
Viac o knihe
The astrolabe was for many centuries the most popular of all astronomical instruments. Invented during the Hellenistic period, it proliferated in medieval times, especially in the lands of Islam and consequently also in Europe. The melon-shaped astrolabe is a special form of astrolabe. Unlike the commonly known planispheric instrument, it does not depend on stereographic projection. A description of its principles is to be found in the introduction and in the texts edited here. Making the instrument required elaborate mathematical procedures, which are themselves of considerable historical interest. Presented here are extended texts by Habash al-Hasib (9th century) and al-Biruni (d. 1048), together with extracts and references by other authors. The texts are accompanied by English translations and followed by detailed mathematical commentaries.
Nákup knihy
The melon-shaped astrolabe in Arabic astronomy, Edward S. Kennedy
- Jazyk
- Rok vydania
- 1999
Doručenie
Platobné metódy
Navrhnúť zmenu
- Titul
- The melon-shaped astrolabe in Arabic astronomy
- Jazyk
- arabsky
- Autori
- Edward S. Kennedy
- Vydavateľ
- Steiner
- Rok vydania
- 1999
- ISBN10
- 3515075615
- ISBN13
- 9783515075619
- Séria
- Boethius
- Kategórie
- Fyzika
- Anotácia
- The astrolabe was for many centuries the most popular of all astronomical instruments. Invented during the Hellenistic period, it proliferated in medieval times, especially in the lands of Islam and consequently also in Europe. The melon-shaped astrolabe is a special form of astrolabe. Unlike the commonly known planispheric instrument, it does not depend on stereographic projection. A description of its principles is to be found in the introduction and in the texts edited here. Making the instrument required elaborate mathematical procedures, which are themselves of considerable historical interest. Presented here are extended texts by Habash al-Hasib (9th century) and al-Biruni (d. 1048), together with extracts and references by other authors. The texts are accompanied by English translations and followed by detailed mathematical commentaries.