An encyclopedist of the dark ages: Isidore of SevilleBrehaut, Ernest
History
An encyclopedist of the dark ages: Isidore of Seville
Brehaut, Ernest
Isidore, of Seville, Saint, -636; Thesis (Ph. D.)
Isidore’s physical universe[56] in its form is geocentric, and is
bounded by a revolving sphere which he believed to be made of fire,
and in which the stars are fixed. The question of the number of
spheres he treats in an inconsistent way, sometimes speaking of seven
concentric inner spheres, and sometimes of only one.[57] The relative
size of sun, earth, and moon is accurately given—though, it appears,
not without misgiving[58]—and also the cause of eclipses of both the
sun and the moon.
[56] For Isidore’s physical universe in general, see _Etym._ 3,
24–71; 13, 4–6; _De Natura Rerum_, 9–27. See pp. 142–154, 234,
243.
[57] Isidore seems to have kept an open mind on the question
of the number of the spheres. He says: _de numero eorum_
[_coelorum_] _nihil sibi praesumat humana temeritas_. _D. N. R._,
13, 1.
[58] See 2, 24, 2 (p. 116).
The subject of greatest interest in this connection is, of course,
the question whether or not Isidore believed in the sphericity of the
earth. It is maintained by some authorities that this notion was not
lost at any time during the middle ages. Isidore certainly believed
that the heavens constituted a sphere or spheres, and that the sun
and moon revolved in circles around the earth. He states the theory
of the zones correctly in two passages,[59] applying it, however,
not to the spherical earth but to the sphere of the heavens. On the
other hand, he frequently gives expression to notions belonging to a
primitive cosmology.[60] The suspicion is aroused, therefore, that
when he was stating astronomical ideas, he was usually simply copying
what perhaps he did not understand. A passage that seems to settle
the matter is found in _De Natura Rerum_. It shows that the fact that
he could state such a theory as that of the zones correctly, is no
proof that he understood its application to the earth. A translation
of the passage follows:
[59] 3, 44; 13, 6. See p. 146.
[60] See Appendix I.
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