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Map future rupee liabilities against bond/target-maturity cash flows and identify maturity-year funding gaps.
Enter the facts and calculate. The result appears here.
Map future rupee liabilities against bond/target-maturity cash flows and identify maturity-year funding gaps.
A bond ladder is a cash-flow matching framework, not merely a way to buy several bonds. The useful question is whether expected principal/maturity cash flows arrive when liabilities are due.
The tool therefore compares year buckets rather than projecting a single portfolio CAGR. That is especially useful for education fees, property instalments, retirement spending buckets or known business cash commitments.
Matching years does not eliminate risk. Credit/default risk, reinvestment of coupons, liquidity, taxation, early redemption/call provisions and inflation can create a gap even if headline maturity amounts appear aligned.
Target-maturity funds can simplify maturity-date exposure but are still market-linked funds with portfolio, tracking, tax and reinvestment considerations. Enter conservative expected cash flows rather than treating an indicative yield as guaranteed.
Every field below changes the result. They are listed exactly as the form asks for them.
| Field | Type | What it controls |
|---|---|---|
| Liabilities by year | Value | |
| Expected maturity cash flows by year | Value |
Year gap = expected maturity cash flow − liability for the same year; the tool sums only negative year gaps as unfunded maturity-year exposure.
The engine validates required values before calculating and rejects impossible combinations instead of converting them to zero silently. Dates, thresholds and category switches that drive the result remain visible to the user.
The logic on this page is built from the instrument(s) below. Where a rule did not clearly cover a scenario, that scenario is excluded rather than estimated.
The most common error in regulated calculations is not arithmetic; it is putting the facts into the wrong legal or product category. Check the transaction, entity, holding, policy or taxpayer classification before relying on the number.
Keep statements, acknowledgements, invoices, policy schedules, complaint IDs, tax workings or orders that support the inputs. A number without an evidence trail is difficult to defend in a complaint, return, claim or review.
Rules can change. This page records a source-check date, not a fabricated professional review date. If the event belongs to an older period, confirm that the rule version used here applies to that period.
No. It remains a market-linked fund and the final value is not guaranteed merely because the portfolio has a target maturity.
Include only cash flows you reasonably expect to be available for that liability year, after your reinvestment/tax assumptions.
Expected maturity-year cash flow exceeds the entered liability for that year; it is not a profit forecast.
The tool is designed for future liability matching, so expected maturity cash flow is usually more relevant than today’s market value.
Not directly; use the existing bond-duration calculator for mark-to-market sensitivity.
Source links below are the authority trail used to design the current rule logic. They remain more important than a generic secondary explainer.
Source checked: 14 August 2026. This denotes source verification for the package, not CA/legal review or approval of the individual case.
These cover adjacent decisions. Each owns a different question, so use the one that matches your actual event.
This calculator is published for general information and educational purposes only. It is not legal, tax, accounting or investment advice, is not personalised to your circumstances, and is not a substitute for reading the governing instrument or taking professional advice on your facts. Finin2min records a source-check date, which denotes verification of the authority trail and not a professional review or approval of any individual case.
Scope: Computes interest on delayed GST tax payment under Section 50 of the CGST Act.
Review status: reviewed and approved by CA Nikhil Gupta on 19 July 2026.
Background, worked examples and the rules behind these numbers.