflation. At a 40% annuity share and a 6% payout, that pension alone would need a corpus of about ₹6.44 crore, which is why many people plan for the lump sum, other savings and a higher annuity share together.
If that corpus looks out of reach, raise the contribution, extend the years, or lower the target before you change the return assumption.
Rules, choices and mistakes to avoid
The minimum share of the corpus that must go into an annuity has differed by subscriber type and has been revised over time. The 40% above is an example, so use the figure in the current PFRDA rules for your category, and check the current tax treatment of both the lump sum and the pension.
If a spouse depends on your income, ask for a quote with spouse benefit. The monthly pension is lower, but the income continues after your death. The right choice depends on your household, not on which number looks larger.
- Treating a projected corpus as guaranteed; NPS values move with markets.
- Using one payout rate for every annuity type; options such as a joint-life annuity with spouse benefit or return of the purchase price usually pay less each month.
- Counting the lump sum as pension income as well as an investment.
- Ignoring inflation when judging whether the monthly figure is enough.
- Skipping annuity quotes: ask more than one provider before you commit, because the choice cannot usually be reversed.
Revisit the estimate every year. Update your contributions, the current fund value and the assumed rates, so the plan follows your actual balance rather than a projection you made years ago.
Common questions
How do I calculate my NPS pension?
First project the corpus with the future-value formula for your monthly contribution, assumed return and years. Then multiply the corpus by the share you put into an annuity and by the annual payout rate, and divide by 12 for a monthly figure before tax.
How much monthly pension will ₹40 lakh give in NPS?
If 40% (₹16,00,000) buys an annuity at a hypothetical 6% payout rate, the pension is about ₹8,000 a month before tax. At 5% it is about ₹6,667 and at 7% about ₹9,333. Real quotes vary by provider.
Is the NPS annuity rate fixed at 6%?
No. The payout rate is set by each annuity provider and depends on the annuity type, your age and market conditions. The 6% used here is an illustrative figure. Request current quotes from providers before relying on any monthly number.
What happens to the rest of the NPS corpus?
The portion not used to buy an annuity is generally withdrawn as a lump sum, subject to the rules for your subscriber category at retirement. It does not add to the monthly pension, so check the current limits and tax treatment.
How much NPS corpus do I need for a ₹8,000 monthly pension?
With an annuity share of 40% and a payout rate of 6%, you need ₹8,000 × 12 ÷ (0.40 × 0.06) = ₹40,00,000. A higher share or payout rate lowers the corpus needed, and a lower one raises it.
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