| Formula
di
|
Maschio |
Femmina |
| Lorenz |
$$ H_c-100-\frac{H_c-150}{4} $$ |
$$ H_c-100-\frac{H_c-150}{2} $$ |
| Broca |
$$ H_c-100 $$ |
$$ H_c-104 $$ |
| Wan Der Vael |
$$ (H_c-150)\cdot0,75 + 50 $$ |
$$ (H_c-150)\cdot0,6 + 50 $$ |
| Berthean |
$$ 0,8\cdot(H_c-100)+\frac{A}{2} $$ |
$$ 0,8\cdot(H_c-100)+\frac{A}{2} $$ |
| Perrault |
$$ (H_c-100) + \frac{A}{10} \cdot 0,9 $$ |
$$ (H_c-100) + \frac{A}{10} \cdot 0,9 $$ |
| keys |
$$ H_m^2\cdot22,1 $$ |
$$ H_m^2\cdot20,6 $$ |
| Travia |
$$ (1,012 \cdot H_c) - 107,5 $$ |
$$ (1,012 \cdot H_c) - 107,5 $$ |
| Livi |
$$ (2,37 \cdot H_m)^3 $$ |
$$ (2,37 \cdot H_m)^3 $$ |
| Buffon, Roher, Bardeen |
$$ \frac{(1,40 \cdot H_d^3)}{100} $$ |
$$ \frac{(1,35 \cdot H_d^3)}{100} $$ |
| $$ H_c = \text{Altezza in centimetri } H_m = \text{Altezza in metri } H_d = \text{Altezza in decimetri } A = Età $$
|
