植物防疫 第64巻 3号
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- うのすけ うなだ
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1 I 275 1, The Remarked Pesticides for the Efficacy Study in Japan2009. By Naoto HAYASHI and Kyota NUMATA JPPA /3 WDG ,
2 KUF S SC ZF 9646OD 10 II KUF 2102 S SC ZF 9646OD NR SB
3 SB 917 sec GG 201WDG 25.0 KUI 109SC NR 24 CAS 014 Indoseiulus liturivorus RS 2 Campylomma chinensis IK 2121 SB 7331 Bt sec GG 201WDG KUI 109SC ANM 138 MAI ME5343 XI NNI 0711 BCI 071 SC WDG AKD 1162 SYJ 159 CAS 014 RS 2 IK 2121 SB 7331 III IV 49
4 KUF 1901 Bacillus subtilis cfu/g 50.0 NC NF NF DKI 0001 DKI 0002 DKI IKI 1145SL 30 NI 31 1 NNI XI 0601 XI 0601OD 10 KI 78 MC BPMC10.0 MEP15.0 BA BCM BCM MH MN S S 8079 L S KUF 1802 Bacillus subtillis cfu/g 20 50
5 DMH 0902 DMH 2475 HM 0830 DLHM 0932 DLHM 0934 DLHM 0936 DLHM 0938 DLHOF 0931 DLMMH 0901 MC 10 6 H DL 6 NNIF 0931 NNIF 0932 NNIF 0943 DL BCF 081 HM 0932 DL HM 0934 DLHM 0936 DLHM 0938 DLHOF 0931 DLNNIF 0950 H DLNNIF 0942 DLNNIF 0943 DL HM 0833 DLHM 0835 DLHM 0837 DLMMH MMH 0901 NNIF 0751 NNIF NNIF 0931 NNIF 0932 TKS 1 KUF 2102TKS KUF 2102 KUF 2102 BCM 082 DLHM 0830 DLHOF 0801 DLHOF 0802 DLHOF 0821 H DL DL 1 M DL KUF 2102 ALF 0712 MAF 0801EW HOF 2071 SC SC IKF 309SC KUF IKF 309SC 51
6 DKF 0113 BAF 0701 DKF 0113 SC HM 0903 IKF 309SCOK NF 170 ALF 0711 DF SYJ 204FS NF 170 Z DL SC HM 0903 SYJ 184 HM 0903 WDG SYJ 184 SC HM 0903 SC 5 WDG WDG NC 224ST WDG DKF 0113 BAF 0701 DF DF IKF 309SCKPP 206 NF WDG NF 170 IC 48Q NT 8008 M DL SYJ
7 SC SYJ 184 ALF 0711 BAF 0506 BAF 0701 WDG ALF 0711 WDG ALF 0711 BAF 0506 BAF 0701 ALF 0711 SCALF 0711 HOF 2071 WDG SC MZ DKF DKF 0113 DKF 0113 SC 20 S DF IKF 309SCNF 170 OK WDG MZ NT 8008 DKF 0113 N KPP 204 DKF DKF 0113 SYJ 184 IC 66D BAF 0506 BAF
8 IKF 309SC DKF DKF 0113 DKF 0113 DKF 0113 WDG DKF 0113 DKF 0113 WDG BAF 0701 KUF 2101 ALF DKF ALF DKF 0113 KUF 2101 ALF 0712 ALF 0712 C DKF 0113 MAF 0801SCNNF 0920 DAF 0703 Z EX KPP 205 MAF SC DKF 091WDG SYJ 214WP P P KPP
9 KNB L422 DJ KPP 105 C Paenibacillus polymyxa BS 0105 QST713 MBI600 NR 20 HAI 0404 NR 20 HAI 0404 NR 20 HAI KIF 21AL 9 21 NR 25 NR 25 NR 25 NR 25 KIF 21AL AL NR 25 AL AL KIF 21AL KIF 21AL AL
10 BCM 093 HM 0932 DLHM 0934 DLHM 0936 DLMMH 0901 MN 08 NNIF 0931 NNIF 0932 NNIF 0942 DLNNIF 0943 DL NNIF 0950 CR H DL BCM 093 HM 0807 DLHM 0822 HM 0853 HM 0854 HM 0932 DLHM 0934 DLHM 0936 DL MMH 0901 NNIF 0731 NNIF 0931 NNIF 0932 NNIF 0942 DL NNIF 0943 DLNNIF 0950 CR H DL 08 HM 0830 DLHM 0837 DLHM 0851 DLHM 0932 DLHM 0934 DL HM 0936 DLHM 0938 DLKUI 307 NNIF 0942 DLNNIF 0943 DL H DL BCM 082 DL DMH 2475 NNIF 0931 NNIF 0932 SYJ BCM 093 HM 0805 DLHM 0826 HM 0934 DLHM 0936 DL NNIF 0931 SYJ 220 XI 0603 KYS 7002 DL DMH 2475 H DL BAC 0801 BCM 093 DMH 2475 MMH 0901 NNIF 0931 NNIF 0932 SYJ 220 CR L BCM 093 DMH 2475 MMH 0901 NNIF 0931 NNIF 0932 SYJ 220 CR CR 56
11 BASF ME DF XI MA 001SC 1 WDG A 5 Z DL ME5343 DF WDG A 5 5 BCI 071 SYJ 210 ANM 138 DF SYJ 210 NI 34 RM1963K 5 BCI 071 MTI RM1963K SC BCI 071 RM1963K AKD BCI MTI
12 A BCI 071 ME5343 BCI 071 SC MA 001SC SC AL BCI 071 NI 34 SYJ 159 SC SC 5 NI 34 DF MTI 6701 DKI MTI 6701 NNI 0745 BCI MTI 446 ME DKI SL BCI 062 BCI DF DKI 1033 SL NNI 0745 NNI 0745 SC 2 5 BCI 062 NNI 0745 SG A SC
13 SL SYJ 210 NNI BCI 071 NI 34 2 ANM NNI 0745 SC 1 IKI DF NNI 0745 BCI 062 BCI WDG 10 SC DF 5 59
14 DF NI 34 2 MBCI 081 MTI 446 NI ,837 ANM 138 ME MM MA 001SC DF N AL WDG MTI 446 NK 0503 WDG WDG 60
15 EW ME5343 WDG WDG NNI SL 10 XI 0801SE WDG 10 SC S WDG 10 WDG DF NNI WDG WDG NNI 0711 MTI 446 N06 ANM NNI 0711 SYJ 159 EW MTI 446 MBCI DF MC MBCI 071 MBCI 081 MBCI 071 MBCI 081 SL MC 61
16 MBCI A ES Beauveria bassiana NR 17 ICB 06 CAS CAS KIF 21AL GL 42 KIF 21AL AL GL 39GL 42 KIF 21AL TGA 71 TGA 72 GL 42 GL 39 V A AL GL 42 AL GL 39 GL
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More information0 s T (s) /CR () v 2 /v v 2 v = T (jω) = + jωcr (2) = + (ωcr) 2 ω v R=Ω C=F (b) db db( ) v 2 20 log 0 [db] (3) v R v C v 2 (a) ω (b) : v o v o =
RC LC RC 5 2 RC 2 2. /sc sl ( ) s = jω j j ω [rad/s] : C L R sc sl R 2.2 T (s) ( T (s) = = /CR ) + scr s + /CR () 0 s T (s) /CR () v 2 /v v 2 v = T (jω) = + jωcr (2) = + (ωcr) 2 ω v R=Ω C=F (b) db db(
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0. =. =. (999). 3(983). (980). (985). (966). 3. := :=. A A. A A. := := 4 5 A B A B A B. A = B A B A B B A. A B A B, A B, B. AP { A, P } = { : A, P } = { A P }. A = {0, }, A, {0, }, {0}, {}, A {0}, {}.
More information0 = m 2p 1 p = 1/2 p y = 1 m = 1 2 d ( + 1)2 d ( + 1) 2 = d d ( + 1)2 = = 2( + 1) 2 g() 2 f() f() = [g()] 2 = g()g() f f () = [g()g()]
8. 2 1 2 1 2 ma,y u(, y) s.t. p + p y y = m u y y p p y y m u(, y) = y p + p y y = m y ( ) 1 y = (m p ) p y = m p y p p y 2 0 m/p U U() = m p y p p y 2 2 du() d = m p y 2p p y 1 0 = m 2p 1 p = 1/2 p y
More informationT T T T A 0 1 A 1 A P (A 1 ) = C 1 6 C 8C 3 = 15 8, P (A ) = C 6 C 1 8C 3 = 3 8 T 5 B P (A 1 B) = =
4 1.. 3. 4. 1. 1 3 4 5 6 1 3 4 5 6. 1 1 1 A B P (A B) = P (A) + P (B) P (C) = P (A) P (B) 3. 1 1 P (A) = 1 P (A) A A 4. A B P A (B) = n(a B) n(a) = P (A B) P (A) 50 015 016 018 1 4 5 8 8 3 T 1 3 1 T T
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