Samsung SONOACE R7 Bedienungsanleitung Seite 318

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5-144
Operation Manual
Tips!
Standard Deviation & Percentile
Among OB information, the Growth Table and the typical fetal distribution for the same number of
weeks are used to determine the following information:
X
The normal distribution curve.
X
The measurements for an actual fetus or a position in EFW distribution.
X
Whether a distribution point is within the normal range.
The reference number of weeks for the Growth Table can be set to LMP, Estab. DD or Average US GA
under [Pctl.Criteria]. The typical setting is LMP.
When LMP is not known or uncertain, or when the difference between LMP and Average US GA
is substantial, care must be taken, as selecting different [Pctl.Criteria] can result in a significant
difference.
The distribution of the number of weeks in the Growth Table for the selected reference is a normal
distribution that is laterally symmetrical around 50% (the average), and it shows the distance
from the average as a deviation. The deviation can be represented by Standard Deviation (SD) or
Percentile.
[Figure 5.28 The distribution of the Growth Table for the selected number of weeks
(m: Average,
σ
: Standard Deviation)]
When represented by SD, a point near the average indicates a value closer to ±0 SD and a point away
from the average indicates a value closer to the maximum or minimum value. The greater part of
the range falls within ±3 SD, and ±1 SD represents 68.3% of the entire range. Thus it can be seen that
most fetal measurements are tightly clustered around the average value.
The Percentile represents a point in distribution from between 0 and 100 inclusive. Therefore, the
average point is represented as 50 Percentile.
As shown in the figure, the average point corresponds to 0 SD (that is, 50 Percentile). If a point is in
the range between -1 SD and +1 SD, it falls within 68.3% of the entire range. This means that the
point falls within the range between 16 and 84.
Further, if a point is in the range between -2 SD and +2 SD, it falls within 95.5% of the entire range.
Thus, the point falls in the range between 3 and 97.
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