Hipparchus's Challenge to Aristotelian Cosmology

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Around 190 B.C, Greek thoughts were dominated by Aristotelian cosmology. However, when the Greek mathematician and astronomer Hipparchus calculated the heliocentric system, it contradicted Aristotle’s idea of the orbits being perfectly circular. Hipparchus abandoned his work because Aristotle's cosmological was believed to be mandated by the science of the time, even though, Aristotle's model was questioned by certain observations such as changes in the brightness of the planets. Nonetheless, this did not stop Hipparchus’s curiosity in Astronomy. Using the Chaldean and Babylonian astronomical knowledge and techniques, many of his discoveries were widely accepted and proven to be right. Not only did he contribute to Greek Astronomy, he is …show more content…

Not a lot is known about his early life, including where he was educated. In fact, there are only few records about Hipparchus’s personal life. Most of these information about him are obtained from the books written by the other mathematicians, such as Almagest by Ptolemy, Geography by Strabo, and Natural History by Pliny. Due the lack of records, his birth date was calculated by Delambre according to the date of publishment of his work. However, it is known that he started to work as a professional astronomer while he was in his 30’s. Although he wrote many books, only one survived, Commentary on the Phaenomena of Aratus and …show more content…

Many were amazed at the fact that Hipparchus had calculated the distance from Earth to the heavenly bodies that is known to us today such as the sun and moon. We would describe him as mysterious because there weren’t many records of his early life or about his life in general. However, even with all his achievements within astronomy and the mathematics within the group there was some confusion on how he can correlate his math which is trigonometry into calculating the distances between each heavenly body with such accuracy. A tremendous amount of his discoveries is important to our daily lives today. Such as the use of trigonometry within our math and when the equinoxes where to show that the times for day and night are the

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