For a fish to pass through the mesh of a net, the mesh perimeter must be at least equal to the fish's maximum girth. Assuming the maximum girth as the circumference of an ellipse calculated from the maximum body depth (D
m) and maximum body width (W
m), We assessed the necessary conditions of the mesh size (L
n) for a fish passing through the mesh without entanglement and the sufficient conditions of the mesh size (L
s) for the cross-sectional shape of the fish body encountering the four sides of the mesh at four tangential points. For mesh size in a sufficient condition, the hang-in ratio (S
i) and hang-out ratio (S
o) were assessed. The necessary conditions of the mesh size can be expressed as, L
n=(π/4)(1.5(D
m+W
m)-√(D<SUB)mW
m>), that is as half the circumference of the ellipse. Sufficient condition of the mesh size can be expressed as L
s=D
m+W
m, that is as the total of the maximum body depth and maximum body width. The hang-in ratio and hang-out ratio were obtained as S
i=1-√(W<SUB)m/(D
m+W
m)>, S
o=√((D<SUB)m+W
m)/W
m>-1. Based on measurements of the maximum body depth and maximum body width of Arabesque greenling, Pleurogrammus azonus, of about 30 cm standard length, the average values of the approximation were : L
n=94.7 mm, L
s=119.0 mm, S
i=0.376, S
o=0.604.
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