縺02 縺07 縺 , 縺05 [
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- はな さかいざわ
- 9 years ago
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1 1309ｨ , ﾀ 縺 縺 ｨ , ｨ , ｨ ｨ , , Z E= ｭmco6 9 ｨｬ ｨ , E , 01 ｨ ｨ : ( ) ( ) : , ｨ. ﾀ , , ﾁ , , ｨ , ｨ PACS numbrs: p, Cr, ﾀ i (667) (668). 3. ﾀ (671) (672) ｨ (675) ｨ (676) ｨ (678) (678) ｨ ﾁ ｨ ｨ , ｨ , 縺 ｨ ﾁ , ｨ , ﾀ , , , (095) ; (095) E-mil: [email protected]; [email protected] , , , ｨ ｨ ｨ ｨ [1] ｨ ﾁ [2] ｨ , [1, 2] , , , , , , ｨ , ﾀ ｨ , ﾀ05ｨ , ｨ , , , ｨ , , , 縺 , ｨ [2] , , , , ｨ ﾀ ｨ ｨ , ｨｬ # ,
2 縺02 縺07 縺 , 縺05 [ ｨ o, ｨｬ o ｨ ｨ ｨ , ｨ E H ｨ E E 0 p i ｭkr 1 7 ot6 9 ; H H 0 p i ｭkr 1 7 ot6 9 ; ｭ E 0, H 0 ｨｬ ｨ , k ｨｬ , o ｨｬ E, H 09 k ｨ ｨ ﾀ ｨ dp E 6ｦ0 c vh07 ; ｭ mv p q mvg ; ｭ ｭv=c6 9 2 m ｨｬ , v ｨｬ , g ｭv=c =2 ｨｬ ｨ ｨ , ｨ ｨ E, ｨｬ ｨ H, ｨｬ k. 05 ｨ : dp E 1 7 c v H ; dp 0 ; dp c v H : 0908 ｨ , , , ﾀ , (4) , , E 09 k ｨ ﾀ ｨ o. ﾀ05ｨ p , , , o p. ﾀ ｨ ﾁ , , p ｨ ﾁ ｨ o. ﾀ05ｨ p , o , ｨ ｨ, ｨ 0500ｨ , p, p 09 p , , ｨ ( ﾁ00) ｨ , [2] ( ﾁ00 48), , ﾀ0709 ｨ ﾁ , ｭ ﾁ , ｨ 縺 ﾁ ｨ , ｨ ﾁ, , , ｨ , ﾁ , , , , ｨ ｨ ﾁ ｨ [4], ｨ , ﾁ, [4] , , ｨ ｨ ｨ ﾀ0709 ｨ , ﾁ ｨ , ﾁ ﾀ ﾁ ｨ ﾁ ﾀ ｨ , ｨ , , ﾀ05ｨ ｨ ｨ ｨ ﾁ j k 1 7 ot ( , , ｨ 0500ｨ ) , , ｨ , ｨ ｨ , A. ﾀ p 0m ｨｬ , p 0m ｭ p 00 ; p 0 ; p 0 ; p : ｨ ｨ ｨ p p p p 2 0 m 2 c 2 : 縺 , 02 ｨ p 0m m. ﾀ0709 ｨ ｨ , p 0m (2) ｨ
3 , 02 6] 縺06 縺 縺 ｧ 縺0303 閨 縺00 05 縺 p 0m 09 A: p m p 0m 1 7 c A pa m 6ｦ0 k m c kp A 2 c 2 ; ｭ56 9 2kp k m ｨｬ ｭo=c; k ; k ; k 6 9, 00 A m ｭA 0 ; A ; A ; A 6 9. ﾀ , A m A j k m m k k 1 7 k 1 7 k : ﾁ , k ｭk ; k ; k pa 09 kp ｨ : pa p 0 A p A 1 7 p A 1 7 p A ; kp k 0 p k p 1 7 k p 1 7 k p : [3] (5) A m p 0m , , p 0m p m , A m (5) ｨ , , A ｨ ｨ 0500ｨ A. 05 ｨ ｨ , ｨｬ , (5) p p c A ; p p 0 ; p p 0 6ｦ0 k 1 7 c p 0 p 00 6ｦ0 k c cp 0 A o ｭ p p ｦ0 2 c 2 cp 0 A o ｭ p p c 2 ｭ66 9 ｭ76 9 ca 2 ; ｭ86 9 2o ｭ p p ca 2 : ｭ96 9 2o ｭ p p p 0 09 p, , p 0 09 p : p p p p 0 const : ｭ (6) 05 (10) ｨ ｨ ｨ A A 0 cos c ; ｭ c o 1 7 ot 6ｦ0 j ; c A ｨ 0500ｨ ﾀ0709 ｨ ｨ , ｨ , ｨ (6) 05 (10) , ｨ. ﾀ t * ｨ , (6), p 0 c A ｭ 0; t 06 9 c A 0 cos j : ｭ126 9 ﾀ0709 ｨ p p c A 0 ｭcos j 1 7 cos c6 9 : ｭ ｨ ﾁ , ｨ ﾁ ｨ ｨ ( ), h p i c A 0 cos j : ｭ ﾁ j ﾁ ﾀ0709 j p=2 6ｦ0 np ﾁ , p , h p i (14) , ｨ, ﾁ, , ﾁ , p (8) 縺 ﾁ (8), , ｨ 0900 ﾁ ｭ p p ﾁ (10) , ｨ , p p mc. ﾀ05ｨ p p p 0 6ｦ0 k 1 7 p 0A ｭc6 9 omc 6ｦ0 2 A 2 ｭc6 9 2omc 2 : ｭ , p , (11) p 0 : p A 2 0 cos2 j 2 mc 3 : ｭ ｨ ﾁ p p 1 2 A 2 0 cos2 j 2 mc 3 6ｦ A 0 cos ja ｭc6 9 mc 3 6ｦ0 2 A 2 ｭc6 9 2mc 3 : ｭ176 9 ﾀ p , ｨ , , ｨ. ﾀ , ｨ : h p i 2 A 2 0 ｭcos 2j 6ｦ : 4mc 3 ｭ ｨ ﾁ , ﾁ
4 縺02 縺07 縺 , 縺05 [ ﾁ00ｨ ﾁ j , ｨ ﾁ : ｨ ( ) ( ). ﾀ0709 ｨ ﾁ , ﾁ000807, ﾁ , ( ) ﾁ , ﾁ ﾁ , ﾁ ﾁ (9) ｨ , p 0 W=c, W ｨｬ ｨ (10) p p ｨ (8) 09 (9) , p 0 09 p , , A, A 2. ﾀ A o, , A 2, o , ﾁ (6) 05 (9) ﾁ A c o 1 7 ot 6ｦ0 j ; c ｨ ﾁ : ｭt , c o ｭt ot 6ｦ0 j ; c ｭt t , ｨ v v c, , ｨ , v, ｭt6 9 vt ; c o v vt 1 7 ot 6ｦ0 j ot c c ｦ0 j : 0908 ｨ , , o, , ｨ , o 0 o ｭ1 1 7 b6 9 o 2g 2 ; b v=c, 00 g ｭ1 1 7 b =2. ﾀ05ｨ ( ) , ｨ , , ﾁ , T 2p=o, , ｨ , , T 0 4pg 2 =o ｨ , T 0 2p o ｭ1 1 7 b cos 6 9 : ﾁ (8) 09 (9) p 09 p 0, , ｨ ｨ , ｨ , ｨ p 09 p ﾀ0709 ｨ T 0 ｨ , ｨ ｨ p 09 p 0, , ﾁ j , , (11), j ﾁ , t ﾁ000109, ｨ , , , ｨ ｨ , ｨ ｨ. 縺 , , ｨ , , , , ｨ ﾀ [2] , ｨ , ｨ , ｨ ｨ ｨ , ﾀ , , ｨ v. ﾀ , ｨ , , ｨ T , ｨ ｨ, ｨ r r ｭt6 9, ﾁ r ｭt ｨ r ｭt 6ｦ0 T 6 9 r ｭt6 9 6ｦ0 vt : ｭ ｨ , ﾁ T : v ｭt 6ｦ0 T 6 9 dr ｭt 6ｦ0 T 6 9 v ｭt6 9 : ｭ , , ｨ ,
5 , 02 6] 縺06 縺 縺 ｧ 縺0303 閨 縺00 05 縺 r r ｭt6 9, o ﾁ A o ｭr A: A o ｭr q 2pc v ｭt6 9 dr ｭt6 9 p ｭikr6 9 r ｭ ; k o c n ; v ｭt6 9 p i ot 1 7 k r ｭt6 9 ; ｭ216 9 n r jrj ; ｭ226 9 n ｨｬ , , , ｨ r. ﾀ , ｨ , , T t : ｭ 1... X ｭ ｭn6ｦ016 9T... ; ｭ n nt n ｨ : I n ｭ ｭn6ｦ016 9T nt v ｭt6 9 p i ot 1 7 k r ｭt6 9 : 0908 ﾁ ｭ ｭ , r ｭt 6ｦ0 nt 6 9 r ｭt6 9 6ｦ0 nvt ; v ｭt 6ｦ0 nt 6 9 v ｭt6 9 : ｭ246 9 ﾀ05ｨ I n p in ｭo 1 7 kv6 9t ｭ T v ｭt6 9 p i ot 1 7 k r ｭt6 9 : , , ﾁ ｭ216 9, ｭ v ｭt6 9 p i ot 1 7 k r ｭt6 9 X p in ｭo 1 7 kv6 9T ｭ T v ｭt6 9 p i ot 1 7 k r ｭt6 9 : n 0 ｭ ｨ ｨ , ﾁ : X p in ｭo 1 7 kv6 9T X d ｭo 1 7 kv6 9T 1 7 2ps ; ｭ266 9 n s s ｨｬ 02ｨ 縺 A, ｨ ｨ , A o ｭr6 9 q 2pc ｭ T 0 p ｭikr6 9 r X d ｭo 1 7 kv6 9T 1 7 2ps s v ｭt6 9 p i ot 1 7 k r ｭt6 9 : ｭ ﾁ ｭ , ｨ , ﾁ ｨ , ｭo 1 7 kv6 9T 1 7 2ps 0 : ｭ ｭ226 9 ｨ ｭ2p=T 6 9s o ｭv=c6 9 cos ; ｭ ｨｬ ｨ v n ｭ296 9 ｨｬ ｨ ﾁ , ｨ , T, ﾀ05ｨ ﾁ p=T , ｭ ｨ , , [3]. 3. ﾀ , , , , , , , ｨ ﾀ (2) , ｨ ﾁ (2) , ｨ p, ｨ ｨｬ v , v ｨ , , (2) v: v dp 2 dg Ev mc : ｭ ｨ (3) dp m dgv m g dv 6ｦ0 mc 2 v ｭEv6 9 : ｭ316 9 ﾀ ｨ ﾁ (2), , ｨ db E 6ｦ0 bh b ｭbE6 9 ; ｭ b v=c 09 g ｭv=c =2 ｨｬ ( c) 09 ｨ ( mc 2 ).
6 縺02 縺07 縺 , 縺05 [ (32) b : db E 6ｦ0 b H 1 7 b H 1 7 b ｭb E 6ｦ0 b E 6ｦ0 b E 6 9 ; ｭ336 9 db E 6ｦ0 b H 1 7 b H 1 7 b ｭb E 6ｦ0 b E 6ｦ0 b E 6 9 ; ｭ346 9 db E 6ｦ0 b H 1 7 b H 1 7 b ｭb E 6ｦ0 b E 6ｦ0 b E 6 9 : ｭ356 9 縺 , (2), (3), (30) 05 (35) ｨ ｨ ｨ , ｨ ｨ (33) 05 (35) ﾀ b b , ｨ , 縺 ｨ Z v c b E mco : ｨ Z ' El , E l Z Z , : b b ｭ06 9 b b ｭ06 9 6ｦ0 b ｭ16 9 6ｦ0... ; b b ｭ06 9 6ｦ0 b ｭ16 9 6ｦ0... ; 6ｦ0 b ｭ16 9 6ｦ0... ; ｭ06 9 6ｦ0 ｭ16 9 6ｦ0... ; ｭ06 9 6ｦ0 ｭ16 9 6ｦ0... ; ｭ06 9 6ｦ0 ｭ16 9 6ｦ0... ; ｭ06 9, ｭ06 9, ｭ b ｭ06 9, b ｭ06 9, b ｭ06 9 ｨｬ ﾀ Z ﾁ , ｨ Z El= ｭ2pmc ｨ ｨ, ｨ l ｨ , Z , ｨ ｨ 08 ｨ ｨ , ｨ , , , ｨ , ｨｬ , ｨ ｨｬ ﾀ t ｨ ｨ g 1. ﾀ ｨ E E sin ｭot 1 7 k 6ｦ0 j6 9 ; H H sin ｭot 1 7 k 6ｦ0 j6 9 ; ｭ j ｨｬ ﾁ ﾀ E ｨ (33). ﾀ0709 ｨ , mc E : ｨ E b ｭ cos ｭot 1 7 k 6ｦ0 j6 9 6ｦ0 C ; mco ｭ376 9 ｭ C E cos b ｭ ｭot 1 7 k 6ｦ0 j cos j : ｭ396 9 mco , , , ( ﾁ000509) ｨ ﾁ ﾁ v d ﾁ00, ﾁ (39) , E b d cos j : ｭ406 9 mco , cos j 0, ﾁ j ﾁ ｨ, , , ｨ ｨ 縺 , ﾁ j ﾁ , , ｨ , ﾁ , ﾁ00, j, ｨ. ﾀ0709 ｨ ｨ , ﾁ00ｨ (39) ｭ 縺 (35) ｨ, ｨ : db E cos ｭot 1 7 k 6ｦ0 j cos j mc o mc E sin ｭot 1 7 k 6ｦ0 j6 9 : ｭ , E H. ﾀ b 1 2 E cos 2 ｭot 1 7 k 6ｦ0 j moc cos j cos ｭot 1 7 k 6ｦ0 j6 9 6ｦ0 2 6ｦ0 cos 2j : ｭ426 9
7 , 02 6] 縺06 縺 縺 ｧ 縺0303 閨 縺00 05 縺 ,8 00 5,0 01 5,0 02 =l =l =l 0 =l 0,05 0 0,05 =l 0 0,05 =l 1 70,8 1 75,0 1 75, , ｨ ｨ ｨ ｨ , : (00) Z 0;1; (01) Z 1; (02) Z ｨ , , , (42) , ﾁ b d E 2 6ｦ0 cos 2j07 : moc ｭ ﾁ b d 1 E 2 4 mco , ﾁ j ｭp=26 9 pn, 0405 b d 3 2 E 4 mco , ﾁ j pn. 0405, , ｨ ﾁ , ﾁ ｨｬ , ｨ, ｨ , ﾁ ｨ ﾁ ｨ , ｨ ﾁ ｨ (40) 09 (43) 0400ｨ ﾁ00, ﾁ (14) 09 (18), 縺 , ﾁ (40) 09 (43), , , ｨ ｨ [5] , , , ｨ ｨ , ｨ ｨ ｨ , , ﾁ000807, , ﾀ , ｨ ｨ ｨ ｨ , , , 00 ｨ , =l 09 =l, l ｨｬ , 閨0700 ﾁ ｨ Z El= ｭ2pmc ｨ Z 0; , ｨ Z 1;0 ｨｬ , ｨ Z 2;0 ｨｬ Z 0; ｨ ｨ 09, Z ( ) ﾁ , , Z 0;
8 縺02 縺07 縺 , 縺05 [ ｨ ( ｨ ); ﾁ ﾁ , ﾁ ｨ ﾀ b b 0, ｨ ｨ , b b 0, ｨ 0500ｨ ｨ ﾀ g ｭ1 1 7 b b = , ｨ , ｨ ｭ1 1 7 b 2 0 mgc 6 9E ; ｭ b0 b mgc 0 E ; ｭ456 9 b0 H : ｭ466 9 mgc ﾀ E ﾀ ｨ b b ｭ06 9 6ｦ0 b ｭ16 9 b ｭ1 1 7 b E mgco cos ｭot 1 7 k 6ｦ0 j cos j ; b b ｭ06 9 6ｦ0 b ｭ16 9 E b 0 6ｦ0 b 0 b 0 mgco cos ｭot 1 7 k 6ｦ0 j cos j ; E b b ｭ06 9 6ｦ0 b ｭ b 0 mgco cos ｭot 1 7 k 6ｦ0 j cos j : ｭ476 9 ｭ486 9 ｭ (47) 05 (49) , ﾁ , 09 E b d ｭ1 1 7 b cos j ; mgco ｭ506 9 E b d 1 7b 0 b 0 cos j ; mgco ｭ516 9 b d b 0 E mgco cos j : ｭ ｨ 09, ｨ , , Z , o, o, , ｨ , ｨ, , ｨ , ｨ ｨ , , ﾀ0709 ｨ ｨ ｨ , ｨ ｨ ﾀ , ｨ E ｭ H ｭ16 9, ｨ ｨ E ｭ , H ｭ16 9 ｨｬ , ﾀ E ｭ H ｭ26 9, , , ｨ , ｨｬ ｨ E E ｭ16 9 6ｦ0 E ｭ26 9 E sin ｭot 1 7 k 6ｦ0 j6 9 6ｦ0 6ｦ0 E sin ｭot 6ｦ0 k 6ｦ0 j6 9 2E sin ｭot 6ｦ0 j6 9 cos k ; ｭ536 9 H H ｭ16 9 6ｦ0 H ｭ26 9 H sin ｭot 1 7 k 6ｦ0 j H sin ｭot 6ｦ0 k 6ｦ0 j H cos ｭot 6ｦ0 j6 9 sin k : , ( ) ﾁ ｨ 09. ﾀ E (37) , , ｨ ｨ b t E cos b j 1 7 cos ｭot 6ｦ0 j6 9 cos k : ｭ546 9 mco , , , ﾁ ｨ ( ). 0405, , ﾁ ﾁ , , l= ( ), ﾁ00 ｨ ｨ , , l=2, 0509 ｨ , ｨ ｨ ﾁ050200ｨ , (54) (35) db mc b H E 2o mc cos j cos ｭot 6ｦ0 j cos 2 ｭot 6ｦ0 j6 9 sin 2k : ｭ ,
9 , 02 6] 縺06 縺 縺 ｧ 縺0303 閨 縺00 05 縺 : db 1 2 E sin 2k : ｭ566 9 o mc 0908 ｨ , , ｨ F: db hf i mc 1 7grd F ; ｭ F 2 E 2 mo 2 cos2 k : ｭ ｨ , ｨ ｨ ｨ , ｨ ｨ ｨ 0500ｨ ｨ 閨 [6] ｨ ( ) ｨ ﾀ ｨ , ｨ ﾀ , ｨ ｨ 0909 ｨ , ｨ , , ｨ ｨ ( ). ﾀ ｨ E ｭ16 9 E sin ｭot 6ｦ0 j 1 7 k sin 1 7 k cos 6 9 ; H ｭ16 9 E cos sin ｭot 6ｦ0 j 1 7 k sin 1 7 k cos 6 9 ; ｭ596 9 H ｭ E sin sin ｭot 6ｦ0 j 1 7 k sin 1 7 k cos 6 9 ; ｨｬ E ｭ26 9 E sin ｭot 6ｦ0 j 6ｦ0 k sin 1 7 k cos 6 9 ; H ｭ26 9 E cos sin ｭot 6ｦ0 j 6ｦ0 k sin 1 7 k cos 6 9 ; ｭ606 9 H ｭ26 9 E sin sin ｭot 6ｦ0 j 6ｦ0 k sin 1 7 k cos 6 9 : ｨ E ; E 09 H ｨ. ﾀ050205, ﾁ , E ｭ16ｦ E cos ｭk sin 6 9 sin ｭot 6ｦ0 j 1 7 k cos 6 9 ; H ｭ16ｦ E cos cos ｭk sin 6 9 sin ｭot 6ｦ0 j 1 7 k cos 6 9 ; ｭ616 9 H ｭ16ｦ E sin sin ｭk sin 6 9 cos ｭot 6ｦ0 j 1 7 k cos 6 9 : (61) ｨ , ｨ ｨ , E ｭ16ｦ sin ｭot 6ｦ0 j 1 7 k cos 6 9, ｨ E cos ｭk sin 6 9, , ｨ ｨ , ﾁ (61) , (61) ﾀ ｨ cos ｭk sin 6 9, , ｨ ｨ 1 k sin p 2 6ｦ0 n ; ｭ n 0; 1; 2;... ; ｨ ｨ. ﾀ ｨ H 1 E 1 l 1 2 sin 2 6ｦ0 n 縺 sin 09 cos sin l 2 ; H 2 E 2 k 2 k 1 k 2 k , ｨ ｨ (00) ｨ , (01) s l 2 cos : 2 ﾀ ｨ (61), ｨ E 2E cos sin ｭot 6ｦ0 j 1 7 k 6 9 ; s l H 2E cos sin ｭot 6ｦ0 j 1 7 k 6 9 ; ｭ l H 2E sin cos ｭot 6ｦ0 j 1 7 k 6 9 ; 2 E E H 0 ; 00 01
10 縺02 縺07 縺 , 縺05 [ o 2pc=l, l ｨｬ , k k cos k ｭl= ｭ =2, k 2p=l (63) ｨ ｨ ｨ , ｨ ｨ ｨ ｨ 0500ｨ ｨ E, ｨ ｨ 0500ｨ H ﾁ ｨ v ph c cos c q l= ｭ26 9 : ｭ ﾁ (64), ﾁ ｨ ｨ 0500ｨ E, ｨ ｨ , ﾁ , ｨ ｨ, TE ﾀ ﾁ , ｨ ｨ , ｨ ( ). ﾀ ｨ ｨ E ｭ16 9 E cos sin ｭot 6ｦ0 j 1 7 k sin 1 7 k cos 6 9 ; E ｭ E sin sin ｭot 6ｦ0 j 1 7 k sin 1 7 k cos 6 9 ; ｭ656 9 H ｭ16 9 E sin ｭot 6ｦ0 j 1 7 k sin 1 7 k cos 6 9 ; E ｭ26 9 E cos sin ｭot 6ｦ0 j 6ｦ0 k sin 1 7 k cos 6 9 ; E ｭ26 9 E sin sin ｭot 6ｦ0 j 6ｦ0 k sin 1 7 k cos 6 9 ; ｭ666 9 H ｭ26 9 E sin ｭot 6ｦ0 j 6ｦ0 k sin 1 7 k cos 6 9 : s l 2 E 2E cos 2 l E 2E sin 2 H 2E cos E H H 0 : sin ｭot 6ｦ0 j 1 7 k 6 9 ; cos ｭot 6ｦ0 j 1 7 k 6 9 ; sin ｭot 6ｦ0 j 1 7 k 6 9 ; ｭ , ｨ ｨ ｨ ｨ 0500ｨ E. ﾀ (67) , ｨ (63), , 0405, , ( ｨ ) , l , ｨ , ｨ ｨ , ｨ ｨ , ｨ (63) , ｨ , , , g 1, mc E : ｭ686 9 ﾀ b ｭ E mco cos cos ｭot 6ｦ0 j 1 7 k cos j : ｭ696 9 ﾀ ｨ (34) 09 (35), , ｨ ( ): db ｭ26 9 mc ｭ1 7b H 6 9 l 2o 2E 2 cos mc sin cos ｭot 6ｦ0 j 1 7 k cos j cos ｭot 6ｦ0 j 1 7 k 6 9 ; ( ): db ｭ26 9 mc ｭb H w 2 2E cos 2 o mc cos ｭot 6ｦ0 j 1 7 k cos j sin ｭot 6ｦ0 j 1 7 k 6 9 ; s l w : 2 ｭ706 9 ｭ716 9 ﾀ (70) 09 (71) , ｨ , , ｨ , ｨ ( (71)) , ｨ , ｨ ｨ 0500ｨ (70), db ｭ26 9 l o 2 E cos mc sin : ｭ726 9 縺0908ｨ , , , ｨ ｨ [6], , ｨ E ｭ; ; 6 9 p ｭiot6 9 ; , ｨ , F mo 2 grd E ｭ; ; : ｭ736 9
11 , 02 6] 縺06 縺 縺 ｧ 縺0303 閨 縺00 05 縺 F, ｨ ｨ , , ｨ 閨 db = F, (72): db ｭ26 9 F mc l o 2 E 2 mc cos sin qhe 2i 4mo 2 : ｭ746 9 q , F, ﾁ (74), , ﾁ (73). ﾀ (70) 09 (71) ( , ｨ ): b ｭ26 9 b ｭ26 9 l 2 E cos 2 mco sin 2ot 6ｦ0 sin 2 ｭot 6ｦ0 j 1 7 k cos j sin ｭot 6ｦ0 j 1 7 k 6 9 6ｦ0 sin 2j ; E 2 cos w cos 2 2 ｭot 6ｦ0 j 1 7 k mco cos j cos ｭot 6ｦ0 j 1 7 k 6 9 6ｦ0 2 6ｦ0 cos 2j : ｭ756 9 ｭ ﾁ (75), ｨ , , 縺 (74). 05 ﾁ (75) 09 (76) , , ｨ , ﾀ05ｨ ﾁ (75) , , , , ｨ ｨ ﾁ (75) , , ﾁ ﾁ b d l 2 E cos 2 mco sin sin 2j : ｭ ﾁ (76), , , ﾁ (75) 09 (76) , , , ｨ, (75) 09 (76) , ﾁ ﾁ , ﾀ , , ﾁ00ｨ , , ﾁ , 縺 , ﾁ, (71), ｨ , ﾀ , , ｨ , ｨ (63) ｨ , ﾀ ｨ ( ), ｨ ( ). ﾀ b b 0, ｨ ｨ , b b 0, ｨ 0500ｨ ｨ ﾀ0709 ｨ g ｭ1 1 7 b b = Z, ｨ , ｨ fe 6ｦ0 b 0 H 1 7 b 2 0 E g ; f1 7b 0H 1 7 b 0 b 0 E g ; fb 0H g : ｭ786 9 ｭ796 9 ｭ806 9 ﾀ ｨ (63) (78) 09 (80), E ｭ1 1 7 b ｦ0 l 6ｦ0 b 0 sin Ot cos ｭot 6ｦ0 j 1 7 k 6 9 ; 2 ｭ E b 0 w cos Ot sin ｭot 6ｦ0 j 1 7 k 6 9 ; ｭ O pcb 0 =, ｨ ｭ06 9 cb 0 t. ﾀ E b ｭ cos Ot cos ｭot 6ｦ0 j 1 7 k cos j 6ｦ0 o 2E l 6ｦ0 b 2 0 b o 0 2 cos Ot cos ｭot 6ｦ0 j 1 7 k cos j 6ｦ0 b ｭ16 9 6ｦ0 sin Ot sin ｭot 6ｦ0 j 1 7 k 6 9 ; ｭ E cos 1 7b 0 w Ot cos ｭot 6ｦ0 j 1 7 k cos j 6ｦ0 o l 6ｦ0 b 0 sin Ot sin ｭot 6ｦ0 j 1 7 k sin j : ｭ Z, ｨ , db ｭ26 9 b ｭ16 9 H 1 7 b ｭ16 9 b 0 E : ｭ856 9
12 縺02 縺07 縺 , 縺05 [ ﾀ (83), (84) 09 (63) (85) , ｨ E H sin ｭot 6ｦ0 j 1 7 k 6 9, ｨ , sin 2 ｭot 6ｦ0 j 1 7 k H (83) E (84) db ｭ26 9 2cpb 0b 2 0 w E 2 sin 2Ot : ｭ866 9 o , , ｨ , b ｨ b 0. ﾀ05ｨ , ( b 0, b 0 ) ｨ, ｨ. ﾀ ｨ , ｨ, ｨ , ｨ , ｨ ｨ, , , , ( ) [7] , ( ｨｬ ) , E 2, ｨ , , ｨ ｨ , ｨｬ , [8] , ｨ , , ｨ ｨ , ｨ ｨ ｨ (1) E 09 H ｨ , ｨ ｨ , ｨ , ｨ , ｨ. 縺 , ｨ ﾁ ｨ ｨ , ﾁ ｨ ｨ , ｨ (" "), , ｨ ｨ ｨ ｨ Volkov D M Z. Phs (1935); ｧ (1937) , 0209 ﾁ (03.: , 1973) (1979) , (1994) ﾁ (8) 26 (2002) 6. 閨 , ｧ (1958) 7. Srov A V Lsr Phs (1997); ｨ (1998) ｧ (2001) Motion of prticls in n lctromgntic wv B.M. Bolotovski 04, A.V. Srov P.N. Lbdv Phsics Institut, Russin Acdm of Scincs Lninski 04 prosp. 53, Moscow, Russin Fdrtion Tl. (7-095) ; F (7-095) E-mil: [email protected]; [email protected] Th bhviour of chrgd prticl in th ｨｦld of monochromtic lctromgntic wv is considrd. Th motion of prticl is dtrmind not onl b th ｨｦld of th wv but lso b th initil conditions of th problm. Th trjctoris of prticls r clcultd both using ct solutions nd mploing prturbtion thor in Z E= ｭmcog6 9, th rtio of th nrg th ｨｦld trnsfrs to prticl ovr wvlngth, to th prticl's rst nrg. Two kinds of lctromgntic wvs, nml thos with coordint indpndnt mplituds (homognous wvs) nd with coordint dpndnt mplituds (inhomognous wvs) r considrd. Th motion of prticls tht r ithr t rst or mov with prscribd vlocit initill, is invstigtd. It is shown tht chrgd prticl not onl prforms n oscilltor motion but lso cuts sstmtic drift in th ｨｦld of th wv. In n inhomognous wv, cclrting pondromotiv forcs lso ct on prticl. PACS numbrs: p, Cr, ﾀ i Bibliogrph ｨｬ 8 rfrncs Rcivd 23 Octobr 2002, rvisd 26 Mrch 2003
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取扱説明書[d-01G]
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6 2 2 x y x y t P P = P t P = I P P P ( ) ( ) ,, ( ) ( ) cos θ sin θ cos θ sin θ, sin θ cos θ sin θ cos θ y x θ x θ P
6 x x 6.1 t P P = P t P = I P P P 1 0 1 0,, 0 1 0 1 cos θ sin θ cos θ sin θ, sin θ cos θ sin θ cos θ x θ x θ P x P x, P ) = t P x)p ) = t x t P P ) = t x = x, ) 6.1) x = Figure 6.1 Px = x, P=, θ = θ P
5. F(, 0) = = 4 = 4 O = 4 =. ( = = 4 ) = 4 ( 4 ), 0 = 4 4 O 4 = 4. () = 8 () = 4
... A F F l F l F(p, 0) = p p > 0 l p 0 P(, ) H P(, ) P l PH F PF = PH PF = PH p O p ( p) + = { ( p)} = 4p l = 4p (p 0) F(p, 0) = p O 3 5 5. F(, 0) = = 4 = 4 O = 4 =. ( = = 4 ) = 4 ( 4 ), 0 = 4 4 O 4 =
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