56,,,,, :,, 1953,, 1953,1953,,1953,,,,,,,,, () ,30118, 34, ;,4912 %,5614 %, 1,1953, 1119, ,, , , 1111 (
|
|
- 貌 麴
- 5 years ago
- Views:
Transcription
1 ( ) :,,,,,, : :, ;,,20, 1887 ;, ,,,1812 ( ) 9 :, ;,,;,,,,9,,,,,, :,1991, ::, :,
2 56,,,,, :,, 1953,, 1953,1953,,1953,,,,,,,,, () ,30118, 34, ;,4912 %,5614 %, 1,1953, 1119, ,, , , 1111 ( 1),, , ;17 105, ; ,84 832, 1, 1953, 618 ( ) ,31 223,11 924, :,1993,
3 27 897; ,83 466, (1812 ) 1953 ( ) :65 :1953, , ,71 852,, ,,,, , , , , 219, 1, ( ) , , 416,108,,,, 2619,, , , 1953,8, , ,,,, 94
4 ,,,,,, 319, 314,,, 4 :,,,,,,,,,,,,,,,,,,,( ),,,,,,,,,,,,,,,,,,30 148,57 490, , ( ),1,,,,,,,,,,, :,,,, : ( ), ( ), , , ,68 465,,,1953, 815,,7,36419 ; 8, , 34511, 7,,, () , 5,7412, , 95
5 (1812 ) 1953 ( ) : 1 :1908 2, , , , , , , 2 2, 864, ; 715, 7 390, , :,,,,,,, 7 596, , % 5912 %,,, 1 021,12 268, , 5 941,513,715, ,2 372,2 058, ; 9 247,24 328,23 270, ,26 300,25 328, , ; 96
6 13 501,60 624, ;,, , , ,75 531,70 911, ,,,(1882 ) , , 417,1115, 1953, 1019, 417, , , , ,,11, 1517 ;8, 3319, () (1812 ) 1953 ( ) : 1,3,,, , , , ,3 63 %54 % , ; ,
7 ; , ; ,61 941,35 174,, , 10, 1413,1953, 1011,,5311, , 10, 9519, ; 6119,,, (), (1812 ) 1953 ( ) : 1 : 1952,
8 4,,( ),213318,, 110, 122,,,, , , 312, 4 313,,, 1953,,, , 311,,,,,,,1953,,, 2 :,,,,, 218,3,,,,,,(1667 ) (1871 ), 4, ,94 385, ,97 254, 311 4, 53 %,,,,,,,,,,1953,1953,412,,23 103, , 313, 1953,513,1953, ,83 685, 319, 47 %,1953, - 211,, 312, 99
9 4 571,54 251,, , ; 4, 107, :, 516,, , , 3, ,214,, , , %,,1953, ,33 413, 15 % 1953,,- 318,, ,, ,91 237, ,212, , , 316, % 316, 58 % , , 318,,,, 1953,711 ;, 1953, 814 6, , , 4717 %4718 %, , ,,1953,214,, 717 3,,26 916,93 349, 315, 1814, ,,1953,, ,81 354, 315,, 811, 1953, ,, 16,, 100
10 ,,,, , 1953,, 19, 1953, ,89 129, 315 ;1953, , , 3, , , 317,1953, , , 317,132, : , , , ,, , , 6,,, , 1519,,,,,8011, , 1953,514, 16214,1953, 814 4, 16,1953,,,, ,,,,, 4418, ,1953,517,,,,515, 179,8, 5318,715,2317, 25615,,, 101
11 ,, 8,, ,, ,, 13916,40 () (1812 ) 1953 ( ) : 1 : 1953 ;1Π2, 1953, :,, :, 3, , ,, , , , ,,,, 8118, 53 % 102
12 ,32 270, , , , 211,,,,,,,,1953,, ;,,1953, 5,1953, ,86 019,5, , , , 518, 1953, ,23 679,,, , , 412, , ,,1953,1018,2,, ,56 065,, 5,1953, 1012,, 1939,, , , %,,1953, ,,,,,,,(),,, 8118,,, 9516,1953,618, 84,11312,, 103
13 ,,,,,,,, : (1795 ) (1776 ) (1820 ) (1910 ) ( %) ( %) ( %)
14 (1795 ) (1776 ) (1820 ) (1910 ) ( %) ( %) :,2001, : ( ( ), 1993,80 ), 512, , ,,,, 3218,,,,,,,,, , , ,, ,2802, ,,,,,, 105
99710b43ZW.PDF
v = at s = 1 2 2 v = 2 π r a = v 2 = 4 π 2 r T r T 2 a 2 R = 2 R r g v 1 2 2 g = 9.8 r = 60R a = 9.8 = 0.0027 60 F = G Mm r 2 m
More informationS = 1 2 ( a + b) h a b = a 1 a b = a 1 b b 2 2 πr 2r π π 2 = ( - 2)r 2 2 = - 2 = 57 2r 2r 2 6 5 7 4 3 6 5 4 3 3 4 5 6 7 7 5 7 6 1 1 1 1 1 2 3 5 7 7. 2 3 4 6 12 3 4 12 12 1
More information,,,,, ( [2001 ]318 ),,,,,,,,,,,,,,,,,,,, : : (010) : (010) : ,,,,,,,,;,,, :
,,,,,,,, : : : : : : : ( ) [2002 ]107,:,,,,, ( ),, (),,,, :,,,,, 2002 14 47 ,,,,, ( [2001 ]318 ),,,,,,,,,,,,,,,,,,,, : : (010) 68792406 68792407 : (010) 68792408 :11 2-11 2-21 2-31 3-11 3-21 3-31 1,,,,,,,,;,,,
More information= + 2 1987 1987 1989 1989 1992 n n n + ( ) 2 2 1 TQC TQC A B B = + ( %) 1 ( 1+ %) FF max COSQ π 0 Q 2 π 2 100 78 20 2 91 9 30 40 30 72 16 12 83 16 1 F
More information3 5 5 3 1 9 1 0 1 0 1 0 1 0 1 2 1 2 1 2 2 π 202 2 3.14 100 2 628 a 12 15 x a 20 = 9 2 2 3 2 4 2 5 2 1 2 2 ìí ì í à á à á á à è é è ò è à ó ò ì ù à í
More information4 00 4 4 .4 0 8 A 6 B 4 7 4 6 8 08 7 0 4 4 6 0 9 4 6 8 00 6 0 6 9 0 4 4. 8 6 0 8. 7 4 6 7 4 8 4 - = 0 ( ) = ( ) = ( ) = + +... + 97 99 + + +... + 4 99 00 + +... + 99 0 4 + +... + 4 4 7 00 0 7 = 7
More information40 20% 没 没 1
40 20% 没 没 1 () () : () 0.25mm () () () 却 2 () () 1-15 d m σ g σ π d = mg σ = mg π d N( )m( )dyne( )cm( ) dyne( )cm( σ mg 3 () 2. 3. 4. 5. 6. 7. 50 8. 4 5 1. 6 7 1. 1 2 0 3 4 2 1 2 0 3 4 2 B ml ma () ml
More informationa a b =, a b = a,, b b 2 2 2 πr 2r ( π 2) r π 2 2 = 2 = = 57%, :" " 2r 2r 2 A A x A A x + = A A A x = A X A ( = A ) A A A A + A A = A 8 8 8 + = 8 8 8 8 8 8 + = 8 7 7 9 = 9 7 7 2 5 4-0 = 9-5 2, 2 2 5
More informationlam
3 10 = 0.3 17 100 = 0.17 257 1000 = 0.257 2 3 I 1 2 2 3 3 4 2 5 5 6 4 7 7 8 4 9 3 10 6 11 7 12 11 16 8 25 31 40 17 250 1 a 1 a 1 3 2 = 0.5 = 0.75 = 0.4 2 4 5 7 3 11 8 = 0.875 10 = 0.3 16 = 0.6875 8 31
More information目錄- doc
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 1 2 1 1 2 8 5 2 2 15 12 35 6 15 1 4 2 1 42 1 9 3 21 12 1 2 9 1 2 9 43 5 5 25 5 10 (10)
More informationlim f(x) lim g(x) 0, lim f(x) g(x),
2016 11 14 1 15 lim f(x) lim g(x) 0, lim f(x) g(x), 0 0. 2 15 1 f(x) g(x) (1). lim x a f(x) = lim x a g(x) = 0; (2). a g (x) f (x) (3). lim ( ). x a g (x) f(x) lim x a g(x) = lim f (x) x a g (x). 3 15
More information星际探险
2 3 4 5 6 7 8 9 A N 0 N p N T u w u v T + w v A 0, 2, 3,, p 2 p p A 0, 2, 3,, p 2 p A 0 0 A S S 0 0 p S S S 0 0 p S Z w(s) S 0 A Z S 0 Z S w(s ) < w(s 0 ) Z S w(s ) < w(s 0 ) G G w(u, v) u v w 0 G w(u,
More information72 + + 60 2 4. 72 72 2 + 20 2 + 2.4 20 60 60 8 =.4 22 72 2 + 002 + 0.4 20 60 90 =.4 22 2 + 600 0.44 72 + + 60 72.422 + 2.4 20 + 20 2 60 72 =.4 22 2 + 0 20 + 40 60 72 =.4 40 + 600 + 600 60 72 =.400 + 600
More information& & ) ( +( #, # &,! # +., ) # % # # % ( #
! # % & # (! & & ) ( +( #, # &,! # +., ) # % # # % ( # Ι! # % & ( ) & % / 0 ( # ( 1 2 & 3 # ) 123 #, # #!. + 4 5 6, 7 8 9 : 5 ; < = >?? Α Β Χ Δ : 5 > Ε Φ > Γ > Α Β #! Η % # (, # # #, & # % % %+ ( Ι # %
More information! # % & # % & ( ) % % %# # %+ %% % & + %, ( % % &, & #!.,/, % &, ) ) ( % %/ ) %# / + & + (! ) &, & % & ( ) % % (% 2 & % ( & 3 % /, 4 ) %+ %( %!
! # # % & ( ) ! # % & # % & ( ) % % %# # %+ %% % & + %, ( % % &, & #!.,/, % &, ) ) ( % %/ ) 0 + 1 %# / + & + (! ) &, & % & ( ) % % (% 2 & % ( & 3 % /, 4 ) %+ %( %! # ( & & 5)6 %+ % ( % %/ ) ( % & + %/
More information) E F EF F F = = FE = F = F 5 E O E F O O O O O O O O O EFO E F 6 8cm 3cm 5cm cm 3cm 5cm cm 7 5% x + 3 x =
(@ ) 005 4 36 8,,84 0 0 3 () (36 ) ( 36. 3 ) 7.3 6.5 08 08 008 008 a b ab > 0 a > b a b> 0 b 0 a x a + b> 0 3 005 3355.55 3 http://czsx.xicp.net; E-mail: shenyufu086@sina.com 8 (@ ) 3.3 0 3.4 0 3 8 3.4
More information1.1
1 2 2 9 3 24 4 47 5 55 6 74 7 78 1.1 1.1 1.1 1.1 1.1 1.1 1.1 1.1 1.1 Σ Σ 1.2 1.2 Σ t Σt 1.2 Σ t Σt Σ r 2 r 1 ΣΣ r 2 r 1 1.2 Σ t Σt Σ r 2 r 1 ΣΣ r 2 r 1 Σ Σvxx x = x vt y = y z = z t = t 1.2 Σ t Σt Σ r
More informationⅠⅡⅢ Ⅳ
ⅠⅡⅢ Ⅳ ! "!"#$%&!!! !"#$%& ()*+,!"" *! " !! " #$%& ( Δ !"#$%& ()*+,!"" * !! " #$%& ( !"#$%& ()*+,!"" * !! " #$%& ( !"#$%& ()*+,!"" * !! " #$%& (! # !"#$%& ()*+,!"" * !! " #$%& ( 1 1 !"#$%& ()*+,!"" *
More information# # # #!! % &! # % 6 & () ) &+ & ( & +, () + 0. / & / &1 / &1, & ( ( & +. 4 / &1 5,
# # # #!! % &! # % 6 & () ) &+ & ( & +, () + 0. / & / &1 / &1, & ( 0 2 3 ( & +. 4 / &1 5, !! & 6 7! 6! &1 + 51, (,1 ( 5& (5( (5 & &1 8. +5 &1 +,,( ! (! 6 9/: ;/:! % 7 3 &1 + ( & &, ( && ( )
More information!! # % & ( )!!! # + %!!! &!!, # ( + #. ) % )/ # & /.
! # !! # % & ( )!!! # + %!!! &!!, # ( + #. ) % )/ # & /. #! % & & ( ) # (!! /! / + ) & %,/ #! )!! / & # 0 %#,,. /! &! /!! ) 0+(,, # & % ) 1 # & /. / & %! # # #! & & # # #. ).! & #. #,!! 2 34 56 7 86 9
More information02202.doc
2 3 abgq l I i ki k k e shanghai industry volatily MtoB P size MR Groa Geps roa eps roa eps R = λ θ α ) ln( ) ln( ) ln( ) ln( 5 4 3 2 6 5 4 3 2 b g I p 4 p II ki k k i i i i i i e industry volatily MtoB
More information《分析化学辞典》_数据处理条目_1.DOC
3 4 5 6 7 χ χ m.303 B = f log f log C = m f = = m = f m C = + 3( m ) f = f f = m = f f = n n m B χ α χ α,( m ) H µ σ H 0 µ = µ H σ = 0 σ H µ µ H σ σ α H0 H α 0 H0 H0 H H 0 H 0 8 = σ σ σ = ( n ) σ n σ /
More informationπ 2 ) C ω ω ω ω
2005, 22 (6): 723737 Chinese Bulletin of Botany Advances in Nitric Oxide Biology of Plants (KSCX2-SW-117) (30470183) (2004DKA30430) E-mail: sqsong@xtbg.org.cn π 2 ) C ω ω ω ω C C/10 C 20 C/10 C25 C/10
More informationΖ # % & ( ) % + & ) / 0 0 1 0 2 3 ( ( # 4 & 5 & 4 2 2 ( 1 ) ). / 6 # ( 2 78 9 % + : ; ( ; < = % > ) / 4 % 1 & % 1 ) 8 (? Α >? Β? Χ Β Δ Ε ;> Φ Β >? = Β Χ? Α Γ Η 0 Γ > 0 0 Γ 0 Β Β Χ 5 Ι ϑ 0 Γ 1 ) & Ε 0 Α
More information! /. /. /> /. / Ε Χ /. 2 5 /. /. / /. 5 / Φ0 5 7 Γ Η Ε 9 5 /
! # %& ( %) & +, + % ) # % % ). / 0 /. /10 2 /3. /!. 4 5 /6. /. 7!8! 9 / 5 : 6 8 : 7 ; < 5 7 9 1. 5 /3 5 7 9 7! 4 5 5 /! 7 = /6 5 / 0 5 /. 7 : 6 8 : 9 5 / >? 0 /.? 0 /1> 30 /!0 7 3 Α 9 / 5 7 9 /. 7 Β Χ9
More informationuntitled
Taylor f( ), ; f ( ) cos( + α ), ; f( ) + si, ; f( ) e si, ; f ( ) ta, ; f( ) l(cos ), 6 ;, ( ) e, f, si l, f ( ),, f( ) + +,. f( ) + ( ) + ( ) + ( ) + ( ) + ( 8 8 + + + + + ( 9 6 7 8 + + + + +( ) 9 8
More information第9章 排队论
9, 9. 9.. Nt () [, t] t Nt () { Nt ( ) t [, T]} t< t< t< t + N ( ( t+ ) i+ N( t) i, N( t) i,, N( t) i N + + N ( ( t ) i ( t ) i ) (9-) { Nt ( ) t [, T)} 9- t t + t, t,, t t t { Nt ( ) t [, T] } t< t,,
More information信号与系统 (Signal & system)
Signl & sysem xucb@cqup cqup.edu.cn 5-3- ...3.4.5 .......3 3 .. δ δ d δ 4 .. i K V CF u c i δ u c - 5 .. ϕ δ ϕ δ ϕ δ d ϕ ϕ δ ϕ δ ϕ δ d ϕ 6 .. e δ e δ δ δ δ 3δ δ π sin δ d 3 e δ d 3 δ d 5 4 7 .. 3 ϕ δ ϕ
More information!!! #! )! ( %!! #!%! % + % & & ( )) % & & #! & )! ( %! ),,, )
! # % & # % ( ) & + + !!! #! )! ( %!! #!%! % + % & & ( )) % & & #! & )! ( %! ),,, ) 6 # / 0 1 + ) ( + 3 0 ( 1 1( ) ) ( 0 ) 4 ( ) 1 1 0 ( ( ) 1 / ) ( 1 ( 0 ) ) + ( ( 0 ) 0 0 ( / / ) ( ( ) ( 5 ( 0 + 0 +
More information! # % & ( & # ) +& & # ). / 0 ) + 1 0 2 & 4 56 7 8 5 0 9 7 # & : 6/ # ; 4 6 # # ; < 8 / # 7 & & = # < > 6 +? # Α # + + Β # Χ Χ Χ > Δ / < Ε + & 6 ; > > 6 & > < > # < & 6 & + : & = & < > 6+?. = & & ) & >&
More information诺赫德(报批).doc
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 * 30 31 32 33 34 35 36 37 38 39 40 41 42 43 44 45 46 47 48 49 ³ 50 51 52 53 54 55 56 57 58 59 60 61 62 63 64 65 66 67 68 69
More informationPowerPoint 演示文稿
. ttp://www.reej.com 4-9-9 4-9-9 . a b { } a b { }. Φ ϕ ϕ ϕ { } Φ a b { }. ttp://www.reej.com 4-9-9 . ~ ma{ } ~ m m{ } ~ m~ ~ a b but m ~ 4-9-9 4 . P : ; Φ { } { ϕ ϕ a a a a a R } P pa ttp://www.reej.com
More informationΡ Τ Π Υ 8 ). /0+ 1, 234) ς Ω! Ω! # Ω Ξ %& Π 8 Δ, + 8 ),. Ψ4) (. / 0+ 1, > + 1, / : ( 2 : / < Α : / %& %& Ζ Θ Π Π 4 Π Τ > [ [ Ζ ] ] %& Τ Τ Ζ Ζ Π
! # % & ( ) + (,. /0 +1, 234) % 5 / 0 6/ 7 7 & % 8 9 : / ; 34 : + 3. & < / = : / 0 5 /: = + % >+ ( 4 : 0, 7 : 0,? & % 5. / 0:? : / : 43 : 2 : Α : / 6 3 : ; Β?? : Α 0+ 1,4. Α? + & % ; 4 ( :. Α 6 4 : & %
More information# # 4 + % ( ) ( /! 3 (0 0 (012 0 # (,!./ %
#! # # %! # + 5 + # 4 + % ( ) ( /! 3 (0 0 (012 0 # (,!./ % ,9 989 + 8 9 % % % % # +6 # % 7, # (% ) ,,? % (, 8> % %9 % > %9 8 % = ΑΒ8 8 ) + 8 8 >. 4. ) % 8 # % =)= )
More information&! +! # ## % & #( ) % % % () ) ( %
&! +! # ## % & #( ) % % % () ) ( % &! +! # ## % & #( ) % % % () ) ( % ,. /, / 0 0 1,! # % & ( ) + /, 2 3 4 5 6 7 8 6 6 9 : / ;. ; % % % % %. ) >? > /,,
More information/ Ν #, Ο / ( = Π 2Θ Ε2 Ρ Σ Π 2 Θ Ε Θ Ρ Π 2Θ ϑ2 Ρ Π 2 Θ ϑ2 Ρ Π 23 8 Ρ Π 2 Θϑ 2 Ρ Σ Σ Μ Π 2 Θ 3 Θ Ρ Κ2 Σ Π 2 Θ 3 Θ Ρ Κ Η Σ Π 2 ϑ Η 2 Ρ Π Ρ Π 2 ϑ Θ Κ Ρ Π
! # #! % & ( ) % # # +, % #. % ( # / ) % 0 1 + ) % 2 3 3 3 4 5 6 # 7 % 0 8 + % 8 + 9 ) 9 # % : ; + % 5! + )+)#. + + < ) ( # )# < # # % 0 < % + % + < + ) = ( 0 ) # + + # % )#!# +), (? ( # +) # + ( +. #!,
More information., /,, 0!, + & )!. + + (, &, & 1 & ) ) 2 2 ) 1! 2 2
! # &!! ) ( +, ., /,, 0!, + & )!. + + (, &, & 1 & ) ) 2 2 ) 1! 2 2 ! 2 2 & & 1 3! 3, 4 45!, 2! # 1 # ( &, 2 &, # 7 + 4 3 ) 8. 9 9 : ; 4 ), 1!! 4 4 &1 &,, 2! & 1 2 1! 1! 1 & 2, & 2 & < )4 )! /! 4 4 &! &,
More information4= 8 4 < 4 ϑ = 4 ϑ ; 4 4= = 8 : 4 < : 4 < Κ : 4 ϑ ; : = 4 4 : ;
! #! % & ( ) +!, + +!. / 0 /, 2 ) 3 4 5 6 7 8 8 8 9 : 9 ;< 9 = = = 4 ) > (/?08 4 ; ; 8 Β Χ 2 ΔΔ2 4 4 8 4 8 4 8 Ε Φ Α, 3Γ Η Ι 4 ϑ 8 4 ϑ 8 4 8 4 < 8 4 5 8 4 4
More information3 1 2 é é è è é é é é è ü x 2 ( a x) = ( x + E) 2 a ( x + E) { } 2 a 3 2 y = ( 1 x ) Oq p Oq y + p 2 2 2qOy q O 2 2 2 rx
More information, ( 6 7 8! 9! (, 4 : : ; 0.<. = (>!? Α% ), Β 0< Χ 0< Χ 2 Δ Ε Φ( 7 Γ Β Δ Η7 (7 Ι + ) ϑ!, 4 0 / / 2 / / < 5 02
! # % & ( ) +, ) %,! # % & ( ( ) +,. / / 01 23 01 4, 0/ / 5 0 , ( 6 7 8! 9! (, 4 : : ; 0.!? Α% ), Β 0< Χ 0< Χ 2 Δ Ε Φ( 7 Γ Β Δ 5 3 3 5 3 1 Η7 (7 Ι + ) ϑ!, 4 0 / / 2 / 3 0 0 / < 5 02 Ν!.! %) / 0
More information!! )!!! +,./ 0 1 +, 2 3 4, # 8,2 6, 2 6,,2 6, 2 6 3,2 6 5, 2 6 3, 2 6 9!, , 2 6 9, 2 3 9, 2 6 9,
! # !! )!!! +,./ 0 1 +, 2 3 4, 23 3 5 67 # 8,2 6, 2 6,,2 6, 2 6 3,2 6 5, 2 6 3, 2 6 9!, 2 6 65, 2 6 9, 2 3 9, 2 6 9, 2 6 3 5 , 2 6 2, 2 6, 2 6 2, 2 6!!!, 2, 4 # : :, 2 6.! # ; /< = > /?, 2 3! 9 ! #!,!!#.,
More informationx (t - 5) 1 K n 12 t 5 3 i i=k n i y = 382.16 + (-27.46cos 2 π 2π t - 8.93sin t) + (28.63cos 2 π t + 44.33sin 2 π t) 12 12 4 4 y = 4.335 + (0.282cos 2 π t - 9.96sin 2 π t) + (0.256cos 2 π 2π t - 0.275sin
More informationΒ 8 Α ) ; %! #?! > 8 8 Χ Δ Ε ΦΦ Ε Γ Δ Ε Η Η Ι Ε ϑ 8 9 :! 9 9 & ϑ Κ & ϑ Λ &! &!! 4!! Μ Α!! ϑ Β & Ν Λ Κ Λ Ο Λ 8! % & Π Θ Φ & Ρ Θ & Θ & Σ ΠΕ # & Θ Θ Σ Ε
! #!! % & ( ) +,. /. 0,(,, 2 4! 6! #!!! 8! &! % # & # &! 9 8 9 # : : : : :!! 9 8 9 # #! %! ; &! % + & + & < = 8 > 9 #!!? Α!#!9 Α 8 8!!! 8!%! 8! 8 Β 8 Α ) ; %! #?! > 8 8 Χ Δ Ε ΦΦ Ε Γ Δ Ε Η Η Ι Ε ϑ 8 9 :!
More information電解水基礎研究
1. (OC 2. ph 3. 4. 3 ph 5. O17 NMR 100Hz 50 Hz 2 6. 7. 2H2O+2e- = 2OH- + H2 E0=0-0.0591pH H2O = 2H+ + 1/2O2 + 2e- E0=1.228-0.0591pH 1 µ µ µ µ µ µ 2 2mM 3 - (2mM NaCl ) 5 5mM NaCl 2 (NMR)O17 6 O17 (Hz)
More information第一章.doc
= c < < + + = S = c( ) = k =, k =,,, Λ < < + = 4 = = = = 4 k = k =,,, Λ X R X X = f () X X = f ( ) k = + k =,,, Λ = f () X X f ( ) = = = = n n = an + an +... + a + a a n =a +a +a = a + a + a a n f ( )
More information9!!!! #!! : ;!! <! #! # & # (! )! & ( # # #+
! #! &!! # () +( +, + ) + (. ) / 0 1 2 1 3 4 1 2 3 4 1 51 0 6. 6 (78 1 & 9!!!! #!! : ;!! ? &! : < < &? < Α!!&! : Χ / #! : Β??. Δ?. ; ;
More information8 9 < ; ; = < ; : < ;! 8 9 % ; ϑ 8 9 <; < 8 9 <! 89! Ε Χ ϑ! ϑ! ϑ < ϑ 8 9 : ϑ ϑ 89 9 ϑ ϑ! ϑ! < ϑ < = 8 9 Χ ϑ!! <! 8 9 ΧΧ ϑ! < < < < = 8 9 <! = 8 9 <! <
! # % ( ) ( +, +. ( / 0 1) ( 2 1 1 + ( 3 4 5 6 7! 89 : ; 8 < ; ; = 9 ; ; 8 < = 9! ; >? 8 = 9 < : ; 8 < ; ; = 9 8 9 = : : ; = 8 9 = < 8 < 9 Α 8 9 =; %Β Β ; ; Χ ; < ; = :; Δ Ε Γ Δ Γ Ι 8 9 < ; ; = < ; :
More information2 2 Λ ϑ Δ Χ Δ Ι> 5 Λ Λ Χ Δ 5 Β. Δ Ι > Ε!!Χ ϑ : Χ Ε ϑ! ϑ Β Β Β ϑ Χ Β! Β Χ 5 ϑ Λ ϑ % < Μ / 4 Ν < 7 :. /. Ο 9 4 < / = Π 7 4 Η 7 4 =
! # % # & ( ) % # ( +, & % # ) % # (. / ). 1 2 3 4! 5 6 4. 7 8 9 4 : 2 ; 4 < = = 2 >9 3? & 5 5 Α Α 1 Β ΧΔ Ε Α Φ 7 Γ 9Η 8 Δ Ι > Δ / ϑ Κ Α Χ Ε ϑ Λ ϑ 2 2 Λ ϑ Δ Χ Δ Ι> 5 Λ Λ Χ Δ 5 Β. Δ Ι > Ε!!Χ ϑ : Χ Ε ϑ!
More information> # ) Β Χ Χ 7 Δ Ε Φ Γ 5 Η Γ + Ι + ϑ Κ 7 # + 7 Φ 0 Ε Φ # Ε + Φ, Κ + ( Λ # Γ Κ Γ # Κ Μ 0 Ν Ο Κ Ι Π, Ι Π Θ Κ Ι Π ; 4 # Ι Π Η Κ Ι Π. Ο Κ Ι ;. Ο Κ Ι Π 2 Η
1 )/ 2 & +! # % & ( ) +, + # # %. /& 0 4 # 5 6 7 8 9 6 : : : ; ; < = > < # ) Β Χ Χ 7 Δ Ε Φ Γ 5 Η Γ + Ι + ϑ Κ 7 # + 7 Φ 0 Ε Φ # Ε + Φ, Κ + ( Λ # Γ Κ Γ #
More informationE P S P = + Λ Λ Λ Λ Λ Λ Λ Λ Λ Λ ( 1) O R E I S π = + Λ Λ Λ Λ Λ Λ Λ Λ Λ Λ ( 2) O O 1963 21 4 4 12 13 1915 8 1916 1 13 4.76 4.77 1916 5 4.76 4.76 R.D. l929 1 C.A. 40 F W. 1927 6 C. A. 1962 141
More information. /!Ι Γ 3 ϑκ, / Ι Ι Ι Λ, Λ +Ι Λ +Ι
! # % & ( ) +,& ( + &. / 0 + 1 0 + 1,0 + 2 3., 0 4 2 /.,+ 5 6 / 78. 9: ; < = : > ; 9? : > Α
More information4 # = # 4 Γ = 4 0 = 4 = 4 = Η, 6 3 Ι ; 9 Β Δ : 8 9 Χ Χ ϑ 6 Κ Δ ) Χ 8 Λ 6 ;3 Ι 6 Χ Δ : Χ 9 Χ Χ ϑ 6 Κ
! # % & & ( ) +, %. % / 0 / 2 3! # 4 ) 567 68 5 9 9 : ; > >? 3 6 7 : 9 9 7 4! Α = 42 6Β 3 Χ = 42 3 6 3 3 = 42 : 0 3 3 = 42 Δ 3 Β : 0 3 Χ 3 = 42 Χ Β Χ 6 9 = 4 =, ( 9 6 9 75 3 6 7 +. / 9
More informationΠ Ρ! #! % & #! (! )! + %!!. / 0% # 0 2 3 3 4 7 8 9 Δ5?? 5 9? Κ :5 5 7 < 7 Δ 7 9 :5? / + 0 5 6 6 7 : ; 7 < = >? : Α8 5 > :9 Β 5 Χ : = 8 + ΑΔ? 9 Β Ε 9 = 9? : ; : Α 5 9 7 3 5 > 5 Δ > Β Χ < :? 3 9? 5 Χ 9 Β
More information( + ( )) + ( + ( )) (( ) + ) + (( ) + ) +... {a n } = a, a 2, a 3,..., a n,... S n = a + a 2 + a a n = n k= a k S n partial sum n a
, 2, 4, 8 + 2 + 4 + 8 級數, 2, 4, 8,... + 2 + 4 + 8 +... 無窮級數 r = r < 2 + 2 + 4 + 8 +... = 2 = 2 2 2 + 2 + 4 + 8 +... + ( ) + + ( ) + +... ( + ( )) + ( + ( )) +... 0 + (( ) + ) + (( ) + ) +... {a n } = a,
More information8 9 8 Δ 9 = 1 Η Ι4 ϑ< Κ Λ 3ϑ 3 >1Ε Μ Ε 8 > = 8 9 =
!! % & ( & ),,., / 0 1. 0 0 3 4 0 5 3 6!! 7 8 9 8!! : ; < = > :? Α 4 8 9 < Β Β : Δ Ε Δ Α = 819 = Γ 8 9 8 Δ 9 = 1 Η Ι4 ϑ< Κ Λ 3ϑ 3 >1Ε 8 9 0 Μ Ε 8 > 9 8 9 = 8 9 = 819 8 9 =
More information( )
( ) * 22 2 29 2......................................... 2.2........................................ 3 3..................................... 3.2.............................. 3 2 4 2........................................
More information= Υ Ξ & 9 = ) %. Ο) Δ Υ Ψ &Ο. 05 3; Ι Ι + 4) &Υ ϑ% Ο ) Χ Υ &! 7) &Ξ) Ζ) 9 [ )!! Τ 9 = Δ Υ Δ Υ Ψ (
! # %! & (!! ) +, %. ( +/ 0 1 2 3. 4 5 6 78 9 9 +, : % % : < = % ;. % > &? 9! ) Α Β% Χ %/ 3. Δ 8 ( %.. + 2 ( Φ, % Γ Η. 6 Γ Φ, Ι Χ % / Γ 3 ϑκ 2 5 6 Χ8 9 9 Λ % 2 Χ & % ;. % 9 9 Μ3 Ν 1 Μ 3 Φ Λ 3 Φ ) Χ. 0
More information) Μ <Κ 1 > < # % & ( ) % > Χ < > Δ Χ < > < > / 7 ϑ Ν < Δ 7 ϑ Ν > < 8 ) %2 ): > < Ο Ε 4 Π : 2 Θ >? / Γ Ι) = =? Γ Α Ι Ρ ;2 < 7 Σ6 )> Ι= Η < Λ 2 % & 1 &
! # % & ( ) % + ),. / & 0 1 + 2. 3 ) +.! 4 5 2 2 & 5 0 67 1) 8 9 6.! :. ;. + 9 < = = = = / >? Α ) /= Β Χ Β Δ Ε Β Ε / Χ ΦΓ Χ Η Ι = = = / = = = Β < ( # % & ( ) % + ),. > (? Φ?? Γ? ) Μ
More information2 23 (b) 4. (a) B X = µ 0I = (4π 10 7 )(1.5) X 2π(0.045) = 6.67 μt B Y = µ 0I = (4π 10 7 )(1.5) Y 2π(0.015) = 20 μt (b) B X = µ 0I = (4π 10 7 )(2) X 2
23 (b) 1 (p. 192) 1. (a) F (b) F 2. (a) C C B B B A (b) 2 (p. 196) 1. (a) T (b) F (c) T 2. (a) W 4. 3 (p. 205) 1. A A 2. (a) F (b) T 3. 4. (a) (b) Z 3. (a) 2 23 (b) 4. (a) B X = µ 0I = (4π 10 7 )(1.5)
More information( ) (! +)! #! () % + + %, +,!#! # # % + +!
!! # % & & & &! # # % ( ) (! +)! #! () % + + %, +,!#! # # % + +! ! %!!.! /, ()!!# 0 12!# # 0 % 1 ( ) #3 % & & () (, 3)! #% % 4 % + +! (!, ), %, (!!) (! 3 )!, 1 4 ( ) % % + % %!%! # # !)! % &! % () (! %
More information: Previous Next First Last Back Forward 1
7-3: : 7.3.................. 1 7.3.1.............. 2 7.3.2..... 8 7.3.3.............. 12 Previous Next First Last Back Forward 1 7.3,, (X 1,, X n )., H 0 : X F Karl Pearson χ 2. : F ˆF n, D( ˆF n, F ),
More information1 2 1 2 + A MBA B MBA lim sin x 1 x = 1, lim( 1 + ) = e x 0 x x x 1996 MBA MBA $100,000 1 ( ), $45,000 $100,000 49% 3.1 2, 38,500
More information习 题 12
.7 Lgrge. ( + = f, ) = f (,, ) = + + + = + + =, f (,, ) = + + A + B + C = 0, > > > 0 A + B + C = L (,, λ) = λ( + ) L = λ = 0 L = λ = 0 λ = ( + ) = 0, = =, + = 4, f m f(, ) = = 4 L (,,, λ) = + λ( + + )
More informationBài tập trắc nghiệm sóng cơ và sóng âm - Download.com.vn
LÝ THUYẾT SÓNG CƠ VÀ SÓNG ÂM LỚP 1 Câu 1: 䁞 䁞 䁞 䁞 䁞 A. 䁞 䁞 ă 䁞 䁞 䁞 䁞 B. 䁞 C. 䁞䁞 ă 䁞 䁞 䁞 䁞 D. a ê 䁞 䁞 䁞 xa a 䁞䁞 䁞䁞 D Câu : T 䁞䁞 a m a A. Â ặ í ý ủa â 䁞 ặ í ý ầ ố ê B. a ặ í ý ủa â 䁞 ặ í ý ầ ố ă 䁞 䁞 â C.
More information50,,,,,, , , , , ,,, ( ), (,1993 :146),, , %,,, , , 2218 (,199
2001 6 Abstract : A great number of farmers and rural women poured into cities and became workers during the Da Yue Jin( Great Leap Forward). In this process, their social status risen. After the Da Yue
More informationⅡ Ⅰ Ⅱ 幑幐 1 2 3 1 2 ~ ~ ~ ~ 帩帩 1 2 3 1 2 3 4 5 1 2 3 4 5 2 1 3 4 5 2 3 4 1 5 5 4 3 2 1 1 2 3 4 1 4 3 2 4 1 3 2 1 4 3 2 4 1 3 2 1 2 3 132 231 312 213 1 3 12 14 2 4 34 Ⅳ Ⅴ 幑幐 幑幐 幑幐 幑幐 幑幐 1 2 3 4 23 24 13
More informationuntitled
5 55-% 8-8 8-5% - 7 7 U- lim lim u k k k u k k k k ` k u k k lim.7. 8 e e. e www.tighuatutor.com 5 79 755 [ e ] e e [ e ] e e e. --7 - u z dz d d dz u du d 8d d d d dz d d d d. 5-5 A E B BA B E B B BA
More informationuntitled
00, + lim l[ ] =. ( + lim[ ] = lim[ ] ( + i e ( = ( + lim l[ ] = l e = ( 4 (, (, (, 0 d f d D= D + D, d f d + d f d =. 0 D = (, 0,, 4 D = (,, 4 D ( D =, 0,. 4 0 0 4 ( + ( = ( d f, d d f, d d f, d. - =
More informationMankiw 5/e Chapter 11: Aggregate Demand II
CHAPTER ELEVEN Application of IS-LM Model macroeconomics N. Gregory Mankiw College of Management, HUST , IS-LM Application of IS-LM Model slide 1 1. IS-LM 2. 3. IS-LM 4. IS-LM 5. IS-LM 6. 7. 8. Application
More informationⅠ Ⅱ 1 2 Ⅲ Ⅳ
Ⅰ Ⅱ 1 2 Ⅲ Ⅳ !!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!
More information第九章 常微分方程出值问题得数值解法
9. 9. Euler 9. Ruge utta 9. 9.5 -- 9. d d [ab] -- { a b R} D Lsctz L L G L Remar L ma D ξ L ξ Lsctz -- { a b R} D Lsctz t t dt -- [ab] L -- 5 L ; > φ φ -- 6 Bac 9. Euler Euler L L L -- 7 Euler Taler Talor
More informationuntitled
1 2.1 ΔP r n n r ΔV ΔS ΔF r V s r f lim ΔV 0 r ΔF ρδv m/s 2 2 2 ΔP r n n r ΔV ΔS ΔF r V s r n lim Δ S 0 r ΔP ΔS n Pa 3 lim ΔS 0 r ΔP ΔS B ΔS ΔP r s 4 2 r f 1 ρ δ δδ 6 δ n δ O δ B 1 δδ 2 1 δδ 2 A 5 3 1
More informationMicrosoft Word - 新1.doc
. 80% E E E 0 0 E E 4 E E ω E E Ω E E Ω ={} E 0 0 =,, L, 0 E Ω= {,, L, 0} ω = ω = Ω= { ω, ω } E k k =,, L,, L E Ω= {,, L,, L} 4 E 4 t 0 t
More information櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩 毧 毧 毧 毧
毉 毉 櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗櫗毉 毉 櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩櫩 毧 毧 毧 毧 1. 1 2. 1 3. 1 4. 2 5. 2 6. 2 7. 3 8. 3 9. 10 3 10. 4 11. 4 12. 4 13.
More information% & :?8 & : 3 ; Λ 3 3 # % & ( ) + ) # ( ), ( ) ). ) / & /:. + ( ;< / 0 ( + / = > = =? 2 & /:. + ( ; < % >=? ) 2 5 > =? 2 Α 1 Β 1 + Α
# % & ( ) # +,. / 0 1 2 /0 1 0 3 4 # 5 7 8 / 9 # & : 9 ; & < 9 = = ;.5 : < 9 98 & : 9 %& : < 9 2. = & : > 7; 9 & # 3 2
More informationΑ 3 Α 2Η # # > # 8 6 5# Ι + ϑ Κ Ι Ι Ι Η Β Β Β Β Β Β ΔΕ Β Β Γ 8 < Φ Α Α # >, 0 Η Λ Μ Ν Ο Β 8 1 Β Π Θ 1 Π Β 0 Λ Μ 1 Ρ 0 Μ ϑ Σ ϑ Τ Ο Λ 8 ϑ
! # % & ( ) % + ( ), & ). % & /. % 0 1!! 2 3 4 5# 6 7 8 3 5 5 9 # 8 3 3 2 4 # 3 # # 3 # 3 # 3 # 3 # # # ( 3 # # 3 5 # # 8 3 6 # # # # # 8 5# :;< 6#! 6 =! 6 > > 3 2?0 1 4 3 4! 6 Α 3 Α 2Η4 3 3 2 4 # # >
More informationuntitled
4 y l y y y l,, (, ) ' ( ) ' ( ) y, y f ) ( () f f ( ) (l ) t l t lt l f ( t) f ( ) t l f ( ) d (l ) C f ( ) C, f ( ) (l ) L y dy yd π y L y cosθ, π θ : siθ, π yd dy L [ cosθ cosθ siθ siθ ] dθ π π π si
More information泵与风机
100m 3 /h 980.6kPa 5-1 10 1 1 2 3 5 4 3 5-1 1 2 3 4 5 10 6 7 8 9 10 11 12 3 4 5 7 209 5-2 5-2 120 1 5-1 n S A ASn q V Tm = 5-1 60 q Vm f i(1 ) ASn = 2 A η m 3 /s V 60 iαasn q = η 60 i m 3 /s 5-2 Vm V η
More information第四章 数值积分与数值微分
Newto Cotes Romerg Guss 5 -- . Newto-Leieize d F F, -- I I. d d A A R[ ] I I R[ R[],,, L,,, L A A ] -- . d A m m m m -- -- 5 m m,,,, L m m m m A d L L m m d d d L m m A A A L d d M m d A A A -- 6 m m A
More informationΨ! Θ! Χ Σ! Υ Χ Ω Σ Ξ Ψ Χ Ξ Ζ Κ < < Κ Ζ [Ψ Σ Ξ [ Σ Ξ Χ!! Σ > _ Κ 5 6!< < < 6!< < α Χ Σ β,! Χ! Σ ; _!! Χ! Χ Ζ Σ < Ω <!! ; _!! Χ Υ! Σ!!!! ββ /β χ <
! # %!! ( (! +,. /0 0 1 2,34 + 5 6 7,3. 7, 8, 2 7 + 1 9 #. 3 : + ; + 5 83 8 % 8 2 ; , 1 1 8 2 =? : + 2 = 2 = Α 1,!. Β 3 + 5 Χ Β Β
More information,,,,, 1970,,, ( ), ( ),,, ( ) ( ),,, ( ) ( ),,,,,,,,,, ( ),,,,,, (, ),,, :,,,,,,,, 64, 1970,,
2002 12 4 Overseas Chinese History Studies Dec., 2002 No. 4 (1980 2000) 3 1 2 (11 ; 21, 100007) [ ] ; ; ; ; [ ] 65, [ ] D634135 [ ] A [ ] 1002-5162 (2002) 04-0063 - 14 Chinese community associations in
More informationWl100036zw.PDF
A B = m m = 5 n = 3 A n ao n = bo m WV = wv v V = 1 L W = 1 w L DC AD / sini = DF ADsin = CSCi i CSCr = sini sin γ = v i v γ = sini sin = v i = γ v γ 1 14 1643 1 1 1 1 4 1 6 96 1 24 23 1 6 23 1
More information; < 5 6 => 6 % = 5
! # % ( ),,. / 0. 1, ) 2 3, 3+ 3 # 4 + % 5 6 67 5 6, 8 8 5 6 5 6 5 6 5 6 5 6 5 9! 7 9 9 6 : 6 ; 7 7 7 < 5 6 => 6 % = 5 Δ 5 6 ; Β ;? # Ε 6 = 6 Α Ε ; ; ; ; Φ Α Α Ε 0 Α Α Α Α Α Α Α Α Α Α Α Α Α Β Α Α Α Α Α
More informationSA2-090.PDF
2003-10-22 1 SA2-090 8255 8255 C BASIC PASCO SW-750 SW-750 20000Hz 8255 SW-750 SW-750 GoldWave GoldWave GoldWave Nero Wave Editor 1 2003-10-22 2 2 OK 44.1KHz 96KH z MD 2003-10-22 3 (1-A) (1-B) (1-C) 3
More informationJun-Bin
Chap. 4 1.. 3. Jun-Bin Wang@ME.NJTC 1 4.1 4.1.1 Jun-Bin Wang@ME.NJTC 4.1. P Q F v v Q ( ) Q Av v Q/A Q A v A, v Q, v Jun-Bin Wang@ME.NJTC 3 F P ( W) F W PA (kgf) P (kgf/cm ) A F A, F(W) P 4.1 4. Q, v 1
More informationΒ Χ + Δ Ε /4 10 ) > : > 8 / 332 > 2 / 4 + Φ + Γ 0 4 Η / 8 / 332 / 2 / 4 + # + Ι + ϑ /) 5 >8 /3 2>2 / 4 + ( )( + 8 ; 8 / 8. 8 :
!! # % & % () + (. / 0 ) 1 233 /. / 4 2 0 2 + + 5. 2 / 6 ) 6. 0 ) 7. 8 1 6 / 2 9 2 :+ ; < 8 10 ; + + ( =0 41 6< / >0 7 0?2) 29 + +.. 81 6> Α 29 +8 Β Χ + Δ Ε /4 10 )+ 2 +. 8 1 6 > 2 9 2 : > 8 / 332 > 2
More information[12], ;, [13],, [14] ;, [15],, 30 [16] [17~20],,,,,, , 2010 (v i ) (pi) (s i ) (m i ) (n i )5, [21], : K vi = n vi 20 i=1 v i (1) K
31 5 2012 5 GEOGRAPHICAL RESEARCH Vol.31,No.5 May,2012 1,2, 1 3, (1., 210093;2., 221018; 3., 221116) :,,,,,,, : ; ; ; :1000-0585(2012)05-0931-14 1,, [1] [2] 20 90, : [3~9], (Krugman) 1991,, [10] ;Manuel
More information2001 9,,, 1999,, (Lin et al,1999),,,,,,, 1 :A B ( ) S A B S B A,,, 1, I A B,, CC C 1 C 1 DD D 1 D 1, O, CC DD, CC DD,CC 1,, CC, A B,, DD, B,,,,,,, Lin
( 100871) :,,,,, :,, WTO,,,,,, ;, (,1999) : 20,,,,,,,,,,,,,, 1996,,,,,,,,,,,, ;,,,,, ;,,,,, 60 2001 9,,, 1999,, (Lin et al,1999),,,,,,, 1 :A B ( ) S A B S B A,,, 1, I A B,, CC C 1 C 1 DD D 1 D 1, O, CC
More information1 <9= <?/:Χ 9 /% Α 9 Δ Ε Α : 9 Δ 1 8: ; Δ : ; Α Δ : Β Α Α Α 9 : Β Α Δ Α Δ : / Ε /? Δ 1 Δ ; Δ Α Δ : /6Φ 6 Δ
! #! %&! ( )! +,!. / 1,. + 2 ( 3 4 5 6 7 8 9: : 9: : : ; ; ? =
More information8 9 : < : 3, 1 4 < 8 3 = >? 4 =?,( 3 4 1( / =? =? : 3, : 4 9 / < 5 3, ; > 8? : 5 4 +? Α > 6 + > 3, > 5 <? 9 5 < =, Β >5
0 ( 1 0 % (! # % & ( ) + #,. / / % (! 3 4 5 5 5 3 4,( 7 8 9 /, 9 : 6, 9 5,9 8,9 7 5,9!,9 ; 6 / 9! # %#& 7 8 < 9 & 9 9 : < 5 ( ) 8 9 : < : 3, 1 4 < 8 3 = >? 4 =?,( 3 4 1( / =? =? : 3, : 4 9 / < 5 3, 5 4
More information< < ; : % & < % & > & % &? > & 5 % & ( ; & & % & Α Β + 8 ; Α9 Χ Δ () Χ Δ Ε 41 Φ # (Β % Γ : 9 Χ Δ Η +9 Χ Δ 2 9 Χ Δ 2 0 /? % & Ι 1 ϑ Κ 3 % & % & + 9 Β 9
!! #! % & ( ) +,. / 0 1 2 34 5 6 % & +7 % & 89 % & % & 79 % & : % & < < ; : % & < % & > & % &? > & 5 % & ( ; & & % & Α Β + 8 ; Α9 Χ Δ () Χ Δ Ε 41 Φ # (Β % Γ : 9 Χ Δ Η +9 Χ Δ 2 9 Χ Δ 2 0 /? % & Ι 1 ϑ Κ
More informationuntitled
1 1. 1 1. 1. 1 image I(x,y,z,t) object to image 1. 1. 2 1 X Rays, Gamma-Rays, X Rays CT 1. 1. 3 INPUT Processing OUTPUT 1. 1. 4 Anolog Image Processing 2 25 / 1. 1. 5 Digital Image Processing Digitizing,
More information南華大學數位論文
-------------------------------------------------------------------1 ---------------------------------------------------------------------- -------------------------------------------------------- PC home
More information1 s = v t + at, 0 v = v + at 0. 1 3.0 36 s = v t + at a 0 1 F ma a s v t at s 0 F f 1 a m = mgsin θ µ mg cosθ g sinθ µ cosmθ 1 s = v t + at 0 1 v tsinθ µ cosθ 0 1 1 1.0 5.0 9.8 50 0 04 3.. 5 57
More informationuntitled
f ( ) tan e, > = arcsin a = ae, a = tan e tan lim f ( ) = lim = lim =, arcsin + + + lim f = lim ae = a, y e ( ) =
More information5 223 PLAXIS3D (2015) 30m 7 2 DB20-1~DB20-7DB21-1~DB m DB A~ R K 3 m =340m( R=350 m) 1 ~6 2 1 DK ~ DK (DK
37 5 2018 9 GeologicalScienceandTechnologyInformation Vol.37 No.5 Sep. 2018 doi10.19509/j.cnki.dzkq.2018.0530. [J]. 201837(5)222-228. ( 430073) 7 - Peck 10 140kN/m 2 30kN/m 2 ; ; ; P642.26 A 1000-7849(2018)05-0222-07
More information1#
! # % & ( % + #,,. + /# + 0 1#. 2 2 3 4. 2 +! 5 + 6 0 7 #& 5 # 8 % 9 : ; < =# #% > 1?= # = Α 1# Β > Χ50 7 / Δ % # 50& 0 0= % 4 4 ; 2 Ε; %5 Β % &=Φ = % & = # Γ 0 0 Η = # 2 Ι Ι ; 9 Ι 2 2 2 ; 2 ;4 +, ϑ Α5#!
More information