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E - Bibliothèque et Archives Canada

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Fig 3.18: Magnitude of

Fig 3.18: Magnitude of cumnt disbiôuüon on a sbip of width w0.2 A illuminated by a TEz piam m e incident at q'=W (J in Nm, p in A). k Muitipîe d i UTD sduüori, aoo MM Ath 200 seg-1 Fig 3.19: Magnitude d cuvant disaibution on a strip of width ~ ~ 0 A illuminated . 2 by a TG plane umve incident at q'=û.SO (J in A/m, p in A). E Muiüpîe di- UTD solution, ooo MM with 200 seg-1 Fig 3.10: Magnihide of current diibuüon on a sûip of Mth HFO.1 A illumie ôy a TG plane urne inddent at qS=600 (J in Nm, p in A). f- Mutbiple diffradkn UTD sdutkn, ocm MM Wh 200 =me-1 Fb 3.21: Magnitude of current distribution on a strip of width w=O.lA illuminaked by a TEz plarie w e incident at ~'400 (J in Nm, p in A). E- Multiple diffradioii UTD sdutfon, ooo MM Wth 206 seg-1- Fig 3-22: Magnitude of currerit distribution on a strip of width wO.1 A illumimted &y a TEr plane w e incident at (p'=O.SO (J in Nm, p in A). Multiple di- UT0 soiution, ooo MM with 200 seg-1 Figum 3-23: f Ez plane mve incident on mctangular cyiinder. Figure 3.25: Magnitude of cunenf ômdty distribution (J in Nm) on the uirfaœ af a squsn, cylinder (radiuea) illuminated by a T G piane wsve at an mgle of inadcms of 89.9' (kF10. a=1.5915 A ). E- UTD, ooo MM ] 04 Figum 3.26: Magnituâe d wTCidnf âemity \J in Ami) ai a muon, cyîindw illuminated by a TEr ploi*, uwe 1 an angle of inciderrce of 89.9 (ka=5, a=0.79W A ). k UTD, ooo MM ] 85 Figure 3.n: ~ ~ o f a m n t ~ ~ J i n A m i ) a i a ~ ~ 1 ~ 8 q r Y ~ I l m i n s i s d ô an angle of inciderice of 89.9 (ka=2, m.3183 A ). UTD, ooo MM ] 86

Figur, 3.28: Magnihide of cunient density (J in Alm) on a square minde# ilkminatd by a TG plane niiave at anangleofincidenœ&89.~~(bl, i~0.15~1 A). UTD. aoo MM] 87 Figur, 3.29 : Magnitude of current deastg (J in Ah) on a aqme cylinder illumimtd by a T B plane wsve at an angle of iricideriee uf 60 (ka=2, a=0.3183 A ). UTD, ooo MM ] 88 Fbun 3.30: Magnitude of anant demp (J in Ami) cm a squéue cylinder illuminated by a T U plane weve at an angle of inciderice of 60 (ka=l, W. 1591 A ). UTD, ooo MM ] 89 Fbum 3.31 : Scatteried fields geomebies due to surface cunient on pMes in the x and y am's. 92 Figum 3.32 : Scatteried field on AB due to dher cyfinder segments. Figure 3.33 : Scattered fields on BC due to dher cylirider segments Figur, 3.34 : Scatteried fields on CD due to dher minder segmenb Figuro 3.36: Scattered fields on DA due to dher cyîinder segments Figure 4.1: Magnitude of CU& disMkRion on the surface of a haif pime (n=2) illuminated by a TMz plane m e at Q' =90 O (J in A/m,p in &ND. 112 Figuro 4.2: Magnitude of current distribution on the surface of a mht edge (n=1.5) illuminatecl by a TMz plane wave at q' =90 O (J in A/m,p in A)-üTD. 113 Figure 4.3: Magnitude of cunieiit distribution on aie surface of a straight edge (n=1.5) illuminated by a TMz plane wve at Q' =13S0 (3 in A/m,p in +iJTD. 114 Figur, 4A Magnitude of cunent distribution on the surhœ oï a haif plane illuminated by a TMz plane w e at almogt gdng incidence ~'=0.05 O (J in Ahn, p in A)- (UTD). 115 Figur, 4.5: Magnitude of ainient density disbibutkm on the surface d a haif plane illuminalied by a TMz plane~iraveatcp'~~(JinA(m,pinÂ)-Modddutionusi~facoonslarderBesselhrndions. 116 Figum 4.6: ~idannntdemity(JinAlm)mulb'pîiiby fi PkngtherrfsgofaMpIam illuminîated by a TMz plane mue at Q' r90 O ( p in X)-. 117

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