2007
DOI: 10.17704/eshi.26.2.7460m485n5701845
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Gravity Surveying in Early Geophysics. I. From Time-Keeping to Figure of the Earth

Abstract: This two-part review of the development of the measurement of the Earth's gravity field, and its application to geology, up to the early 1960s, is intended primarily for an earth-science readership. The focus here is on the pendulum, which played the dominant role in measurement of the intensity of gravity (g), both in absolute (at national observatories) and relative terms (at field stations), until the early twentieth century. Following discovery of the properties of the pendulum and its incorporation in tim… Show more

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Cited by 8 publications
(2 citation statements)
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References 29 publications
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“…Our fascination with gravity dates back to the ancient Greeks, and measuring gravitational acceleration was among the first pursuits in modern science. Geophysicists in the eighteenth century used pendula to make such measurements 7 . But, since then, tools for gravimetry have been the subject of intensive development -from simple spring based devices, all the way to presentday instruments based on quantum technology.…”
Section: Roman Pašteka and Pavol Zahorecmentioning
confidence: 99%
“…Our fascination with gravity dates back to the ancient Greeks, and measuring gravitational acceleration was among the first pursuits in modern science. Geophysicists in the eighteenth century used pendula to make such measurements 7 . But, since then, tools for gravimetry have been the subject of intensive development -from simple spring based devices, all the way to presentday instruments based on quantum technology.…”
Section: Roman Pašteka and Pavol Zahorecmentioning
confidence: 99%
“…Part I of this review (Howarth, 2007) described how following Isaac Newton's (1642Newton's ( -1727 postulate in 1686 that the Figure of the Earth was, like that of Jupiter, an oblate spheroid, and that both the force of gravity (indicated by the length of a pendulum beating seconds) and the length of a 1-degree arc of latitude (θ), should increase towards the poles as sin 2 (θ). In 1737 his hypothesis was found, by measurement of arc lengths, to be correct.…”
Section: Introductionmentioning
confidence: 99%