Nnomi

Planning / Free calculator

NPS calculator

Explore an illustrative retirement corpus and gross annuity payout, with assumptions kept in your control.

No signup or account connection. Inputs and results stay in this browser tab, without automatic saving or transmission.

01 / Your assumptions

Start with the numbers.

In this tab only

An example to get you started. Every assumption is editable.

Enter rupees without commas, with up to two decimal places. Range: 0 to 1,00,00,000.

Enter rupees without commas, with up to two decimal places. Range: 0 to 1,00,00,00,000.

A modelling input. This tool does not assess scheme eligibility. Range: 18 to 75, whole numbers.

Later than your current age, with up to 50 modelled contribution years. Range: 19 to 85, whole numbers.

Your effective annual assumption, not a forecast. Negative values model losses. Range: -99 to 100.

A hypothetical split, not a statement of permitted withdrawals or a legally required minimum. Range: 0 to 100.

A hypothetical annual rate you can change, not a product quote. Range: 0 to 20.

Results update as you edit

02 / The bigger picture

Illustrative retirement corpus

₹70,42,753

With the example assumptions shown. An estimate, not a promise.

Existing corpus + contributions
₹18,00,000
Modelled growth
₹52,42,753
Illustrative annuity capital
₹28,17,101
Corpus outside this annuity scenario
₹42,25,652
Illustrative gross monthly payoutNot a guaranteed pension or annuity quote.
₹14,086
How this scenario builds
Modelled valuePrincipal contributed
NowYear 30₹70,42,753
View the yearly numbers
Illustrative values in rupees, rounded for display
YearPrincipalValue
0₹0₹0
1₹60,000₹62,169
2₹1,20,000₹1,29,312
3₹1,80,000₹2,01,827
4₹2,40,000₹2,80,142
5₹3,00,000₹3,64,723
6₹3,60,000₹4,56,071
7₹4,20,000₹5,54,726
8₹4,80,000₹6,61,273
9₹5,40,000₹7,76,344
10₹6,00,000₹9,00,621
11₹6,60,000₹10,34,841
12₹7,20,000₹11,79,797
13₹7,80,000₹13,36,350
14₹8,40,000₹15,05,428
15₹9,00,000₹16,88,032
16₹9,60,000₹18,85,243
17₹10,20,000₹20,98,232
18₹10,80,000₹23,28,260
19₹11,40,000₹25,76,691
20₹12,00,000₹28,44,995
21₹12,60,000₹31,34,764
22₹13,20,000₹34,47,715
23₹13,80,000₹37,85,702
24₹14,40,000₹41,50,727
25₹15,00,000₹45,44,955
26₹15,60,000₹49,70,721
27₹16,20,000₹54,30,548
28₹16,80,000₹59,27,161
29₹17,40,000₹64,63,503
30₹18,00,000₹70,42,753

What this assumes

  • Existing corpus and end-of-month contributions use the same effective annual return assumption.
  • The annuity allocation is a hypothetical choice. Actual exit conditions depend on subscriber category and circumstances.
  • The gross monthly payout is a simple illustration, not an annuity quote or a guaranteed pension. Taxes, fees, inflation and future rate changes are excluded.

Currency is rounded to the nearest rupee for display. See the method and limits ↓

Understand what is behind the number.

Formula and worked example

Grow the existing corpus and monthly contributions to the selected age. Annuity capital = modelled corpus × allocation ÷ 100. Gross monthly payout illustration = annuity capital × annual payout rate ÷ 1200.

₹12,000 already invested plus ₹1,000 a month for one year at zero growth gives ₹24,000. A hypothetical 40% annuity allocation at a 6% gross annual payout rate gives ₹48 a month. That split is an example, not withdrawal guidance.

Limits, assumptions and sources
  • Existing corpus and end-of-month contributions use the same effective annual return assumption.
  • The annuity allocation is a hypothetical choice. Actual exit conditions depend on subscriber category and circumstances.
  • The gross monthly payout is a simple illustration, not an annuity quote or a guaranteed pension. Taxes, fees, inflation and future rate changes are excluded.

Fields show the accepted input ranges. Results above ₹1 lakh crore are rejected. Limits are software modelling bounds, not recommendations or eligibility rules. Different compounding and contribution-timing conventions can produce different results in other calculators.

Methodology v1.0.0, reviewed as an educational scenario. Published 2026-10-30. Our sourcing and correction process.