In its third episode ("When Knowledge Conquered Fear") the recent version of “Cosmos” by Neil
deGrasse Tyson featured an interesting segment involving Robert Hooke, Edmond
Halley, Isaac Newton and the discovery of gravity. Tyson’s treatment of this subject neglected
to mention Hooke’s discovery of the funicular or catenary form, which is a
unique insight dependent on gravity. Hooke’s revelation anticipates and
incorporates gravity.
Hooke revealed his discovery describing how a masonry arch
works in a teasing anagram with a succinct introduction: "The true Mathematical and Mechanical form of all Manner
of Arches for building, with the true butment necessary to each of them. A
Problem which no Architectonic writer hath yet attempted, much less performed.
abcccddeeeeefggiiiiiiiillmmmmn nnnnooprrsssttttttuuuuuuuux."
Hooke did not provide a
translation of this anagram during his lifetime. It was finally revealed by his executor in
1705: "Ut
pendet continuum flexile, sic stabit contiguum rigidum inversum--As hangs a
flexible cable, so inverted, stand the touching pieces of an arch." This insight has been the essential summary
of Masonry Science and arch design since its 1705 revelation.
Hooke’s use of
the word “Architectonic” in the preface to his anagram is interesting if we
consider its etymology and related words and phrases. Architectonic (adj.) 1: of, relating to, or according with the principles of
architecture. 2: having an organized
and unified structure that suggests an architectural design. From “Arch” (arch) + “tectonic”
(building).
“Plate tectonics” is a geological term used to describe the
movement of rigid sections of the earth’s crust around the planet. If an arch is considered as completely as
possible, it is a sphere. Plate
tectonics may be viewed as a dynamic planetary architectonic. Plates are divided by three types of
boundaries: divergent (crust is created), subduction (crust is destroyed) and
shear boundaries (crust slides against crust).
Tectonic plates slide against each other in the manner of
conjugate shearing. If the creation and
destruction of crust are neglected, one is left with a series of plates which
will conjugate shear around a spherical surface. How can one design plates which will
conjugate shear around a spherical surface?
Gratis deGrasse Tyson, for neglecting Hooke’s flexible cable
hanging under gravity and allowing me to ramble on about arches, architects, architectonics
and plate tectonics.
These are all really great ideas, thanks for sharing. This is my first time messing around with masonry and I still have a lot to learn. I'm excited to see how things turn out though.
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