spherical symmetry sentence in Hindi
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- Basically as the Earth is a spherical system, it has spherical symmetry.
- Rotational spherical symmetry has all the discrete chiral 3D point groups as subgroups.
- If your whole universe has spherical symmetry then global polar coordinates make sense.
- For example, systems with spherical symmetry are simplified when expressed with spherical coordinates.
- Organisms which show approximate spherical symmetry include the freshwater green alga " Volvox ".
- The sphere is said to exhibit spherical symmetry.
- This happens, for instance, when the function has spherical symmetry in the neighborhood of " p ".
- The latter two choices are more convenient for solving problems which possess cylindrical or spherical symmetry respectively.
- The Rayleigh Plesset equation is derived from the Navier Stokes equations under the assumption of spherical symmetry.
- Common examples of symmetries which lend themselves to Gauss's law include cylindrical symmetry, planar symmetry, and spherical symmetry.
- When subjected to external forces, like electrical fields, the shape of an atom may deviate from spherical symmetry.
- Dimension 3 is particularly studied see point groups in three dimensions, polyhedral groups, and list of spherical symmetry groups.
- His calculations showed that implosion would work if it did not depart by more than 5 % from spherical symmetry.
- Due to the spherical symmetry of the system, it is natural to use spherical coordinates r, \ theta and \ phi.
- An example of approximate spherical symmetry is the Earth ( with respect to density and other physical and chemical properties ).
- It is a common approximation to assume spherical symmetry, allowing one to remove the orientational ( angular ) degrees of freedom.
- This was a boon for problems possessing spherical symmetry, such as those of celestial mechanics originally studied by Laplace and Legendre.
- It is the rotation group of the sphere and all objects with spherical symmetry, if the origin is chosen at the center.
- Reflectional spherical symmetry is isomorphic with the orthogonal group O ( 3 ) and has the 3-dimensional discrete point groups as subgroups.
- A scalar field has spherical symmetry if it depends on the distance to the origin only, such as the potential of a central force.
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