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12th International Conference Microwave and Telecommunication Technology
DOI: 10.1109/crmico.2002.1137294
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Coupling factors of irregular microstrip quarter-wave resonators

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Cited by 4 publications
(16 citation statements)
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“…In Figure , the coupling coefficients of the first pass‐band at center frequency 1.34 GHz decreases as G 1 is increasing. However, the coupling coefficients of the second, third, fourth pass‐band at center frequencies 2.2, 3.3, and 4.5 GHz increase or decrease in some area as G 1 is increasing, respectively. Figure shows the external quality factor of each pass‐band varies as the tapped location t varies.…”
Section: The Design Of Proposed Bpfmentioning
confidence: 98%
“…In Figure , the coupling coefficients of the first pass‐band at center frequency 1.34 GHz decreases as G 1 is increasing. However, the coupling coefficients of the second, third, fourth pass‐band at center frequencies 2.2, 3.3, and 4.5 GHz increase or decrease in some area as G 1 is increasing, respectively. Figure shows the external quality factor of each pass‐band varies as the tapped location t varies.…”
Section: The Design Of Proposed Bpfmentioning
confidence: 98%
“…For this purpose, we calculate the frequency dependencies of the coupling coefficients in the substructures "Π-shaped conductorinput resonator of the channel" separately. Computations of the frequency-dependent coupling coefficients are carried out based on a 1D model of a substructure whose line parameters are calculated using a quasi-TEM approach [14,15]. In this computation, the microstrip substructure is divided into segments consisting of coupled and single lines, as shown by the dashed lines in Fig.…”
Section: Diplexer On a High Dielectric Constant Substratementioning
confidence: 99%
“…From these data, energies E RC (electric field energy stored by the resonator), E RL (magnetic field energy stored by the resonator), E MC (electric field energy stored by the matching circuit), E ML (magnetic field energy stored by the matching circuit), E RM C (electric field energy stored by the resonator and the circuit jointly), and E RM L (magnetic field energy stored by the resonator and the circuit jointly) are computed. The coefficients of inductive k L and capacitive k C coupling are obtained as a ratio of the jointly stored energy to the total energy [14,15]:…”
Section: Diplexer On a High Dielectric Constant Substratementioning
confidence: 99%
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“…Рассчитать коэффициент емкостной связи можно, используя методику, предложенную в [4]. Такой подход очень гибок, поскольку позволяет формировать требуемую характеристику фильтра, а также получить теоретическое обоснование зависимости характеристик фильтров от коэффициентов связи между резонаторами.…”
Section: фильтры на основе неоднородной микрополосковой линии передачиunclassified