Conversion of the anomalous skin effect to the normal one in thin-film metallic microwave systems

The main morphology parameters of microstrip Au/i-GaAs coplanar microwave transmission lines (CTL) with length lWinfluenced on its skin depth resistance R wide of δ and inductivity L are defined at frequencies f>10 GHz. Due to the sizes of Au grains formed CTL dx<130 nm, surface roughness h40...

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Published in:Physica scripta Vol. 97, № 9. P. 095809
Other Authors: Torkhov, Nikolay A., Babak, Leonid I., Budnyaev, Vadim A., Kareva, Katerina V., Novikov, Vadim A.
Format: Article
Language:English
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Online Access:http://vital.lib.tsu.ru/vital/access/manager/Repository/koha:000997576
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245 1 0 |a Conversion of the anomalous skin effect to the normal one in thin-film metallic microwave systems  |c N. A. Torkhov, L. I. Babak, V. A. Budnyaev [et al.] 
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520 3 |a The main morphology parameters of microstrip Au/i-GaAs coplanar microwave transmission lines (CTL) with length lWinfluenced on its skin depth resistance R wide of δ and inductivity L are defined at frequencies f>10 GHz. Due to the sizes of Au grains formed CTL dx<130 nm, surface roughness h400 nmand fractal character of its lateral distribution in CTL plane, the features in electron scattering processes arise and lead to the formation of significant size effects in local approximation. Necessary condition lball<dx=δ for transition from anomalous skin effect to normal skin effect start up owing to limited grain size dx=δ. Moreover, in local approximation nonlinear dependence of R from lWis provided by fractal geometry of relief and grain lateral distribution. Nonlinear dependence of L from lWis provided by not only fractal features of CTL two-dimensional surface but fractal features of three-dimensional Au grain distribution over skin depth wide. 
653 |a аномальный скин-эффект 
653 |a СВЧ-системы 
655 4 |a статьи в журналах  |9 879358 
700 1 |a Torkhov, Nikolay A.  |9 418516 
700 1 |a Babak, Leonid I.  |9 877972 
700 1 |a Budnyaev, Vadim A.  |9 877973 
700 1 |a Kareva, Katerina V.  |9 876311 
700 1 |a Novikov, Vadim A.  |9 96879 
773 0 |t Physica scripta  |d 2022  |g Vol. 97, № 9. P. 095809  |x 0031-8949 
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