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resonator
(redirected from Resonant cavities)

   Also found in: Medical, Encyclopedia, Wikipedia 0.01 sec.
res·o·na·tor  (rz-ntr)
n.
1. A resonating system.
2. A hollow chamber or cavity with dimensions chosen to permit internal resonant oscillation of electromagnetic or acoustical waves of specific frequencies.
3. A resonant circuit.

resonator [ˈrɛzəˌneɪtə]
n
(Electronics) any body or system that displays resonance, esp a tuned electrical circuit or a conducting cavity in which microwaves are generated by a resonant current
ThesaurusLegend:  Synonyms Related Words Antonyms
Noun1.resonator - a hollow chamber whose dimensions allow the resonant oscillation of electromagnetic or acoustic wavesresonator - a hollow chamber whose dimensions allow the resonant oscillation of electromagnetic or acoustic waves
chamber - a natural or artificial enclosed space
soundbox, body - a resonating chamber in a musical instrument (as the body of a violin)
soundboard, sounding board - (music) resonator consisting of a thin board whose vibrations reinforce the sound of the instrument
2.resonator - an electrical circuit that combines capacitance and inductance in such a way that a periodic electric oscillation will reach maximum amplitude
circuit, electric circuit, electrical circuit - an electrical device that provides a path for electrical current to flow
3.resonator - any system that resonates
system - instrumentality that combines interrelated interacting artifacts designed to work as a coherent entity; "he bought a new stereo system"; "the system consists of a motor and a small computer"
Translations
resonator [ˈrezəneɪtəʳ] Nresonador m
resonator
nResonator m


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00 Hardcover QC661 The classic 1998 Artech House book, Quick Finite Elements for Electromagnetic Waves, has now been revised and expanded to reflect the latest developments in the field, with new discussions on finite elements in 3D, 3D resonant cavities, and 3D waveguide devices.
Remaining chapters explore application's of Maxwell's equations to the areas of magnetostatics, electromagnetic induction, magnetic dipoles and magnetic materials, electromagnetic waves, radiation by a point charge, radiation by a system of charges, resonant cavities and waveguides, and scattering and defraction.
They cover the elementary methods, Bernoulli numbers, including the Riemann Zeta function and the Euler-MacLaurin sum formula, modular forms and Hecke's theory of modular forms, representations of numbers as sums of squares, including the singular series and Liouville's methods and elliptical modular forms, arithmetic progression, and applications such as computing sums of two to four squares, resonant cavities and diamond cutting.
 
 
 
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