Rule of hasse FMT

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Hasse's rule estimates fetal intrauterine age from the crown-heel length (CHL).
[ \text{Fetal age in months} = \sqrt{\text{Crown-heel length in cm}} ]
Example:
CHL = 16 cm
[ \sqrt{16} = 4 ]
So the fetal age is approximately 4 months.
It is chiefly used for fetuses in the first 5 months. For later pregnancy, Morrison's rule is used:
[ \text{Age in months} = \frac{\text{CHL in cm}}{5} ]
Example: 40 cm ÷ 5 = 8 months.
Source: P C Dikshit Textbook of Forensic Medicine and Toxicology, determination of intrauterine age.

Explain Hasse’s rule with fetal-length examples

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Hasse's rule for estimating fetal age from length

Hasse's rule uses the crown-heel length (CHL), measured from the top of the head to the heel, in centimetres.

1. First 5 fetal months

[ \text{CHL (cm)} = (\text{age in months})^2 ]
Therefore:
[ \text{Age in months} = \sqrt{\text{CHL in cm}} ]
Crown-heel lengthCalculationEstimated fetal age
1 cm√11 month
4 cm√42 months
9 cm√93 months
16 cm√164 months
25 cm√255 months
Example: A fetus has a crown-heel length of 16 cm.
[ \sqrt{16}=4 ]
Estimated intrauterine age = 4 months.

2. Last 5 fetal months

After the fifth month, length increases approximately by 5 cm each month:
[ \text{CHL (cm)} = \text{age in months} \times 5 ]
Therefore:
[ \text{Age in months} = \frac{\text{CHL in cm}}{5} ]
Crown-heel lengthCalculationEstimated fetal age
30 cm30 ÷ 56 months
35 cm35 ÷ 57 months
40 cm40 ÷ 58 months
45 cm45 ÷ 59 months
50 cm50 ÷ 510 months / term
Example: A fetus has a crown-heel length of 40 cm.
[ 40 \div 5=8 ]
Estimated intrauterine age = 8 months.

Easy memory aid

  • Months 1 to 5: square the month
    4 months → (4^2 = 16) cm
  • Months 6 to 10: multiply the month by 5
    8 months → (8 \times 5 = 40) cm
This is an approximate forensic method, and individual fetal growth variation limits precision. P C Dikshit Textbook of Forensic Medicine and Toxicology, “Determination of Intrauterine Age.”
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