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The First Scientific Instruments

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... My presentation of the analemma seeks to simplify a complex situation, and to express it in modern terms, in the interests of emphasising the interconnectedness between the designs of the spherical and conical sundial types. 12 This matches examples in Gibbs 1979, but there appears to be no mathematical underlying principle: perhaps it depended on external factors, such as the size of the block of stone or the desired sculptural form of the sundial (cf. 16 below, in the main text, for a possible internal geometrical principle). ...
... 16 below, in the main text, for a possible internal geometrical principle). 13 This disproportion matches all but one example in Gibbs 1979. 14 Gibbs, 1976Schaldach 1998: 40. ...
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