Limnichidae est une petite famille de coléoptères vivant avec de l'eau douce ou salée. Les larves creusent dans le sol et mangent des algues et des mousses. Les adultes volent et viennent généralement à la lumière. La sous-famille Limnichinae vit sur l'eau douce et peut également être trouvé dans les endroits humides un morceau d'eau, tandis que les sous-familles Cephalobyrrhinae, Hyphalinae et Thaumastodinae vivent tous à la mer, généralement sur la rive.
Apparence
Les membres de cette famille sont assez différents et il peut être difficile de trouver des caractéristiques communes en ce qui concerne l'apparence extérieure. Ils sont regroupés en raison de certaines caractéristiques anatomiques communes. Tous sont de petits coléoptères (0,8 - 4,5 mm), généralement relativement larges, bruns ou noirs, parfois avec un brillant métallique. Certains rappellent des bulles de cheveux (Scirtidae), d'autres peuvent ressembler à des bulles de bore (Anobiidae). La tête peut être tirée dans une fosse dans le front, les antennes sont filiformes ou faiblement sphériques et sont constituées de 7 ou 11 articulations.
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ultimus](data:image/png;base64,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)
Division systématique
Pour scarabées, Coleoptera Sous-ordre Polyphaga sur la famille Mudder Biller (Dryopoidea) famille Limnichidae Au cours Limnichinae famille genre Limnichus Dejean, 1821 Limnichus pygmaeus (Sturm, 1807) - trouvé en Suède
Limnichus sericeus (Duftschmid, 1825) - le plus proche trouvé dans les pays baltes
Le genre Afrolimnichus
Le genre Bothriophorus
Le genre Byrrhinus
Le genre Cephalobyrrhinus
Le genre Chibidoronus
La famille Corrinea
Le genre Cyclolimnichus
Le genre Eulimnichus
Geolimnichus
Le genre Limnichites
Le genre Limnichoderus
Le genre Limnichomorphus
Le genre Paralimnichus
Le genre Pelochares
Le genre Phalacrichus
Le genre Physemus
Le genre Tricholimnichus
Mandersia
Le genre Caccothryptus
Le genre Euthryptus
Le genre Mandersia
Le genre Pseudothryptus
Le genre Resachus
Le genre Simplocarina
La sous-famille Cephalobyrrhinae
Le genre Cephalobyrrhus
Le genre Erichia
Le genre Parathroscinus
Le genre Throscinus
La sous-famille Hyphalinae
Le genre Hyphalus
La sous-famille Thaumastodinae
Le genre Acontosceles
Le genre Babalimnichus
Le genre Martinius
Genre Mexico Spuilman,
Le genre Pseudeucinetus