Withdrawal runway calculator

Estimate how long a portfolio lasts when a monthly withdrawal grows at a chosen annual rate and the remaining balance earns one constant return. The path shows when the baseline becomes fragile.

Your drawdown assumptions

The model credits one month of growth before each withdrawal. It then increases the withdrawal after every 12 months.

Estimated runwayNot calculated

Complete the assumptions to trace the path.

First-year draw rateNot calculated
Withdrawals modeledNot calculated
Balance after 10 yearsNot calculated

Path checkpoints

  1. Calculate to see the balance at useful intervals.

A long runway is not the same as a safe plan

This result answers one narrow question: how the balance changes under a smooth return and a scheduled withdrawal. Retirement markets are not smooth, and losses near the beginning can shorten a real withdrawal path even when the average return looks similar.

Investment return stays constant

Every month receives the same equivalent return. There are no crashes, recoveries, or return sequences.

The withdrawal amount can rise

The annual increase can represent a simple inflation adjustment, but real spending changes unevenly.

Taxes and account rules stay outside the model

Taxes, fees, required distributions, healthcare shocks, and dependable income are not modeled.

Stress the result before using it

  1. Run a no-growth case. It shows what the withdrawals alone do to the balance.
  2. Lower the return. Compare the change in runway instead of trusting one midpoint.
  3. Raise the withdrawal increase. Test whether purchasing-power needs create pressure later.

Next, read how the order of returns changes retirement withdrawals and use a written withdrawal policy rather than treating this baseline as a recommendation.