It might be useful to briefly state here the formulae and Dalton flight computer solutions to the questions: What is the

**Critical Point**? And what is the**Point of No Return**? The PNR will be discussed on the next blog page.If, for example, engine trouble occurs during flight it is important for the pilot to know whether the airport of departure or the airport of destination can be reached sooner. For this the Point of Equal Time (P.E.T.) or Critical Point (C.P.) is determined. This is the point from which the continuation of the flight to the destination would require the same time as the return flight to the point of departure (or between any two points on your flight plan A & B).

The formula is

**T (P.E.T.) = TF X GS Home/[GS Out + GS Home]**(Time formula)Where:

**T (P.E.T.)**= Flying time to Point of Equal Time (or Critical Point).

**TF**= Time to fly from base (or A) to destination (or B) [Flight plan time or time A-B].

**GS Out**= Ground speed outbound.

**GS Home**= Ground speed inbound.

The

*distance from the point of departure (or A) to the point of Equal Time (Critical Point) is calculated by means of the following formula:***D (P.E.T.) = DZ X GS Home/[GS Out + GS Home**] (Distance formula)

Where:

**D (P.E.T.)**= Distance from base (or A) to P.E.T.

**DZ**= Distance from base to destination (or A to B).

These equations may be transposed to the more convenient proportion form, as follows:

**GS Home/[GS Out + GS Home] = T (P.E.T.)/TF or D (P.E.T.)/DZ**

On your

**flight computer**simply align the sum of**GS Out + GS Home**on the inner scale with**GS Home**on the outer scale. Now read**CP**or**Distance to CP**on outer scale opposite**Flight Plan time**(or**A-B time**) and**Distance departure to destination**(or**A-B distance**) resp.

__Example:__**Distance A to B (DZ) = 920nm. GS Out = 240kt. GS Home = 210kt. Flight time A to B = 3h50min.**

*Required:***Flying time to P.E.T. (C.P). & Distance to P.E.T. (C.P).**

Intermediate calculation: GS Out + GS Home = 450kt.

**On Flight Computer**:

210 outer scale aligned with 450 inner scale. Read

__&__**107.5min**outer scale opposite**230min**(3h50min) innner scale__.__**430nm**outer scale opposite**920nm**inner scale

__Result__:**The P.E.T. (or C.P.) will be reached after a flying time of 107.5min. The distance flown will be 430nm.**

## 2 comments:

was very useful thanks alot...

Thanks for your feedback Kay - appreciated.

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