A theory of symmetric dipole formed of thin rectangular metallic plates
Basing on the theory of generalized /spl delta/-like functions, a theory of the symmetric dipole formed of thin rectangular metallic plates has been developed. An integral equation for the surface current density was derived and its rigorous solution at h///spl lambda//spl Gt/1 (h - the dipole lengt...
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| creator | Kevanishvili, G.S. Kotetishvili, K.V. Vashadze, G.K. Bolkvadze, D.R. |
| description | Basing on the theory of generalized /spl delta/-like functions, a theory of the symmetric dipole formed of thin rectangular metallic plates has been developed. An integral equation for the surface current density was derived and its rigorous solution at h///spl lambda//spl Gt/1 (h - the dipole length, /spl lambda/ - the wavelength) was constructed. The analytical expression for the dipole directivity characteristic and input resistance was also defined. |
| doi_str_mv | 10.1109/DIPED.2002.1049167 |
| format | Conference Proceeding |
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An integral equation for the surface current density was derived and its rigorous solution at h///spl lambda//spl Gt/1 (h - the dipole length, /spl lambda/ - the wavelength) was constructed. 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An integral equation for the surface current density was derived and its rigorous solution at h///spl lambda//spl Gt/1 (h - the dipole length, /spl lambda/ - the wavelength) was constructed. 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An integral equation for the surface current density was derived and its rigorous solution at h///spl lambda//spl Gt/1 (h - the dipole length, /spl lambda/ - the wavelength) was constructed. The analytical expression for the dipole directivity characteristic and input resistance was also defined.</abstract><cop>Tbilisi</cop><pub>IEEE</pub><doi>10.1109/DIPED.2002.1049167</doi><tpages>4</tpages></addata></record> |
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| language | eng |
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| source | IEEE Electronic Library (IEL) Conference Proceedings |
| subjects | Antennas Applied sciences Artificial intelligence Boundary conditions Current density Exact sciences and technology Integral equations Magnetic fields Radio frequency Radiocommunications Surface resistance Surface waves Telecommunications Telecommunications and information theory |
| title | A theory of symmetric dipole formed of thin rectangular metallic plates |
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