Site.ThreeSlideRuleDesigns1727 History

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11 March 2014 by 1800 -
04 January 2012 by 58.96.77.111 -
04 January 2012 by 58.96.77.111 -
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William Oughtred published his design for a slide rule in 1632. A series of designs followed. In 1727 Jacob Leupold published the “Theatrum Arithmetico-Geometricum”1 of which Table XII (page 241) is held in this collection (see below).2

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William Oughtred published his design for a slide rule in 1632. A series of designs followed. In 1727 Jacob Leupold published his Theatrum Arithmetico-Geometricum3 of which Table XII (page 241) is held in this collection (see below).4

03 January 2012 by 58.96.77.111 -
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This page shows three existing designs for logarithmic proportional rules. The top most (titled Mechanische Rechen Kunst and bearing also the initials MLBMC of its maker) is effectively a Gunter scale and dividers would be used to perform multiplications or divisions using the scale.5 The lower two are slide rules.

to:

This page shows three existing designs for logarithmic proportional rules. The top most (titled Mechanische Rechen Kunst and bearing also the initials MLBMC of its maker) is effectively a Gunter scale and dividers would be used to perform multiplications or divisions using the scale.6 The lower two are very early designs of slide rules.

03 January 2012 by 58.96.77.111 -
Added lines 1-8:

William Oughtred published his design for a slide rule in 1632. A series of designs followed. In 1727 Jacob Leupold published the “Theatrum Arithmetico-Geometricum”7 of which Table XII (page 241) is held in this collection (see below).8

This page shows three existing designs for logarithmic proportional rules. The top most (titled Mechanische Rechen Kunst and bearing also the initials MLBMC of its maker) is effectively a Gunter scale and dividers would be used to perform multiplications or divisions using the scale.9 The lower two are slide rules.

http://meta-studies.net/pmwiki/uploads/SlideRuleDes1670.jpg

 

1 A scanned version of this book may be downloaded from http://ia600304.us.archive.org/33/items/theatrumarithmet00leup/theatrumarithmet00leup.pdf (viewed 3 Jan 2012) (↑)

2 This page was held in a German family and placed on auction on ebay in January 2012, after the seller’s grandfather, an art collector, who had held it and had it restored, passed away. (↑)

3 A scanned version of this book may be downloaded from http://ia600304.us.archive.org/33/items/theatrumarithmet00leup/theatrumarithmet00leup.pdf (viewed 3 Jan 2012) (↑)

4 This page was held in a German family and placed on auction on ebay in January 2012, after the seller’s grandfather, an art collector, who had held it and had it restored, passed away. (↑)

5 a diagram of this http://meta-studies.net/pmwiki/uploads/staebe1.JPG is shown at ”Rechenschieber mit logarithmischen Skalen” http://www.rechenwerkzeug.de/staebe.htm (viewed 2 Jan 2012) (↑)

6 a diagram of this http://meta-studies.net/pmwiki/uploads/staebe1.JPG is shown at ”Rechenschieber mit logarithmischen Skalen” http://www.rechenwerkzeug.de/staebe.htm (viewed 2 Jan 2012) (↑)

7 A scanned version of this book may be downloaded from http://ia600304.us.archive.org/33/items/theatrumarithmet00leup/theatrumarithmet00leup.pdf (viewed 3 Jan 2012) (↑)

8 This page was held in a German family and placed on auction on ebay in January 2012, after the seller’s grandfather, an art collector, who had held it and had it restored, passed away. (↑)

9 a diagram of this http://meta-studies.net/pmwiki/uploads/staebe1.JPG is shown at ”Rechenschieber mit logarithmischen Skalen” http://www.rechenwerkzeug.de/staebe.htm (viewed 2 Jan 2012) (↑)


Page last modified on 11 March 2014