Inflation-Adjusted Retirement Planning Model Development Post-retirement planning model |
Model |
Pre-retirement planning model | Post-retirement planning model | Other useful equations & formulas |
Symbolic notation is used throughout the model development, so it would be wise to review the meanings of the symbols before perusing the modeling.
Once you have retired, you no longer have need of the consolidated pre-retirement planning equation, and solutions revert to the much simpler present value form of the geometric gradient series.
Item | Cash-flow diagram | Equations |
Modeling the retirement years |
The present-value form of the geometric
gradient series
is used for inflation-adjusted retirement income planning. The cash flow
diagram is shown in red to the right. The equation is as follows:
The entire inflation-adjusted retirement series is calculated from R1 as follows:
Two forms of the equation are often used in post-retirement planning |
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a) to find the distribution, defined by R1, that will last the retiree the rest of his life, n |
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b) to find n for a given distribution, defined by R1 |
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Auxiliary Equation |
n = DD - DO |
A complete example of each variation on a theme is provided. These examples also allow you to substitute in your own data to personalize your own solution(s).
©2008, Simon Revere Mouer III, PhD, PE
all rights reserved