2012
DOI: 10.1109/lmwc.2012.2200098
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High-Power Low-Pass Harmonic Waveguide Filter With ${\rm TE}_{{\rm n}0}$-Mode Suppression

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Cited by 22 publications
(16 citation statements)
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“…In L 2 , h max and h min are set to 8.6 and 1.6 mm to reject the lowest and highest frequency in the fundamental TE 10 ‐mode rejected band ( f min = 13.75 GHz and f max = 38.1 GHz), respectively (the filter width, a 0 , is kept constant, and equal to the WR75 input and output port width, along the z‐ axis). After matching L 2 to the WR75 ports through L 1 and L 3 , all bandstop elements have been replicated in the x ‐direction ( n x = 5) to achieve the rejection of the higher‐order TE n0 modes. The length of the bandstop elements l x and l z are set to the same value: lz=lx=3.81mm.…”
Section: Demonstration Of the Control On The Higher‐order Mode Supprementioning
confidence: 99%
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“…In L 2 , h max and h min are set to 8.6 and 1.6 mm to reject the lowest and highest frequency in the fundamental TE 10 ‐mode rejected band ( f min = 13.75 GHz and f max = 38.1 GHz), respectively (the filter width, a 0 , is kept constant, and equal to the WR75 input and output port width, along the z‐ axis). After matching L 2 to the WR75 ports through L 1 and L 3 , all bandstop elements have been replicated in the x ‐direction ( n x = 5) to achieve the rejection of the higher‐order TE n0 modes. The length of the bandstop elements l x and l z are set to the same value: lz=lx=3.81mm.…”
Section: Demonstration Of the Control On The Higher‐order Mode Supprementioning
confidence: 99%
“…As a width reduction is implemented to achieve the rejection of the higher‐order TE n0 modes, the cutoff frequency of the fundamental TE 10 mode increases, being only possible to design filters with a relatively limited pass band. To design low‐pass filters with a wider pass band, as the classical waffle‐iron devices permit, we proposed in a technique that surpasses the design of waffle‐iron filters allowing broad rejection of the TE 10 mode, higher‐order TE n0 ‐mode suppression, and high‐power handling. However, the suppression of the non‐TE n0 ‐mode was not demonstrated.…”
Section: Introductionmentioning
confidence: 99%
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“…In order to enrich the panel of frequency responses that can be satisfied by the synthesized structures, the purely periodic structure of sinusoidal coupling coefficient (6) can be windowed (by making the amplitude a smooth function of [9,15,16]) or chirped (by making the period variable with [10,17]). Finally, if the amplitude is high enough, a transversal resonance can be achieved, providing new degrees of freedom to the designer [11,18].…”
Section: Synthesis Of Quasi-periodic Structures: Windowedmentioning
confidence: 99%
“…A multilayer structure composed of ε‐negative materials sandwiched by double‐positive layers is presented in but this structure is complex to fabricate. In , a new technique is proposed for the design of a compact high power low‐pass rectangular waveguide which decrease the filter length compare to the alternative previous techniques. But this method is not useful for very high frequency (VHF) band frequency because it is not compact anymore.…”
Section: Introductionmentioning
confidence: 99%