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・ Spherical basis
・ Spherical bearing
・ Spherical cap
・ Spherical category
・ Spherical code
・ Spherical contact distribution function
・ Spherical coordinate system
・ Spherical cow
・ Spherical design
・ Spherical Earth
・ Spherical function
・ Spherical geometry
・ Spherical Harmonic
・ Spherical harmonic lighting
・ Spherical harmonics
Spherical image
・ Spherical law of cosines
・ Spherical mean
・ Spherical measure
・ Spherical model
・ Spherical multipole moments
・ Spherical neutron polarimetry
・ Spherical nucleic acid
・ Spherical Objects (band)
・ Spherical packing
・ Spherical pendulum
・ Spherical polyhedron
・ Spherical robot
・ Spherical roller bearing
・ Spherical roller thrust bearing


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Spherical image : ウィキペディア英語版
Spherical image
In differential geometry, the spherical image of a unit-speed curve is given by taking the curve's tangent vectors as points, all of which must lie on the unit sphere. The movement of the spherical image describes the changes in the original curve's direction〔O'Neill, B. ''Elementary Differential Geometry'', 1961, pg 71.〕 If \alpha is a unit-speed curve, that is \|\alpha^\prime \| = 1, and T is the unit tangent vector field along \alpha, then the curve \sigma = T is the spherical image of \alpha. All points of \sigma must lie on the unit sphere because \|\sigma\| = \| T\| = 1.
==References==


抄文引用元・出典: フリー百科事典『 ウィキペディア(Wikipedia)
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