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Linton and Evans’ approach Multi-pole Trefftz method Reporter : Shing-Kai Kao Advisor: Jeng-Tzong Chen Date : 2009/04/01.

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Presentation on theme: "Linton and Evans’ approach Multi-pole Trefftz method Reporter : Shing-Kai Kao Advisor: Jeng-Tzong Chen Date : 2009/04/01."— Presentation transcript:

1 Linton and Evans’ approach Multi-pole Trefftz method Reporter : Shing-Kai Kao Advisor: Jeng-Tzong Chen Date : 2009/04/01

2 M M S S V V MSVLAB, HRE, NTOU Outline Trefftz method Addition theorem Problem statement Multi-pole Trefftz method

3 M M S S V V MSVLAB, HRE, NTOU Outline Trefftz method Addition theorem Problem statement Multi-pole Trefftz method

4 M M S S V V MSVLAB, HRE, NTOU Trefftz method-interior problem

5 M M S S V V MSVLAB, HRE, NTOU Trefftz method-exterior problem

6 M M S S V V MSVLAB, HRE, NTOU Trefftz method-annular problem

7 M M S S V V MSVLAB, HRE, NTOU Outline Trefftz method Addition theorem Problem statement Multi-pole Trefftz method

8 M M S S V V MSVLAB, HRE, NTOU Addition theorem

9 M M S S V V MSVLAB, HRE, NTOU Outline Trefftz method Addition theorem Problem statement Multi-pole Trefftz method

10 M M S S V V MSVLAB, HRE, NTOU Problem statement

11 M M S S V V MSVLAB, HRE, NTOU Outline Trefftz method Addition theorem Problem statement Multi-pole Trefftz method

12 M M S S V V MSVLAB, HRE, NTOU Multi-pole Trefftz method

13 M M S S V V MSVLAB, HRE, NTOU Multi-pole Trefftz method

14 M M S S V V MSVLAB, HRE, NTOU 2D Problem

15 M M S S V V MSVLAB, HRE, NTOU 3D problem Interior problemExterior problem radiation scattering concentric sphere eccentric sphere

16 M M S S V V MSVLAB, HRE, NTOU ~Thanks for your kind attentions~


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