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A New Atlas?
Lat: 35.0°N, Long: 60.7°E, Diam: 47 km, Depth: 4.08 km,
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A certain Bernoulli in the Sourcebook Project (William R. Corliss)
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BERNOUILLI.--A very deep ring-plain on the E. side of
. Under evening illumination its lofty E. wall, which rises to a height of nearly 13,000 feet above the floor, is conspicuously brilliant. This formation exhibits a marked departure from the circular type, being bounded by rectilineal sides. The inner slope of the E. wall is slightly terraced. The border on the S. is much lower than elsewhere, as is evident when the formation is on the evening terminator. On the N. is the deep crater
Depth data from
Kurt Fisher database
Westfall, 2000: 4.08 km
Viscardy, 1985: 4 km
From the shadows in
is about 3540 m deep.
Central peak height
: 1.4 km
Central peak composition
: Anorthosite & GNTA1 (
Tompkins & Pieters, 1999
The IAU crater name honors two brothers:
(also known as James or Jacques) (December 27, 1654 - August 16, 1705). He is one of the eight prominent mathematicians in the Bernoulli family.
(also known as Jean or John) (July 27, 1667 - January 1, 1748) was a Swiss mathematician. He was the brother of Jakob Bernoulli, and the father of Daniel Bernoulli (for whom the Bernoulli's principle was named) and Nicolaus II Bernoulli. He educated the great mathematician Leonhard Euler in his youth.
The name was introduced, with its present spelling, by
of the first volume of his book, and the crater is labeled in his figures
, cited by Elger, was used by all three authorities consulted for the
, where this crater became Catalog number 161, and it was adopted into the IAU nomenclature of
Blagg and Müller
(1935) in that form.
At some point between 1997 and 2003 the spelling was changed back to
(see list in
IAU Transactions XXIVB
Who's Who on the Moon
indicates that the name Bernouilli commemorated the two brothers cited by the IAU. This makes it one of the earliest features with
, however how the BAA authors determined which members of the large and famous
family Schröter had in mind is completely unclear. Schröter himself does not appear to explain, and there seem to have been several Bernouilli's with both stronger and more recent lunar/astronomical ties than the two cited.
" (with 1 "
") on chart 1 (page 15) of Chuck Wood's and Maurice Collins's
21st Century Atlas of the Moon
Jan 21, 2013
A certain Bernoulli in the
(William R. Corliss)
Mysterious Universe, a handbook of astronomical anomalies
A New Law of Satellite Distances
: this is something to investigate. Was this
related to those mentioned above in the Nomenclature section?
Apr 11, 2015
This page has been edited 14 times. The last modification was made by
on Apr 11, 2015 2:11 am -
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