Magnitude vs Radiansphere - What's the difference?
magnitude | radiansphere |
(uncountable, countable) The absolute or relative size, extent or importance of something.
(countable) An order of magnitude.
(mathematics) A number, assigned to something, such that it may be compared to others numerically
(mathematics) Of a vector, the norm, most commonly, the two-norm.
(astronomy) The apparent brightness of a star (on a negative, logarithmic scale); apparent magnitude
(seismology) A measure of the energy released by an earthquake (e.g. on the Richter scale).
A spherical region of radius ?/2? around a small dipole electromagnetic antenna. This is the distance at which the induction and radiation terms are equal in magnitude. Inside, the induction terms dominate. In radio antenna theory the radiansphere is a convenient definition for the boundary between near-field and far-field regions.
* 1959 , , "The Radiansphere around a Small Antenna", Proceedings of the IRE , August, Volume 47, Issue 8, page 1325
*:"The "radiansphere'" is the boundary between the near field and the far field of a small antenna. Its radius is one radianlength (?/2?), at which distance the three terms of the field are equal in magnitude. A "small" antenna is one somewhat smaller than the '''radiansphere''', but it has a "sphere of influence" occupying the ' radiansphere .
