The Diagnostic Value of Fetal AC
In maternal-fetal medicine, Fetal Abdominal Circumference (AC) is one of the most critical biometric parameters measured during a prenatal ultrasound. Unlike head circumference (HC) or femur length (FL), the fetal AC is highly sensitive to the nutritional status of the fetus.
Because the fetal liver represents a large portion of the abdominal volume, and glycogen (sugar) is stored in the liver, fluctuations in fetal nutrition directly impact liver size—and consequently, the abdominal circumference.
How to Interpret the Percentile
The calculator uses standard regression curves to output a percentile based on the input Gestational Age (GA) and the measured AC.
- 10th to 90th Percentile: Considered the normal range for fetal growth.
- Below the 10th Percentile: May indicate Fetal Growth Restriction (FGR) or Small for Gestational Age (SGA). This often prompts closer surveillance, Doppler ultrasound studies, or evaluation of placental function.
- Above the 90th Percentile: May indicate Macrosomia or Large for Gestational Age (LGA). This is frequently associated with maternal gestational diabetes and can impact delivery planning.
Quick Example: Calculating the Percentile
If a patient presents at 20 weeks and 0 days gestation with an ultrasound measurement of 150 mm for the AC:
- Expected Mean: The established mean AC for 20 weeks is approximately 149.6 mm.
- Standard Deviation: The standard deviation at this stage is approximately 13.5 mm.
- Z-Score: The observed measurement (150 mm) is just slightly above the mean, yielding a Z-score near +0.03.
- Percentile: This corresponds to the 51st Percentile, indicating perfectly average, normal growth.
The Mathematical Framework
This calculator utilizes an approximation of the landmark Hadlock (1984) polynomial regression model. While many modern health authorities (such as the WHO Fetal Growth Standards and the INTERGROWTH-21st Project) offer updated references that dynamically adjust the variance across the pregnancy, the Hadlock equations remain an entrenched, global standard integrated into almost all modern ultrasound reporting software.
The tool computes the predicted mean utilizing the formula: Mean AC (cm) = -8.74 + 1.04 × GA - 0.0082 × GA². It then estimates the standard deviation (assuming an approximate 9% coefficient of variation) to determine the exact Z-score and percentile rank.