Stationary wavelet transform: Difference between revisions

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{{unreferenced|date=August 2012}}
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[[Image:Klostervalv.png|thumb|Cloister-vault]]
 
A '''Cloister-vault''', or '''domical vault''', is a [[Vault (architecture)|vault]] resulting from the [[Intersection (set theory)|intersection]] of two [[barrel-vault]]s crossing in a right angle.
 
==Geometry==
The intersection of the cloister vault with a horizontal [[Plane (mathematics)|plane]] is a [[Square (geometry)|square]]. This fact may be used to find the [[volume]] of the vault using the [[Slicing method (calculus)|slicing method]] of [[Integral calculus]].  Finding the volume in this way is often an exercise for first-year calculus students.
 
Assuming the intersecting barrel-vaults are semi-cylindrical, the volume of the vault is <math>\frac{1}{3}s^3</math> where s is the length of the side of the square base.
 
==Examples==
*The chapel of the Portuguese Cardinal ([[James of Lusitania]]), in the [[Basilica di San Miniato al Monte]], [[Florence]], [[Italy]]
*Side chapels in the Church of St. Ippazio, [[Tiggiano]], [[Italy]]
*[[Maple Leaf Gardens]] Roof
*[[Moscow Orphanage]] Roof of the Central Administrative Building
 
==See also==
*[[Steinmetz solid]]
 
[[Category:Arches and vaults]]
 
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{{architecturalelement-stub}}

Latest revision as of 10:37, 8 January 2015

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