Early Physics and Astronomy: A Historical IntroductionMacDonald and Janes, 1974 - 413 oldal |
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112. oldal
... mechanics of the centre of gravity and equilibrium . But they were directed towards the formu- lation of purely mathematical relationships which have nothing what- ever to do with mechanics . One could say that here mechanics was ...
... mechanics of the centre of gravity and equilibrium . But they were directed towards the formu- lation of purely mathematical relationships which have nothing what- ever to do with mechanics . One could say that here mechanics was ...
187. oldal
... mechanics . They generally followed Archimedes in statics , and Aris- totle and his commentators in dynamics . Al - Birūni stressed the concept of specific weight and used Archimedes ' principle to determining specific weights of a ...
... mechanics . They generally followed Archimedes in statics , and Aris- totle and his commentators in dynamics . Al - Birūni stressed the concept of specific weight and used Archimedes ' principle to determining specific weights of a ...
333. oldal
... MECHANICS Borel , E. L'évolution de la mécanique , Paris , 1942 . Callahan , J. F. Four views of time in ancient philosophy , Oxford , 1948 . Clagett , M. The science of mechanics in the middle ages , Madison , Wisc . , 1959 . Cornford ...
... MECHANICS Borel , E. L'évolution de la mécanique , Paris , 1942 . Callahan , J. F. Four views of time in ancient philosophy , Oxford , 1948 . Clagett , M. The science of mechanics in the middle ages , Madison , Wisc . , 1959 . Cornford ...
Tartalomjegyzék
Science Before the Greeks | 1 |
The New Concept of Nature | 11 |
Plato and Greek Mathematics | 23 |
Copyright | |
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alchemy Almagest Anaximander ancient angle Antiquity Arabic Archimedes Aristotelian Aristotle Aristotle's astrolabe astronomical axioms axis Babylonian became Biogr body celestial centre of gravity century B.C. circle circular motion Clagett conception Copernicus Cusanus deferent developed Dict distance Duhem Earth ecliptic Egyptian Empedocles epicycle equant equator equilibrium equinox Eudoxos explained fixed stars force fourteenth century geometrical Gerard of Cremona gnomon Greek heavenly Hipparchos history of science ideas important instrument Isis Jordanus kinematics known later Latin Leipzig London longitude lunar mathe mathematical mathematician means mechanics Medieval method Middle Ages Moon moving natural observations optics Oresme Oxford Paris phenomena philosophers physics planetary theory planets Plato principle problem proof Ptolemy Ptolemy's Pythagorean ratio refraction Renaissance result retrograde motions rotation Sarton scientific scientists sphere spherical statics substances T. L. Heath Thales theoretical thirteenth century Timaios transl translation treatise universe velocity vols weight