1 / 16

Universität Kassel Fachbereich Elektrotechnik / Informatik (FB 16)

Numerical Methods of Electromagnetic Field Theory I (NFT I) Numerische Methoden der Elektromagnetischen Feldtheorie I (N FT I) / 10th Lecture / 10. Vorlesung. Dr.-Ing. René Marklein marklein@uni-kassel.de http://www.tet.e-technik.uni-kassel.de

xaviera-vaughan
Download Presentation

Universität Kassel Fachbereich Elektrotechnik / Informatik (FB 16)

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript

  1. Numerical Methods of Electromagnetic Field Theory I (NFT I)Numerische Methoden der Elektromagnetischen Feldtheorie I (NFT I) /10th Lecture / 10. Vorlesung Dr.-Ing. René Marklein marklein@uni-kassel.de http://www.tet.e-technik.uni-kassel.de http://www.uni-kassel.de/fb16/tet/marklein/index.html Universität Kassel Fachbereich Elektrotechnik / Informatik (FB 16) Fachgebiet Theoretische Elektrotechnik (FG TET) Wilhelmshöher Allee 71 Büro: Raum 2113 / 2115 D-34121 Kassel University of Kassel Dept. Electrical Engineering / Computer Science (FB 16) Electromagnetic Field Theory (FG TET) Wilhelmshöher Allee 71 Office: Room 2113 / 2115 D-34121 Kassel Dr.-Ing. René Marklein - NFT I - Lecture 10 / Vorlesung 10 - WS 2005 / 2006

  2. FIT Discretization of the 3rd and 4th Maxwell’s Equation /FIT-Diskretisierung der 3. und 4. Maxwellschen Gleichung FIT Maxwell’s grid equations / Maxwellsche Gittergleichungen Maxwell’s equations in integral form / Maxwellsche Gleichungen in Integralform ? Dr.-Ing. René Marklein - NFT I - Lecture 10 / Vorlesung 10 - WS 2005 / 2006

  3. FIT Discretization of the 3rd Maxwell Equation /FIT-Diskretisierung der 3. Maxwellschen Gleichung Integral form / Integralform Differential form / Differentialform Dr.-Ing. René Marklein - NFT I - Lecture 10 / Vorlesung 10 - WS 2005 / 2006

  4. FIT Discretization of the 3rd Maxwell Equation (…) /FIT-Diskretisierung der 3. Maxwellschen Gleichung (...) Dr.-Ing. René Marklein - NFT I - Lecture 10 / Vorlesung 10 - WS 2005 / 2006

  5. FIT Discretization of the 3rd Maxwell Equation (…) /FIT-Diskretisierung der 3. Maxwellschen Gleichung (...) Dr.-Ing. René Marklein - NFT I - Lecture 10 / Vorlesung 10 - WS 2005 / 2006

  6. FIT Discretization of the 3rd Maxwell Equation (…) /FIT-Diskretisierung der 3. Maxwellschen Gleichung (...) Dr.-Ing. René Marklein - NFT I - Lecture 10 / Vorlesung 10 - WS 2005 / 2006

  7. FIT Discretization of the 3rd Maxwell Equation (…) /FIT-Diskretisierung der 3. Maxwellschen Gleichung (...) Dr.-Ing. René Marklein - NFT I - Lecture 10 / Vorlesung 10 - WS 2005 / 2006

  8. FIT Discretization of the 3rd Maxwell Equation (…) /FIT-Diskretisierung der 3. Maxwellschen Gleichung (...) Dr.-Ing. René Marklein - NFT I - Lecture 10 / Vorlesung 10 - WS 2005 / 2006

  9. FIT Discretization of the 3rd Maxwell Equation (…) /FIT-Diskretisierung der 3. Maxwellschen Gleichung (...) Dr.-Ing. René Marklein - NFT I - Lecture 10 / Vorlesung 10 - WS 2005 / 2006

  10. FIT Discretization of the 3rd Maxwell Equation (…) /FIT-Diskretisierung der 3. Maxwellschen Gleichung (...) Dr.-Ing. René Marklein - NFT I - Lecture 10 / Vorlesung 10 - WS 2005 / 2006

  11. FIT Discretization of the 3rd Maxwell Equation (…) /FIT-Diskretisierung der 3. Maxwellschen Gleichung (...) Maxwell’s equations in integral form / Maxwellsche Gleichungen in Integralform Discrete grid equations in local matrix form / Diskrete Gittergleichungen in lokaler Matrixform Discrete grid equations in global matrix form / Diskrete Gittergleichungen in globaler Matrixform with / mit Dr.-Ing. René Marklein - NFT I - Lecture 10 / Vorlesung 10 - WS 2005 / 2006

  12. Discrete Local and Global Gradient, Divergence, and Curl Operators / Diskrete lokale und globale Gradienten-, Divergenz- und Rotationsoperatoren Discrete gradient operator / Diskreter Gradientenoperator Discrete curl operator / Diskreter Rotationsoperator Discrete divergence operator / Diskreter Divergenzoperator Dr.-Ing. René Marklein - NFT I - Lecture 10 / Vorlesung 10 - WS 2005 / 2006

  13. 3-D FIT – … Discrete Grid Equations in Local Matrix Form / 3D-FIT – ... diskreten Gittergleichungen in lokaler Matrixform Electric Gauss’ grid equation – 3rd Maxwell’s grid equation in global matrix form / Elektrische Gaußsche Gittergleichung – 3. Maxwellsche Gittergleichung in globaler Matrixform Dr.-Ing. René Marklein - NFT I - Lecture 10 / Vorlesung 10 - WS 2005 / 2006

  14. 3-D FIT – … Discrete Grid Equations in Local Matrix Form / 3D-FIT – ... diskreten Gittergleichungen in lokaler Matrixform Magnetic Gauss’ grid equation – 4th Maxwell’s grid equation in global matrix form / Magnetische Gaußsche Gittergleichung – 4. Maxwellsche Gittergleichung in globaler Matrixform Dr.-Ing. René Marklein - NFT I - Lecture 10 / Vorlesung 10 - WS 2005 / 2006

  15. FIT Discretization of the 3rd and 4th Maxwell’s Equation /FIT-Diskretisierung der 3. und 4. Maxwellschen Gleichung FIT Grid Equations Maxwell’s grid equations / Maxwellsche Gittergleichungen Governing Analytic Equations Maxwell’s equations in integral form / Maxwellsche Gleichungen in Integralform Dr.-Ing. René Marklein - NFT I - Lecture 10 / Vorlesung 10 - WS 2005 / 2006

  16. End of Lecture 10 /Ende der 10. Vorlesung Dr.-Ing. René Marklein - NFT I - Lecture 10 / Vorlesung 10 - WS 2005 / 2006

More Related