Scopula ossicolor | |
---|---|
Scientific classification ![]() | |
Kingdom: | Animalia |
Phylum: | Arthropoda |
Class: | Insecta |
Order: | Lepidoptera |
Family: | Geometridae |
Genus: | Scopula |
Species: | S. ossicolor |
Binomial name | |
Scopula ossicolor | |
Synonyms | |
|
Scopula ossicolor is a moth of the family Geometridae. It is found in Kenya, Nigeria and Sierra Leone. [2]
Moths are a polyphyletic group of insects that includes all members of the order Lepidoptera that are not butterflies, with moths making up the vast majority of the order. There are thought to be approximately 160,000 species of moth, many of which have yet to be described. Most species of moth are nocturnal, but there are also crepuscular and diurnal species.
Kenya, officially the Republic of Kenya, is a country in Africa with 47 semiautonomous counties governed by elected governors. At 580,367 square kilometres (224,081 sq mi), Kenya is the world's 48th largest country by total area. With a population of more than 52.2 million people, Kenya is the 27th most populous country. Kenya's capital and largest city is Nairobi while its oldest city and first capital is the coastal city of Mombasa. Kisumu City is the third largest city and also an inland port on Lake Victoria. Other important urban centres include Nakuru and Eldoret.
Nigeria, officially the Federal Republic of Nigeria, is a country in West Africa, bordering Niger in the north, Chad in the northeast, Cameroon in the east, and Benin in the west. Its coast in the south is located on the Gulf of Guinea in the Atlantic Ocean. The federation comprises 36 states and 1 Federal Capital Territory, where the capital, Abuja, is located. The constitution defines Nigeria as a democratic secular state.
The geometer moths are moths belonging to the family Geometridae of the insect order Lepidoptera, the moths and butterflies. Their scientific name derives from the Ancient Greek geo γη or γαια "the earth" and metron μέτρων "measure" in reference to the way their larvae, or inchworms, appear to "measure the earth" as they move along in a looping fashion. A very large family, it has around 23,000 species of moths described, and over 1400 species from six subfamilies indigenous to North America alone. A well-known member is the peppered moth, Biston betularia, which has been subject of numerous studies in population genetics. Several other geometer moths are notorious pests.
Ennominae is the largest subfamily of the geometer moth family (Geometridae) with some 9,700 described species in 1,100 genera. They are usually a fairly small moths, though some grow to be considerably large. This subfamily has a global distribution. It includes some species that are notorious defoliating pests. The subfamily was first described by Philogène Auguste Joseph Duponchel in 1845.
Geometrinae is the nominate subfamily of the geometer moth family (Geometridae). It is strongly split, containing a considerable number of tribes of which most are presently very small or monotypic. These small moths are often a light bluish green, leading to the common name of emerald moths, though a few species called thus are also found in the tribe Campaeini of the Ennominae. A phylogeny and classification was published in the Zoological Journal of the Linnean Society in which 13 tribes were accepted.
The Cidariini are the largest tribe of geometer moths in the subfamily Larentiinae. The Cidariini include many of the species known as "carpets" or, ambiguously, "carpet moths", and are among the few geometer moths that have been subject to fairly comprehensive cladistic study of their phylogeny. The tribe was described by Philogène Auguste Joseph Duponchel in 1845.
Scopula decorata, the middle lace border, is a moth of the family Geometridae. It is found throughout Europe.
Scopula immorata, the Lewes wave, is a moth of the family Geometridae. It is found throughout Europe and the Near East.
Scopula nigropunctata, the sub-angled wave, is a moth of the family Geometridae. It is found through most of the Palearctic ecozone.
Scopula lydia is a species of moth of the family Geometridae. It was described by Arthur Gardiner Butler in 1886. It is endemic to Australia.
Sterrhinae is a large subfamily of geometer moths with some 2,800 described species. This subfamily was described by Edward Meyrick in 1892.
Scopulini is a tribe of the geometer moth family (Geometridae), with about 900 species in seven genera. The tribe was described by Philogène Auguste Joseph Duponchel in 1845.
Scopula incanata is a moth of the family Geometridae. It is found from north-eastern Europe and the Caucasus to southern Siberia and northern Mongolia.
Louis Beethoven Prout (1864–1943) was an English entomologist and musicologist.
Scopula subpunctaria is a moth of the family Geometridae. It is found from northern and north-eastern China to the southern Palaearctic ecozone.
Scopula corrivalaria is a moth of the family Geometridae. It is found from Japan, Korea, China and the Russian Far East through Siberia and Russia to western Europe. In Europe, it ranges from northern Central Europe to the Mediterranean. The habitat consists of marshes and wet meadows.
Scopula diffinaria is a moth of the family Geometridae. It is found in Armenia, Georgia, Russia and Turkey.
Scopula donovani is a moth of the family Geometridae. It is found in Morocco, Egypt, Kenya, Madagascar, Nigeria, South Africa and Uganda.
Scopula relictata is a moth of the family Geometridae. It is found in Kenya, Senegal, the United Arab Emirates, Australia, India, Sri Lanka and Taiwan.
Scopula sevandaria is a moth of the family Geometridae. It is found in Kenya and Uganda.
Scopula subperlaria is a moth of the family Geometridae. It is found in Cameroon, Nigeria and Uganda.
Scopula superior is a moth of the family Geometridae. It was described by Arthur Gardiner Butler in 1878. It is found in Japan, the Russian Far East and China.
![]() | Wikimedia Commons has media related to Scopula ossicolor . |
![]() | Wikispecies has information related to Scopula ossicolor |
This Scopula-related article is a stub. You can help Wikipedia by expanding it. |