BibTex RIS Kaynak Göster

(EVOLUTION OF THE FIELDS EXCITED BY A PULSE SIGNAL IN A CAVITY FILLED WITH A PLASMA)

Yıl 2016, Cilt: 18 Sayı: 53, 164 - 177, 01.05.2016

Öz

Goal of this study is to present an novel time domain approach for the analysis of waveforms which can be excited by a pulse signal in a rectangular cavity filled with a plasma and bounded by perfect electric conductor surfaces. Maxwell’s equations with time-derivative supplemented with initial conditions have been solved under the principle of causality. Dynamic version of the Ohm’s law for plasma was involved in the system of Maxwell’s equations as the constitutive relation between the plasma current vector and the electric field. Solutions for the electric field, magnetic field, and the plasma current have been obtained explicitly in the form of convolution integrals

Kaynakça

  • Camp M, Garbe H. Susceptibility of Personal Computer Systems to Electromagnetic Pulses with Double Exponential Character, Advances in Radio Science, Cilt. 2, 2004, s.63–69.
  • Cramer JM, Scholtz RA, Win MZ. On the Analysis of UWB Communication Channels, Proceedings of the IEEE Military Communications Conference, Cilt. 2, 1999, s.1191–1195.
  • Camp M, Garbe H. Parameter Estimation of Double Exponential Pulses (EMP, UWB) with Least Squares and Nelder Mead Algorithm, IEEE Transactions on Electromagnetic Compatibility, Cilt. 46, No. 4, 2004, s.675-678.
  • Tretyakov OA. Essentials of Nonstationary and Nonlinear Electromagnetic Field Theory, Science House Corporation Limited, 1993, s.123-146.
  • Aksoy S, Tretyakov OA. Study of a Time Variant Cavity System, Journal of Electromagnetic Waves and Applications, Cilt. 16, 2002, s.1535-1553.
  • Aksoy S, Tretyakov OA. Evolution Equations for Analytical Study of Digital Signals in Waveguides, Journal of Electromagnetic Waves and Applications, Cilt. 17, 2003, s.1665- 1682.
  • Aksoy S, Tretyakov OA. The Evolution Equations in Study of the Cavity Oscillations Excited by a Digital Signal, IEEE Transactions on Antennas and Propagation, Cilt. 52, 2004, s.271–279.
  • Tretyakov OA, Erden F. Temporal Cavity Oscillations Caused by a Wide-Band Double- Exponential Waveform, 4. Uluslararası Elektromanyetik Dalga Saçılımı Çalıştayı, Kocaeli, Turkiye, 2006.
  • Tretyakov OA, Erden F. Separation of the Instantaneous and Dynamic Polarizations in Studies of Dispersive Dielectrics, The Sixth International Kharkov Symposium on Physics and Engineering of Microwaves, Millimeter and Submillimeter Waves, Kharkov, Ukraine, Cilt. 1, 2007, s.42-48.
  • Erden F, Tretyakov OA. Excitation by a Transient Signal of the Real-valued Electromagnetic Fields in a Cavity, Physical Review E, Cilt. 77, 2008.
  • Tretyakov OA, Erden F. Temporal Cavity Oscillations Caused by a Wide-band Waveform, Progress in Electromagnetics Research B, Cilt. 6, 2008, s.183-204.
  • Tretyakov OA, Akgün O. Derivation of Klein-Gordon Equation from Maxwell’s Equations and Study of Relativistic Time-domain Waveguide Modes, Progress in Electromagnetics Research, Cilt. 105, 2010, s.171-191.
  • Erden F, Tretyakov OA. Temporal Evolution of the Irrotational and Solenoidal Cavity Modes, XXXth URSI General Assembly and Scientific Symposium, Istanbul, Turkiye, 2011, s.1-4.
  • Tretyakov OA, Kaya M. The Real-valued Time-domain TE-modes in Lossy Waveguides, Progress In Electromagnetics Research, Cilt. 127, 2012, s.405-426.
  • Tretyakov OA, Kaya M. Time-domain Real-valued TM-modal Waves in Lossy Waveguides, Progress In Electromagnetics Research, Cilt. 138, 2013, s.675-696.
  • Erden F, Tretyakov OA. Analytical Approach for Studying a Time-domain Cavity Problem, IEEE International Symposium on Antennas and Propagation and USNC-URSI National Radio Science Meeting, Memphis, TN, 2014, s.131-132.
  • Erden F, Tretyakov OA. Time-domain Forced Oscillations in a Cavity Filled with a Plasma Driven by the Dynamic Ohm’s Law, presented at URSI Atlantic Radio Science Conference, Gran Canaria, Spain, 2015.
  • Akgün O, Tretyakov OA. Solution to the Klein-Gordon Equation for the Study of Time- domain Waveguide Fields and Accompanying Energetic Processes, IET Microwaves, Antennas & Propagation, Cilt. 9, No. 12, 2015, s.1337-1344.
  • Erden F, Tretyakov OA. Evolution Equations for the Oscillations in a Cavity Filled with a Dynamic Medium, presented at IEEE International Symposium on Antennas and Propagation and URSI CNC/USNC Joint Meeting, Vancouver, 2015.
  • Aksoy S, Antyufeyeva M, Basaran E, Ergin AA, Tretyakov OA. Time-domain Cavity Oscillations Supported by a Temporally Dispersive Dielectric, IEEE Transactions Microwave Theory Techniques, Cilt. 53, No. 8, 2005, s.2465-2471.
  • Tretyakov OA, Erden F. Evolutionary Approach to Electromagnetics as an Alternative to the Time-harmonic Field Method, Presented at IEEE International Symposiun on Antennas and Propagation and USNC-URSI National Radio Science Meeting, Chicago, IL, 2012.
  • Bittencourt JA. Fundamentals of Plasma Physics, New York: Springer-Verlag, 2004.
  • Weyl H. The Method of Orthogonal Projection in Potential Theory, Duke Math. Journal, Cilt. 7, 1940, s.411-444.

PLAZMA İLE DOLDURULMUŞ KAVİTEDE DARBE İŞARETİ TARAFINDAN UYARILAN ALANLARIN ZAMANLA EVRİMİ

Yıl 2016, Cilt: 18 Sayı: 53, 164 - 177, 01.05.2016

Öz

Bu çalışmanın amacı, plazma ile doldurulmuş ve mükemmel iletken yüzeylerle kaplanmış dikdörtgen bir kavitede, darbe işareti ile uyarılabilen alanların analizi için zaman ekseninde yeni bir yaklaşım sunmaktır. Başlangıç koşulları ile desteklenmiş zaman türevli Maxwell denklemleri nedensellik prensibi altında çözülmüştür. Plazma ortamı için Ohm kanununun dinamik versiyonu, plazma akımı vektörü ile elektrik alan vektörü arasındaki bünye denklemi olarak Maxwell denklemler sistemine ilave edilmiştir. Elektrik alan, manyetik alan ve plazma akımı için çözümler, kesin çözüm olarak konvolüsyon integralleri formunda elde edilmiştir

Kaynakça

  • Camp M, Garbe H. Susceptibility of Personal Computer Systems to Electromagnetic Pulses with Double Exponential Character, Advances in Radio Science, Cilt. 2, 2004, s.63–69.
  • Cramer JM, Scholtz RA, Win MZ. On the Analysis of UWB Communication Channels, Proceedings of the IEEE Military Communications Conference, Cilt. 2, 1999, s.1191–1195.
  • Camp M, Garbe H. Parameter Estimation of Double Exponential Pulses (EMP, UWB) with Least Squares and Nelder Mead Algorithm, IEEE Transactions on Electromagnetic Compatibility, Cilt. 46, No. 4, 2004, s.675-678.
  • Tretyakov OA. Essentials of Nonstationary and Nonlinear Electromagnetic Field Theory, Science House Corporation Limited, 1993, s.123-146.
  • Aksoy S, Tretyakov OA. Study of a Time Variant Cavity System, Journal of Electromagnetic Waves and Applications, Cilt. 16, 2002, s.1535-1553.
  • Aksoy S, Tretyakov OA. Evolution Equations for Analytical Study of Digital Signals in Waveguides, Journal of Electromagnetic Waves and Applications, Cilt. 17, 2003, s.1665- 1682.
  • Aksoy S, Tretyakov OA. The Evolution Equations in Study of the Cavity Oscillations Excited by a Digital Signal, IEEE Transactions on Antennas and Propagation, Cilt. 52, 2004, s.271–279.
  • Tretyakov OA, Erden F. Temporal Cavity Oscillations Caused by a Wide-Band Double- Exponential Waveform, 4. Uluslararası Elektromanyetik Dalga Saçılımı Çalıştayı, Kocaeli, Turkiye, 2006.
  • Tretyakov OA, Erden F. Separation of the Instantaneous and Dynamic Polarizations in Studies of Dispersive Dielectrics, The Sixth International Kharkov Symposium on Physics and Engineering of Microwaves, Millimeter and Submillimeter Waves, Kharkov, Ukraine, Cilt. 1, 2007, s.42-48.
  • Erden F, Tretyakov OA. Excitation by a Transient Signal of the Real-valued Electromagnetic Fields in a Cavity, Physical Review E, Cilt. 77, 2008.
  • Tretyakov OA, Erden F. Temporal Cavity Oscillations Caused by a Wide-band Waveform, Progress in Electromagnetics Research B, Cilt. 6, 2008, s.183-204.
  • Tretyakov OA, Akgün O. Derivation of Klein-Gordon Equation from Maxwell’s Equations and Study of Relativistic Time-domain Waveguide Modes, Progress in Electromagnetics Research, Cilt. 105, 2010, s.171-191.
  • Erden F, Tretyakov OA. Temporal Evolution of the Irrotational and Solenoidal Cavity Modes, XXXth URSI General Assembly and Scientific Symposium, Istanbul, Turkiye, 2011, s.1-4.
  • Tretyakov OA, Kaya M. The Real-valued Time-domain TE-modes in Lossy Waveguides, Progress In Electromagnetics Research, Cilt. 127, 2012, s.405-426.
  • Tretyakov OA, Kaya M. Time-domain Real-valued TM-modal Waves in Lossy Waveguides, Progress In Electromagnetics Research, Cilt. 138, 2013, s.675-696.
  • Erden F, Tretyakov OA. Analytical Approach for Studying a Time-domain Cavity Problem, IEEE International Symposium on Antennas and Propagation and USNC-URSI National Radio Science Meeting, Memphis, TN, 2014, s.131-132.
  • Erden F, Tretyakov OA. Time-domain Forced Oscillations in a Cavity Filled with a Plasma Driven by the Dynamic Ohm’s Law, presented at URSI Atlantic Radio Science Conference, Gran Canaria, Spain, 2015.
  • Akgün O, Tretyakov OA. Solution to the Klein-Gordon Equation for the Study of Time- domain Waveguide Fields and Accompanying Energetic Processes, IET Microwaves, Antennas & Propagation, Cilt. 9, No. 12, 2015, s.1337-1344.
  • Erden F, Tretyakov OA. Evolution Equations for the Oscillations in a Cavity Filled with a Dynamic Medium, presented at IEEE International Symposium on Antennas and Propagation and URSI CNC/USNC Joint Meeting, Vancouver, 2015.
  • Aksoy S, Antyufeyeva M, Basaran E, Ergin AA, Tretyakov OA. Time-domain Cavity Oscillations Supported by a Temporally Dispersive Dielectric, IEEE Transactions Microwave Theory Techniques, Cilt. 53, No. 8, 2005, s.2465-2471.
  • Tretyakov OA, Erden F. Evolutionary Approach to Electromagnetics as an Alternative to the Time-harmonic Field Method, Presented at IEEE International Symposiun on Antennas and Propagation and USNC-URSI National Radio Science Meeting, Chicago, IL, 2012.
  • Bittencourt JA. Fundamentals of Plasma Physics, New York: Springer-Verlag, 2004.
  • Weyl H. The Method of Orthogonal Projection in Potential Theory, Duke Math. Journal, Cilt. 7, 1940, s.411-444.
Toplam 23 adet kaynakça vardır.

Ayrıntılar

Diğer ID JA78YE49HN
Bölüm Araştırma Makalesi
Yazarlar

Fatih Erden

Ünal Biçer Bu kişi benim

Yayımlanma Tarihi 1 Mayıs 2016
Yayımlandığı Sayı Yıl 2016 Cilt: 18 Sayı: 53

Kaynak Göster

APA Erden, F., & Biçer, Ü. (2016). PLAZMA İLE DOLDURULMUŞ KAVİTEDE DARBE İŞARETİ TARAFINDAN UYARILAN ALANLARIN ZAMANLA EVRİMİ. Dokuz Eylül Üniversitesi Mühendislik Fakültesi Fen Ve Mühendislik Dergisi, 18(53), 164-177.
AMA Erden F, Biçer Ü. PLAZMA İLE DOLDURULMUŞ KAVİTEDE DARBE İŞARETİ TARAFINDAN UYARILAN ALANLARIN ZAMANLA EVRİMİ. DEUFMD. Mayıs 2016;18(53):164-177.
Chicago Erden, Fatih, ve Ünal Biçer. “PLAZMA İLE DOLDURULMUŞ KAVİTEDE DARBE İŞARETİ TARAFINDAN UYARILAN ALANLARIN ZAMANLA EVRİMİ”. Dokuz Eylül Üniversitesi Mühendislik Fakültesi Fen Ve Mühendislik Dergisi 18, sy. 53 (Mayıs 2016): 164-77.
EndNote Erden F, Biçer Ü (01 Mayıs 2016) PLAZMA İLE DOLDURULMUŞ KAVİTEDE DARBE İŞARETİ TARAFINDAN UYARILAN ALANLARIN ZAMANLA EVRİMİ. Dokuz Eylül Üniversitesi Mühendislik Fakültesi Fen ve Mühendislik Dergisi 18 53 164–177.
IEEE F. Erden ve Ü. Biçer, “PLAZMA İLE DOLDURULMUŞ KAVİTEDE DARBE İŞARETİ TARAFINDAN UYARILAN ALANLARIN ZAMANLA EVRİMİ”, DEUFMD, c. 18, sy. 53, ss. 164–177, 2016.
ISNAD Erden, Fatih - Biçer, Ünal. “PLAZMA İLE DOLDURULMUŞ KAVİTEDE DARBE İŞARETİ TARAFINDAN UYARILAN ALANLARIN ZAMANLA EVRİMİ”. Dokuz Eylül Üniversitesi Mühendislik Fakültesi Fen ve Mühendislik Dergisi 18/53 (Mayıs 2016), 164-177.
JAMA Erden F, Biçer Ü. PLAZMA İLE DOLDURULMUŞ KAVİTEDE DARBE İŞARETİ TARAFINDAN UYARILAN ALANLARIN ZAMANLA EVRİMİ. DEUFMD. 2016;18:164–177.
MLA Erden, Fatih ve Ünal Biçer. “PLAZMA İLE DOLDURULMUŞ KAVİTEDE DARBE İŞARETİ TARAFINDAN UYARILAN ALANLARIN ZAMANLA EVRİMİ”. Dokuz Eylül Üniversitesi Mühendislik Fakültesi Fen Ve Mühendislik Dergisi, c. 18, sy. 53, 2016, ss. 164-77.
Vancouver Erden F, Biçer Ü. PLAZMA İLE DOLDURULMUŞ KAVİTEDE DARBE İŞARETİ TARAFINDAN UYARILAN ALANLARIN ZAMANLA EVRİMİ. DEUFMD. 2016;18(53):164-77.

Dokuz Eylül Üniversitesi, Mühendislik Fakültesi Dekanlığı Tınaztepe Yerleşkesi, Adatepe Mah. Doğuş Cad. No: 207-I / 35390 Buca-İZMİR.