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1
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3 ii
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5 iv
6 ozein Van Marum 1801 Cruiokshank Marum 1840 Schonbein 3 / atm 1
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9 V ( ) 4
10 SiO 2 5
11 O O O 2 ev O O 2 O O 2 O + O kcal O + O 2 O 3 + kcal ( ) O 2 O 68 kcal O kcal O 3 g Wh ns 6
12 7 e e e cm
13 O 8
14 3 (1) 9
15 g N g Nm 3 /N Hz 10
16 g Wh s 30 V A ( ) (ns) C A/ m 2 J/ ( ) V ev 11
17 140 W.V.Siemens 5 tan 12
18 - 13
19 ( ) 14
20 15
21 16
22 F mm (a) (b) 2 Hz 17
23 cm cm cm cm 18
24 Vd Vi 5 nm I T log(i0 I ) 19
25 Ts 20
26 = A I log 0 C Ts I x I0 x Vi V 0.11MPa M a M a min i min 21
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28 (a) (b) (a) (b) 23
29 0.2L/min V C C N C g N DS AS
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31 M a C Q min
32 C E ( ) M a C Pac 1mm Q min 27
33 M a g=0.5mm ( ) 28
34 g=0.5mm 0.6L M a Nm ac ( ) 29
35 M a /Nm η ac
36 Q C η = ( g / kwh) Pac min 31
37 V C Nm 3 32
38
39 34
40 35 Nm kwh
41 cm cm cm 1 36
42 5 AC I V Cc Cg Vc Vg 37
43 V Vc Vg Vg Vd = Vc + I Vc = ω Cc I Vg = ω Cg Cc C εε S Cc = 0 d ε 0 S Cg = d S Vc 1 = Vd 1+ ε Vg ε = Vd 1+ ε Vc Vg 38
44 min
45 (1) Vi(glass) Vg glass Vi glass V ε glass Vg ( glass) = Vi( glass) = 1.85( kv ) 1+ ε glass Vg Vi( ) 1+ ε 1+ ε Vi( ε ) = Vg ( glass) = 1.85 ( kv ) ε ε 40
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54 K K ac
55 Id g
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58 53
59 54
60 55
61 2 56
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63 2 3 58
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66 N
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76 Vd V L n
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104 3 3 3 Nm
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118 (1) C.F.Schonbein,Comptes Rendus Hendus Heebd. Seances Acad Sci., 10, 706 (1940) (2) p.275 (S-35) (3) 127 (1982-2) (4) p (5) Vol.114-D No.4 pp (1994-4) (6) : Vol.114-D No.4 pp (1994-4) (7) Vol.114 No.10 pp (1994) (8) Vol.114 No.10 pp (1994) (9) (1993) (10) Vol.28 No.2 pp (2004) (11) 2002 (12) (2003) (13) p.103 ( ) H 8 (14) S.Masuda,K. Akutsu, M.Kuroda, Y.Awatsu, and Y.Shibuya IEEE Trans. IAS, Vol.24 pp (1988) (15) Vol.113-A No.8 pp (1993) (16) S.Ushiroda, N. Yamazaki, S. Kajita, T.Tamada and Y.Kondo, 11 th Int. Conf On Gas Discharge and Their Application, 113
119 Tokyo, 324 (1998) (17) 4 10 pp (1998) (18) 74 pp (1998-2) (19) p ( ) (20) pp ( ) (21) D pp (1994-4) (22) J.C.Devins, J.Electrochem. Soc., 103, pp (1956) (23) 96 (H-8 ) (24) 431 (1994) (25) Vol.19, No.5 pp (1995) (26) B.Eliason,M.Hirth and U.Kogelschatz: J.Phys. D: Appl Phys. 20 (1987) 1421 (27) p.24(1993) (28) Vol. 3 pp (29) A (30) A Vol.120 No.6 pp (31) P58, 114
120 (32) A-117 No (33) A-117 No (34) Vol.74 No.10 pp (35) SAMARANAYAKE Janaki, Vol 74 No.10 pp (36) (37) W.V.Siemens Pogg. Ann. Chemi.,102 66(1857) (38) Vol. No.6, 521( ) (39) 127 (19829 (40) Vol. No pp (41) B Vol.96 No.11 pp (42) 127 p.7 (1982) (43).116 A, No.2 pp (44) Vol.120 A, No.6 pp (2000) (45) 122-A, Vol.122-A, No.4 pp (2002) (46) Vol.121-A, No.4, pp (2001) (47) Kazuyuki Ohe, Kiyohito Kamiya and Takashi Kimura IEEE TRANSACTIONS ON PLASMA SCIENCE Vol.27, No.6, 115
121 pp , December (1999) 8 9 ED pp.35-38(2000) (50) ED pp.51-55(2002) (51) V.I.Gibalov,M.Wronski,V.G.Samaylavich,T.Opalinske L, pp (1989-9) (52) pp (1994-3) (53) p.245 (1960) (54) 127 p (55).24, No.3 pp )(2000) (56) p.506 (1990-7) (57) PST pp (2002) (58) 20 (SPP 20) BI 3 pp (2003) (5 ) (60) Vol.97 No.2, pp (S52-1) 116
122 (61) Vol.97, No.11 pp (S52-11) (62) U.Kagelschatz : Proc. 16 th Int. Conf. Phenomena Ionized Gases, p240(1983). (63) B.Eliasson, M.Hirth and U.Kagelschatz : J.Phys.D, 20(1987)1421. (64) U.Kagelschatz :Process Technology for Water Treatment, S.Stucki, ed. New York, p.87 (1988). (65) M.Kuzumoto, Y.Tabata, K.Yoshizawa and S.Yagi : Trans. Inst. Elect. Eng. Jpn., 116 (1996)121. (66) Y.Noma, K.Goto, Y.Yamagata and K.Ebihara : Trans. Inst. Elect. Eng. Jpn., 121A(2001)366. (67) J.C.Devins : Electrochem. Soc., 103(1956)460. (68) S.Yagi and N.Tanaka : J.Phys.D, 12 (1979)1509. (69) K.Ohe, K.Kamiya and T.Kimura : IEEE Trans. Plasma Sci., PS-27(1999)1582. (70) B.Eliasson and U.Kagelschatz: Electrical discharge in oxygen, BBC Brown, Boveri snd Co., Ltd., Barden, Brown Boveri Research Rep. KLR86-11C, (71) M.Toyofuku,Y.Ohtsu and H.Fujita:J.Journal of Applied Phyics Vol.43, No.7A, pp (2004) (72) Y.Ohtsu M.Toyofuku and H.Fujita:Proc.of Third Asia-Pacific International Symposium on the Basic and Application of Plasma Technology pp (2003) (73) M.Toyofuku,Y.Ohtsu and H.Fujita:Proc.of 7 th Asia Pacific Conference on Plasma Science and Technology Symposium on 17 th Plasma Science for Materials, 01P-47 p401(2004) (74) Dhandapain and S.T.Ohyaa:Appl. Catal. B11 (1997) 129 (75) 117
123 . (76) M.Toyofuku,Y.Ohtsu and H.Fujita:Proc.26 th International Conferenc on Phenomena in Ionized Gases, pp (2003) (77) P2-2 pp (2004) (78) B.Elasson and U.Kagelschatz: Electrical Discharge in Oxygen(Boveri and BBC, 1986) (79) N.Tabata: J.Plasma Fusion Res., 74 (1998)1119. (80) G.E.Caledonia, Chem.Rev., 75(1975)333. (81) U.Kogelschatz, Plasma Chem. Plasma Process., 23, (2003)1. 118
124 119
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II 29 7 29-7-27 ( ) (7/31) II (http://www.damp.tottori-u.ac.jp/~ooshida/edu/fluid/) [ (3.4)] Navier Stokes [ (6/29)] Navier Stokes 3 [ (6/19)] Reynolds [ (4.6), (45.8)] [ p.186] Navier Stokes I Euler Navier
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微分積分 サンプルページ この本の定価 判型などは, 以下の URL からご覧いただけます. ttp://www.morikita.co.jp/books/mid/00571 このサンプルページの内容は, 初版 1 刷発行時のものです. i ii 014 10 iii [note] 1 3 iv 4 5 3 6 4 x 0 sin x x 1 5 6 z = f(x, y) 1 y = f(x)
dvipsj.8449.dvi
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ONLINE_MANUAL
JPN ii iii iv v 6 vi vii viii 1 CHAPTER 1-1 1 2 1-2 1 2 3 4 5 1-3 6 7 1-4 2 CHAPTER 2-1 2-2 2-3 1 2 3 4 5 2-4 6 7 8 2-5 9 10 2-6 11 2-7 1 2 2-8 3 (A) 4 5 6 2-9 1 2-10 2 3 2-11 4 5 2-12 1 2 2-13 3 4 5
ONLINE_MANUAL
JPN ii iii iv v vi 6 vii viii 1 CHAPTER 1-1 1 2 1-2 1 2 3 1-3 4 5 6 7 1-4 2 CHAPTER 2-1 2-2 2-3 1 2 3 4 5 2-4 6 7 8 2-5 9 10 2-6 11 2-7 1 2 2-8 3 (A) 4 5 6 2-9 1 2-10 2 3 2-11 4 5 2-12 1 2 2-13 3 4 5
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2016 商品カタログ 低圧進相用フィルムコンデンサ % kvar 90 (b) % (c) (a) (kvar) (KVA) 220 V 100 kw 100 kw =7 % =99 % 100 ( % 130 ) 7 kvar 88 7=13 133 kw 88 kvar 101 kva 13 kvar kw kw ~ 100 kw 100 kw ~ 0 kw 0 kw ~ 2000 kw 2000
A Few Problems in the Development of Shape Memory Alloys ; Shuichi Miyazaki, Kazuhiro Otsuka (Inst.' of Materials Science, Univ. of Tsukuba, Sakura-mu
A Few Problems in the Development of Shape Memory Alloys ; Shuichi Miyazaki, Kazuhiro Otsuka (Inst.' of Materials Science, Univ. of Tsukuba, Sakura-mura, Ibaraki) Keywords : shape memory effect, pseudoelasticity,
n ξ n,i, i = 1,, n S n ξ n,i n 0 R 1,.. σ 1 σ i .10.14.15 0 1 0 1 1 3.14 3.18 3.19 3.14 3.14,. ii 1 1 1.1..................................... 1 1............................... 3 1.3.........................
zz + 3i(z z) + 5 = 0 + i z + i = z 2i z z z y zz + 3i (z z) + 5 = 0 (z 3i) (z + 3i) = 9 5 = 4 z 3i = 2 (3i) zz i (z z) + 1 = a 2 {
04 zz + iz z) + 5 = 0 + i z + i = z i z z z 970 0 y zz + i z z) + 5 = 0 z i) z + i) = 9 5 = 4 z i = i) zz i z z) + = a {zz + i z z) + 4} a ) zz + a + ) z z) + 4a = 0 4a a = 5 a = x i) i) : c Darumafactory
. ev=,604k m 3 Debye ɛ 0 kt e λ D = n e n e Ze 4 ln Λ ν ei = 5.6π / ɛ 0 m/ e kt e /3 ν ei v e H + +e H ev Saha x x = 3/ πme kt g i g e n
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On the Modification of Porosity Functions in the Blake-Kozeny Equation and the Modified Carman Equation 3) Carman, P. C.: J. Agric. Sci. 29, 262 (1939) 4) Keyes, W. F.: I. E. C. 18, 33 (1946)
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254nm UV TiO 2 20nm :Sr 5 Ta 4 O 15 3 4 KEY-1 KEY-2 (Ti,Nb,Ta) 5 KEY-1 KEY-2 6 7 NiO/ Sr 2 Ta 2 O 7 mmol h -1 g -1 20 15 10 5 H 2 O 2 H 2 O 2 0 0 2 4 6 8 10 12 NiO/Sr 2 Ta 2 O 7 The synthesis of photocatalysts
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第１部 一般的コメント
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IEEE HDD RAID MPI MPU/CPU GPGPU GPU cm I m cm /g I I n/ cm 2 s X n/ cm s cm g/cm
Neutron Visual Sensing Techniques Making Good Use of Computer Science J-PARC CT CT-PET TB IEEE HDD RAID MPI MPU/CPU GPGPU GPU cm I m cm /g I I n/ cm 2 s X n/ cm s cm g/cm cm cm barn cm thn/ cm s n/ cm
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199 1 1 199 1 1. Vx) m e V cos x π x π Vx) = x < π, x > π V i) x = Vx) V 1 x /)) n n d f dξ ξ d f dξ + n f = H n ξ) ii) H n ξ) = 1) n expξ ) dn dξ n exp ξ )) H n ξ)h m ξ) exp ξ )dξ = π n n!δ n,m x = Vx)
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講義ノート 物性研究 電子版 Vol.3 No.1, (2013 年 T c µ T c Kammerlingh Onnes 77K ρ 5.8µΩcm 4.2K ρ 10 4 µωcm σ 77K ρ 4.2K σ σ = ne 2 τ/m τ 77K
2 2 T c µ T c 1 1.1 1911 Kammerlingh Onnes 77K ρ 5.8µΩcm 4.2K ρ 1 4 µωcm σ 77K ρ 4.2K σ σ = ne 2 τ/m τ 77K τ 4.2K σ 58 213 email:takada@issp.u-tokyo.ac.jp 1933 Meissner Ochsenfeld λ = 1 5 cm B = χ B =
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Bulletin of Japan Association for Fire Science and Engineering Vol. 62. No. 1 (2012) Development of Two-Dimensional Simple Simulation Model and Evaluation of Discharge Ability for Water Discharge of Firefighting
5 1.2, 2, d a V a = M (1.2.1), M, a,,,,, Ω, V a V, V a = V + Ω r. (1.2.2), r i 1, i 2, i 3, i 1, i 2, i 3, A 2, A = 3 A n i n = n=1 da = 3 = n=1 3 n=1
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63 6 6.1 6.1.1 v = v 0 =v 0x,v 0y, 0) t =0 x 0,y 0, 0) t x x 0 + v 0x t v x v 0x = y = y 0 + v 0y t, v = v y = v 0y 6.1) z 0 0 v z yv z zv y zv x xv z xv y yv x = 0 0 x 0 v 0y y 0 v 0x 6.) 6.) 6.1) 6.)
第１章 国民年金における無年金
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