Examples of 'spherical symmetry' in a sentence

Meaning of "spherical symmetry"

Spherical symmetry: This phrase refers to a property of an object or system where it looks the same from all orientations or directions around a central point. It is a concept commonly used in mathematics, physics, and design to describe symmetrical shapes or arrangements

How to use "spherical symmetry" in a sentence

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spherical symmetry
Spherical symmetry makes atom more stable.
A particular type of axial symmetry is spherical symmetry.
Both have spherical symmetry around a shared center.
This is a weaker condition than spherical symmetry.
The impact of the spherical symmetry on the inverted profiles was also evaluated.
The sphere is said to exhibit spherical symmetry.
The spherical symmetry case and the Schwarzschild solution.
That type of orbital possesses spherical symmetry.
For spherical symmetry there is no such distinction, it implies planes of reflection.
You do not need spherical symmetry.
Introduction of a quasistatic electric microfield of neighboring ions allows us to break spherical symmetry.
There is no defocusing, given the spherical symmetry of the lens.
Such integrals are particularly useful when computing properties of atoms which have natural spherical symmetry.
Charge distribution with spherical symmetry.
Phytoplankton Volvox is a microscopic green freshwater alga with spherical symmetry.

See also

Angular momentum operators usually occur when solving a problem with spherical symmetry in spherical coordinates.
The Rayleigh-Plesset equation is derived from the Navier-Stokes equations under the assumption of spherical symmetry.
Electrons in p-orbitals have no spherical symmetry.
One often needs this solid angle factor in calculations with spherical symmetry.
Analytically only under the assumption of spherical symmetry.
The distribution is in static equilibrium with spherical symmetry.
Half filled or filled orbitals show us spherical symmetry.
In other words, they lose their initial effective spherical symmetry.
The main difficulty in the Kerr-Newman case comes fromthe absence of spherical symmetry.
The 3-dimensional equivalent term is spherical symmetry.
An analogous 3-dimensional equivalent term is spherical symmetry.
Orbitals s, p, d, f have given electrons above, has spherical symmetry.
Thus, the equipotential lines 104 of the electrostatic field have a spherical symmetry.

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Examples of using Symmetry
Our hearts desire symmetry and proportion
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All animals prefer symmetry in their mates
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Examples of using Spherical
Use spherical or cylindrical form to apply load
I just need one spherical test subject
Spherical reflector with a high luminous efficiency
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