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Series 5 R1/8 G1/8 R1/4 G1/4 R3/8 G3/8 R1/2 G1/2 10-32 UNF NP1/8 NP1/4 NP3/8 NP1/2 30% 06-01S 62% 06-01S Down Down 5150, R, Rc, UNF, NP, G ø1/8'' ø5/32'' ø1/4'' ø5/16'' ø3/8'' ø1/2'' New 06-01S 15.9mm

[1.1] r 1 =10e j(ωt+π/4), r 2 =5e j(ωt+π/3), r 3 =3e j(ωt+π/6) ~r = ~r 1 + ~r 2 + ~r 3 = re j(ωt+φ) =(10e π 4 j +5e π 3 j +3e π 6 j )e jωt

3.4.7 [.] =e j(t+/4), =5e j(t+/3), 3 =3e j(t+/6) ~ = ~ + ~ + ~ 3 = e j(t+φ) =(e 4 j +5e 3 j +3e 6 j )e jt = e jφ e jt cos φ =cos 4 +5cos 3 +3cos 6 =.69 sin φ =sin 4 +5sin 3 +3sin 6 =.9 =.69 +.9 =7.74 [.]

4

4 5 6 7 + 8 = ++ 9 + + + + ++ 10 + + 11 12 WS LC VA L WS = LC VA = LC L L VA = LC L VA L 13 i LC VA WS WS = LC = VA LC VA VA = VA α WS α = VA VA i WS = LC VA i t t+1 14 WS = α WS + WS α WS = WS WS WS =

[1][2] [3] *1 Defnton 1.1. W () = σ 2 dt [2] Defnton 1.2. W (t ) Defnton 1.3. W () = E[W (t)] = Cov[W (t), W (s)] = E[W (t)w (s)] = σ 2 mn{s, t} Propo

@phykm 218 7 12 [2] [2] [1] ([4] ) 1 Ω = 2 N {Π n =1 A { 1, 1} N n N, A {{ 1, 1}, { 1}, {1}, }} B : Ω { 1, 1} P (Π n =1 A 2 N ) = 2 #{ A={ 1},{1}} X = j=1 B j B X +k X V[X ] = 1 ( ) 1 1 dt dx W (t) = t/dt

() (, y) E(, y) () E(, y) (3) q ( ) () E(, y) = k q q (, y) () E(, y) = k r r (3).3 [.7 ] f y = f y () f(, y) = y () f(, y) = tan y y ( ) () f y = f y

5. [. ] z = f(, y) () z = 3 4 y + y + 3y () z = y (3) z = sin( y) (4) z = cos y (5) z = 4y (6) z = tan y (7) z = log( + y ) (8) z = tan y + + y ( ) () z = 3 8y + y z y = 4 + + 6y () z = y z y = (3) z =

F = 0 F α, β F = t 2 + at + b (t α)(t β) = t 2 (α + β)t + αβ G : α + β = a, αβ = b F = 0 F (t) = 0 t α, β G t F = 0 α, β G. α β a b α β α β a b (α β)

19 7 12 1 t F := t 2 + at + b D := a 2 4b F = 0 a, b 1.1 F = 0 α, β α β a, b /stlasadisc.tex, cusp.tex, toileta.eps, toiletb.eps, fromatob.tex 1 F = 0 F α, β F = t 2 + at + b (t α)(t β) = t 2 (α + β)t

(Bessel) (Legendre).. (Hankel). (Laplace) V = (x, y, z) n (r, θ, ϕ) r n f n (θ, ϕ). f n (θ, ϕ) n f n (θ, ϕ) z = cos θ z θ ϕ n ν. P ν (z), Q ν (z) (Fou

(Bessel) (Legendre).. (Hankel). (Laplace) V = (x, y, z) n (r, θ, ϕ) r n f n (θ, ϕ). f n (θ, ϕ) n f n (θ, ϕ) z = cos θ z θ ϕ n ν. P ν (z), Q ν (z) (Fourier) (Fourier Bessel).. V ρ(x, y, z) V = 4πGρ G :.

茨歯会報1605

No.5 N o. o. o. o. o. o. o. o. o. o. o 5 5 Ib Ib Ib Ib Ibar ar ar ar arak ak ak ak ak a i De De De De Dent nt nt nt nt n al al al al al al al al Ass ss ss ss ssoc oc oc oc oc ocia ia ia ia iati ti ti ti

茨歯会報1604

No.4 N o. o. o. o. o. o. o. o. o. o. o 5 4 Ib Ib Ib Ib Ibar ar ar ar arak ak ak ak ak a i De De De De Dent nt nt nt nt n al al al al al al al al Ass ss ss ss ssoc oc oc oc oc ocia ia ia ia iati ti ti ti

P0001-P0003-›ºflÅŠpB5.qxd

Series ll in One! EXH SUP 40up 84kPa 240 5.5mm400g / 2 Z ZX ZR ZQ ZH ZU ZL ZY ZF ZP ZCUK MJ MV EP HEP 985 05 07 0 3 5 0.5mm 0.7mm.0mm.3mm.5mm J K B P3 P5 Q3 Q5 N.C. N.C. N.O. N.O. M30.5 M50.8 M30.5 M50.8

DK & DC series 2

Land-Use Diesel Generator DK series / DC series Diesel Engine DK & DC series 2 3 4 5 750 6DK-20 DK-20 6DK-20 900/1000 8DK-20 DK-26 720/ 750 6DK-26 6DK-28 DK-28 720/ 750 8DK-28 12DK-28 16DK-28 6DC-32 8DC-32

リリースノートR41.PDF

1. 1) Microsoft Windows 95/98 Windows NT 4.0 Workstation Windows 2000 Net8 Oracle Net8 R8.0.4 2) CPU 80486 Microsoft Windows NT 4.0 Windows 2000 Microsoft Windows 95/98 2M 4M KeySQL 2MB CD-ROM KeySQL CD-ROM