untitled
|
|
|
- あゆみ まつかた
- 5 years ago
- Views:
Transcription
1 1. 9.,, 2, t {01, 11, 10, 01} 2.,, t {01, 11, 11, 01, 01} t t , A/D x(t) x(t) x(nt) y(nt) y(t) A D D A 9.1 T {x(0),x(t),...}, D/A {y(0),y(t),...} y(t) A/D 9.2, D/A 9.3, T =1/f s, f s, (f s /2), x(kt ), y(kt) x k, y k 9.2 A/D 9.3 D/A (9.1), kt y k, x k,x k 1,...,x k n h i FIR, h i, (9.1), n, n FIR x(t) f[hz] x k = e j2πfkt (9.2) (9.2) (9.1), y k = ( h 0 + h 1 e j2πft + + h n e ) j2πfnt e j2πfkt (9.3) 2.2 FIR FIR (Finite Impulse Response Filter), 0 FIR,, (9.1) y k = h 0 x k + h 1 x k h n x k n (9.1) G(f) =h 0 + h 1 e j2πft + + h n e j2πfnt (9.4) (9.3), y k, x k G(f), (9.3), 9-1
2 FIR h i,,,,,,,,,, , (),, 3.2, Scilab FIR, TMS320C6711 DSP Code Composer Studio DSP, DSP 9.4, DSP 8kHz, 1, 2, 1,,,, Windows DSP TMS320C DSP, DSP, DSP LED, 3.2.2,,,,, WaveSpectra 1 ( ) 2 WaveSpectra, WS, ,,,, 9-2
3 , WaveSpectra ( 9.5 ), 9.7, 9.7 2kHz, 2kHz,,,,, FIR Scilab Scilab, (P) Scilab 2.6 Scilab2.6 ( 9.8) (), 9.5 WaveSpectra 9.8 Scilab 9.6, fir design.sci,,, Scilab exec( a:\fir\design.sci ); ( 9.9), design.sci 9-3
4 , fir tap.txt,, tap.txt design.sci 9.10 FIR eqfir frmag hm fr tap.txt unix_w( del a:\fir\tap.txt ); hn=eqfir(9,[0.1;.2.3;.4.5],[1 0 1],[ ]); [hm,fr]=frmag(hn,256); hm=20*log10(hm); fr=fr*8000; plot(fr(1:255),hm(1:255)); write( a:\fir\tap.txt,hn); tap.txt 9.10 FIR (design.sci), design.sci, design.sci, A:\fir\design.sci ( 9.11), design.sci, design.sci eqfir, 1, 2, 4 eqfir 1,,,,,,,,,,,, 2, Scilab,,, 2, 9.11 design.sci, (S) 3, 2 3 2, 2 9-4
5 ,, 1 ( 8kHz), (), 0.5, FIR, 3 2 1, 0 4, 2,,,, Mule,,, Scilab, File Print Print(Scilab) Print(Windows) 2,, File Export Code Composer Studio, Code Composer Studio C Code Composer Studio Code Composer Studio, (P) Ti CCStudio ( 9.13) Code Composer Studio (0.5) 9.12 eqfir, design.sci Scilab, design.sci tap.txt,, 9.14, DSP ( 9.15) OK 9.16 Code Composer Studio ,, fir, Code Composer Studio 9-5
6 9.14 Code Composer Studio 9.15 DSP fir.c ( 9.20), 9.21, fir.c, 5, , LENGTH, fir_tap ({} ), FIR, A:\fir\tap.txt 9.16 Code Composer Studio Project Open...,, ( 9.22), 3 (C) ( 9.23), CodeComposerStudio fir.c, 9 fir_tap ({} ) {} ( {} ) ( 9.17) 9.18, fir.pjt Scilab, fir.c fir fir.c,, Code Composer Studio File Open... ( 9.19), 9.17 (1) 9.18 (2) 9-6
7 9.19 fir.c (1) 9.24, paste, {}, (,), { }, 1, 9.25, 9.20 fir.c (2) 9.24 fir.c (1) 9.21 fir.c (3) 9.25 fir.c (2) File Save, ( 9.26) 9.22 tap.txt (1) 9.26 fir.c 9.23 tap.txt (2) , DSP, Code Composer Studio Project Rebuild All 9-7
8 fir.out, (1) ( 9.27)., Build Complete, 0 Errors, 0 Warnings, 0 Remarks., DSP ( 9.28) 9.30 (2) 9.28, fir.c, Rebuild All 3.2.5,,, 1, , Code Composer Studio File Load Program... ( 9.29) 9.30, Debug, (3) Code Composer Studio, ( 9.32), DSP DSP,, 3.2.6, DSP, DSP, 9-8
9 1. Code Composer File Load Program... fir.out 2. Code Composer DSP Code Composer Studio 3. Code Composer File Load Program... fir.out 4. Code Composer,,, DSP DSP,,, ( ),,, File Load Program, Code Composer Studio DSP Code Composer Studio DSP, WaveSpectra CodeComposerStudio, 5. DSP 6. WaveSpectra 7. WaveSpectra ( ),, WinShot 3 ( ) 4 WinShot, WinShot, WinShot WaveSpector,, 1. WaveSpectra ( ) 2. WinShot 3. JPEG ( 9.33), ws00.jpg,,, DSP,, WaveSpectra, bitmap, bitmap, 9-9
10 9.33 WinShot 3.2.8, 9.34, 1V, = 20 log 10 (9.5) db( ) DSP,, (4kHz) DSP, 4., V 9-10
11 ,,,, 1, ,, () , () 2, , A B A A, B B B A A B , A B A A, B B x(t), X(w), X(w) = 1 x(t) exp[ jwt]dt 2π, X(w), x(t), x [V], [s], X [Vs],,,,,, 1Vs, X(w),, [dbv], [db] WaveSpectra, [db], [db], [1] :, (1986) A B A B 9.37 [2] ( ):, (1993) [3] : DSP C, (2000) 9-11
!#" $ %& '( 2.4 q n k k n qn qn [3] )+* & "+-/." ( ) 3.2 Scilab FIR TMS320C DSP 2 Code Composer Studio 1.23 DSP %& '
![!# $ %& '( 2.4 q n k k n qn qn [3] )+* & +-/. ( ) 3.2 Scilab FIR TMS320C DSP 2 Code Composer Studio 1.23 DSP %& '](/thumbs/87/97271580.jpg "!# $ %& '( 2.4 q n k k n qn qn [3] )+* & +-/. ( ) 3.2 Scilab FIR TMS320C DSP 2 Code Composer Studio 1.23 DSP %& '")
1. 9. 2.! "#./ (0"1 )+- 9.2 A/D 9.3 D/A 2.1 9.1 9.1 A/D x(t) (9.1) kt y k x k x k 1... x k n x(t) x(nt) y(nt) y(t) A D!#" D A 9.1 2.3 FIR T x(t) f[hz] {x(0) x(t )... } D/A x k = e j2πfkt (9.2) (9.2) (9.1)
main.dvi
3 Discrete Fourie Transform: DFT DFT 3.1 3.1.1 x(n) X(e jω ) X(e jω )= x(n)e jωnt (3.1) n= X(e jω ) N X(k) ωt f 2π f s N X(k) =X(e j2πk/n )= x(n)e j2πnk/n, k N 1 (3.2) n= X(k) δ X(e jω )= X(k)δ(ωT 2πk
P15 P211 1 P1 P4 P2 P3 P4 P17
P15 P211 1 P1 P4 P2 P3 P4 P17 P3 P4 P7 P8 P9 2 1 Q A P17 P17 1 2 3 4 3 5 6 7 8 2 P17 Q A P17 4 1 2 3 4 2 P17 P4 P12 P17 P4 5 5 6 7 8 2 P4 P4 6 1 2 3 4 3 P17 P10 P17 7 5 6 7 8 4 0120-096-991 P17 8 1 2 3
10.00mm 2 A4 0 A4 MS 72pt 25mm MS 25mm MS 2
Silhouette Studio silhouette CAMEO Silhouette Studio silhouette CAMEO Windows Silhouette Studio mm mm F mm OK 1 10.00mm 2 A4 0 A4 MS 72pt 25mm MS 25mm MS 2 3 4 Silhouette Silhouette Silhouette silhouette
2 A4 0 A4 10.00mm 2 MS 72pt 25mm
Silhouette Studio Silhouette CAMEO 2 Silhouette Studio Silhouette CAMEO 2 Windows Silhouette Studio 1 2 A4 0 A4 10.00mm 2 MS 72pt 25mm MS 25mm MS 3 Silhouette Silhouette 2 1 2 Silhouette CAMEO 2 4 1 0
01_教職員.indd
T. A. H. A. K. A. R. I. K. O. S. O. Y. O. M. K. Y. K. G. K. R. S. A. S. M. S. R. S. M. S. I. S. T. S. K.T. R. T. R. T. S. T. S. T. A. T. A. D. T. N. N. N. Y. N. S. N. S. H. R. H. W. H. T. H. K. M. K. M.
main.dvi
5 IIR IIR z 5.1 5.1.1 1. 2. IIR(Infinite Impulse Response) FIR(Finite Impulse Response) 3. 4. 5. 5.1.2 IIR FIR 5.1 5.1 5.2 104 5. IIR 5.1 IIR FIR IIR FIR H(z) = a 0 +a 1 z 1 +a 2 z 2 1+b 1 z 1 +b 2 z 2
impulse_response.dvi
5 Time Time Level Level Frequency Frequency Fig. 5.1: [1] 2004. [2] P. A. Nelson, S. J. Elliott, Active Noise Control, Academic Press, 1992. [3] M. R. Schroeder, Integrated-impulse method measuring sound
FR 34 316 13 303 54
FR 34 316 13 303 54 23 ( 1 14 ) ( 3 10 ) 8/4 8/ 100% 8 22 7 12 1 9 8 45 25 28 17 19 14 3/1 6/27 5000 8/4 12/2930 1 66 45 43 35 49 25 22 20 23 21 17 13 20 6 1 8 52 1 50 4 11 49 3/4/5 75 6/7/8 46 9/10/11
HG M-PRO 110pt 38mm HG M-PRO 110pt 38mm HG M-PRO 2
Graphtec Studio Graphtec Studio Graphtec Studio PC Windows Graphtec Studio A4 10.00mm 2 1 HG M-PRO 110pt 38mm HG M-PRO 110pt 38mm HG M-PRO 2 3 0 LCD 4 5 6 Graphtec Studio (F) (T) All Files(. ) OK 7 8 8
JA2008
A1 1 10 vs 3 2 1 3 2 0 3 2 10 2 0 0 2 1 0 3 A2 3 11 vs 0 4 4 0 0 0 0 0 3 6 0 1 4 x 11 A3 5 4 vs 5 6 5 1 0 0 3 0 4 6 0 0 1 0 4 5 A4 7 11 vs 2 8 8 2 0 0 0 0 2 7 2 7 0 2 x 11 A5 9 5 vs 3 10 9 4 0 1 0 0 5
NL-22／NL-32取扱説明書_操作編
MIC / Preamp ATT NL-32 A C ATT AMP 1 AMP 2 AMP 3 FLAT FLAT CAL.SIG. OVER LOAD DET. AMP 4 AMP 5 A/D D/A CONV. AMP 6 AMP 7 A/D CONV. Vref. AMP 8 AMP 10 DC OUT AMP 9 FILTER OUT AC DC OUT AC OUT KEY SW Start
V s d d 2 d n d n 2 n R 2 n V s q n 2 n Output q 2 q Decoder 2 R 2 2R 2R 2R 2R A R R R 2R A A n A n 2R R f R (a) 0 (b) 7.4 D-A (a) (b) FET n H ON p H
3 ( ) 208 2 3 7.5 A-D/D-A D-A/A-D A-D/D-A CCD D () ( ) A-D (ADC) D-A (DAC) LSI 7.5. - 7.4(a) n 2 n V S 2 n R ( ),, 2 n i i i V S /2 n MOS i V S /2 n 8 256 MOS 7.4(b) DA n R n 2 2R n MOS 2R R 2R 2R OP OP
untitled
FutureNet Microsoft Corporation Microsoft Windows Windows 95 Windows 98 Windows NT4.0 Windows 2000, Windows XP, Microsoft Internet Exproler (1) (2) (3) COM. (4) (5) ii ... 1 1.1... 1 1.2... 3 1.3... 6...
dfilterh.dvi
12.5 3 ISBN4-7856-1194-4 C3055 12.5.1 x(t) =A sin(t) rad/sec T s =1=F s t = nt s n x(nt s )=Asin(nT s ) F s! =T s x(nt s )! x(n) x(n) =A sin(nt s )=Asin(!n)! rad { F (Hz) =2F { f! =2f f {! f F! = T s ==F
<4D F736F F D B B BB2D834A836F815B82D082C88C602E646F63>
信号処理の基礎 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. http://www.morikita.co.jp/books/mid/081051 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 AI ii z / 2 3 4 5 6 7 7 z 8 8 iii 2013 3 iv 1 1 1.1... 1 1.2... 2 2 4 2.1...
MPC.dvi
1997 1 Copyright c 1997 by Manabu Kano All rights reserved 1 1 3 11 3 12 3 121 3 122 5 13 6 14 6 15 7 2 9 21 9 22 10 221 10 222 11 23 12 24 13 25 14 26 15 27 17 2 1 11 (MPC; Model Predictive Control) 12
http://www.ike-dyn.ritsumei.ac.jp/ hyoo/wave.html 1 1, 5 3 1.1 1..................................... 3 1.2 5.1................................... 4 1.3.......................... 5 1.4 5.2, 5.3....................
訂正目次.PDF
1 1-1.SAW SAW 1 SAW RF IF SAW GHz SAW v 0 1-1.SAW SAWSurface Acoustic Wave SAW m 100ppm 5 SAW 1-1 IDTInterdigital Transducer IDT f SAW V0 IDT SAW f V0/ 1-2.SAW SAW 10MHz GHz 1.5GHz RF 1.5GHz 130MHz IF
1 No.1 5 C 1 I III F 1 F 2 F 1 F 2 2 Φ 2 (t) = Φ 1 (t) Φ 1 (t t). = Φ 1(t) t = ( 1.5e 0.5t 2.4e 4t 2e 10t ) τ < 0 t > τ Φ 2 (t) < 0 lim t Φ 2 (t) = 0
1 No.1 5 C 1 I III F 1 F 2 F 1 F 2 2 Φ 2 (t) = Φ 1 (t) Φ 1 (t t). = Φ 1(t) t = ( 1.5e 0.5t 2.4e 4t 2e 10t ) τ < 0 t > τ Φ 2 (t) < 0 lim t Φ 2 (t) = 0 0 < t < τ I II 0 No.2 2 C x y x y > 0 x 0 x > b a dx
重力方向に基づくコントローラの向き決定方法
( ) 2/Sep 09 1 ( ) ( ) 3 2 X w, Y w, Z w +X w = +Y w = +Z w = 1 X c, Y c, Z c X c, Y c, Z c X w, Y w, Z w Y c Z c X c 1: X c, Y c, Z c Kentaro Yamaguchi@bandainamcogames.co.jp 1 M M v 0, v 1, v 2 v 0 v
dp0206_j
1 2 7 8 9 4 5 6 3 10 11 12 13 20 19 18 16 17 15 14 CONTROL AUDIO 2 AUDIO 1 CN2 CN1 CN20 CN15 1 2 3 4 H C E (E) 1 2 3 E C H 1 2 3 4 C 8 7 6 5 6 7 8 9 5 4 3 2 1 E A B SIGNAL/
4 4 4 a b c d a b A c d A a da ad bce O E O n A n O ad bc a d n A n O 5 {a n } S n a k n a n + k S n a a n+ S n n S n n log x x {xy } x, y x + y 7 fx
4 4 5 4 I II III A B C, 5 7 I II A B,, 8, 9 I II A B O A,, Bb, b, Cc, c, c b c b b c c c OA BC P BC OP BC P AP BC n f n x xn e x! e n! n f n x f n x f n x f k x k 4 e > f n x dx k k! fx sin x cos x tan
TOPLON PRIO操作手順
TOPLON PRIO 2004/05/24 I/O LON WAGO TOPLON PRIO 1. 1) PCC-10 S/W 2) PC 3) PCC-10 4) Windows Lon WorksR Plug n Play Apply OK 5) Visio LonMaker LonPoint 6) TOPLON PRIO 2. IO-PRO SYM TOPLON-PRIO SNVT NVI
<4D F736F F D B B83578B6594BB2D834A836F815B82D082C88C60202E646F63>
単純適応制御 SAC 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. http://www.morikita.co.jp/books/mid/091961 このサンプルページの内容は, 初版 1 刷発行当時のものです. 1 2 3 4 5 9 10 12 14 15 A B F 6 8 11 13 E 7 C D URL http://www.morikita.co.jp/support
(1) (2) (3) (4) HB B ( ) (5) (6) (7) 40 (8) (9) (10)
2017 12 9 4 1 30 4 10 3 1 30 3 30 2 1 30 2 50 1 1 30 2 10 (1) (2) (3) (4) HB B ( ) (5) (6) (7) 40 (8) (9) (10) (1) i 23 c 23 0 1 2 3 4 5 6 7 8 9 a b d e f g h i (2) 23 23 (3) 23 ( 23 ) 23 x 1 x 2 23 x
Scarlett...5 Mixing & Routing Output...8 Input...10 Scarlett Direct Routing Channel Analogue Channel Anal
Scarlett 1.1 ...3...4...4 Scarlett...5 Mixing & Routing...6...7 Output...8 Input...10 Scarlett...13...15 Direct Routing...15 2 Channel Analogue...18 8 Channel Analogue...19 Digital....20 Empty...20...21...21...22.......................................................
2001 11 14 19971219947 2 13 4 1 1 1 1 200 1000 1 1 00 2 3 30 100 3 5000 5 1 100 1 100 4 5 6 1 26,234 12,084 9,142 26,916 7 , 1 1 4 8 3 9 100 1895 3516870 100 10 11 W 14 15 New 16 W 11 14 21 1 W 63
MINI2440マニュアル
Open-JTAG LPC2388 + GCC + Eclipse http://www.csun.co.jp info@csun.co.jp Ver1.4 2009/7/31 LPC2388 OpenJTAG copyright@2009 http://www.csun.co.jp info@csun.co.jp 1 ...3 ARM...4...5...6 4.2 OpenJTAG...6 4.2...8
NL-20取扱説明書_操作編
MIC / Preamp A C AMP 1 AMP 2 AMP 3 FLAT FLAT CAL.SIG. OVER LOAD DET. AMP 4 AMP 5 A/D D/A CONV. V ref. AMP 8 AMP 10 DC OUT AC OUT AC DC OUT DATA BUS CPU ADDRESS BUS DSP Start Pause Stop Store Mode Cont
Sample function Re random process Flutter, Galloping, etc. ensemble (mean value) N 1 µ = lim xk( t1) N k = 1 N autocorrelation function N 1 R( t1, t1
Sample function Re random process Flutter, Galloping, etc. ensemble (mean value) µ = lim xk( k = autocorrelation function R( t, t + τ) = lim ( ) ( + τ) xk t xk t k = V p o o R p o, o V S M R realization
programmingII2019-v01
II 2019 2Q A 6/11 6/18 6/25 7/2 7/9 7/16 7/23 B 6/12 6/19 6/24 7/3 7/10 7/17 7/24 x = 0 dv(t) dt = g Z t2 t 1 dv(t) dt dt = Z t2 t 1 gdt g v(t 2 ) = v(t 1 ) + g(t 2 t 1 ) v v(t) x g(t 2 t 1 ) t 1 t 2
gr09.dvi
.1, θ, ϕ d = A, t dt + B, t dtd + C, t d + D, t dθ +in θdϕ.1.1 t { = f1,t t = f,t { D, t = B, t =.1. t A, tdt e φ,t dt, C, td e λ,t d.1.3,t, t d = e φ,t dt + e λ,t d + dθ +in θdϕ.1.4 { = f1,t t = f,t {
2: 3: A, f, φ f(t = A sin(2πft + φ = A sin(ωt + φ ω 2πf 440Hz A ( ( 4 ( 5 f(t = sin(2πf 1t + sin(2πf 2 t = 2 sin(2πt(f 1 + f 2 /2 cos(2πt(f 1 f
12 ( TV TV, CATV, CS CD, DAT, DV, DVD ( 12.1 12.1.1 1 1: T (sec f (Hz T= 1 f P a = N/m 2 1.013 10 5 P a 1 10 5 1.00001 0.99999 2,3 1 2: 3: 12.1.2 A, f, φ f(t = A sin(2πft + φ = A sin(ωt + φ ω 2πf 440Hz
1. ( ) 1.1 t + t [m]{ü(t + t)} + [c]{ u(t + t)} + [k]{u(t + t)} = {f(t + t)} (1) m ü f c u k u 1.2 Newmark β (1) (2) ( [m] + t ) 2 [c] + β( t)2
![1. ( ) 1.1 t + t [m]{ü(t + t)} + [c]{ u(t + t)} + [k]{u(t + t)} = {f(t + t)} (1) m ü f c u k u 1.2 Newmark β (1) (2) ( [m] + t ) 2 [c] + β( t)2](/thumbs/80/80934335.jpg "1. ( ) 1.1 t + t [m]{ü(t + t)} + [c]{ u(t + t)} + [k]{u(t + t)} = {f(t + t)} (1) m ü f c u k u 1.2 Newmark β (1) (2) ( [m] + t ) 2 [c] + β( t)2")
212 1 6 1. (212.8.14) 1 1.1............................................. 1 1.2 Newmark β....................... 1 1.3.................................... 2 1.4 (212.8.19)..................................
x ( ) x dx = ax
x ( ) x dx = ax 1 dx = a x log x = at + c x(t) = e at C (C = e c ) a > 0 t a < 0 t 0 (at + b ) h dx = lim x(t + h) x(t) h 0 h x(t + h) x(t) h x(t) t x(t + h) x(t) ax(t) h x(t + h) x(t) + ahx(t) 0, h, 2h,
- 2 Copyright (C) 2006. All Rights Reserved.
- 2 Copyright (C) 2006. All Rights Reserved. 2-3 Copyright (C) 2006. All Rights Reserved. 70-4 Copyright (C) 2006. All Rights Reserved. ...1...3...7...8 1...9...14...16 2...18...20...21 3...22...23...23...24
( ) 2.1. C. (1) x 4 dx = 1 5 x5 + C 1 (2) x dx = x 2 dx = x 1 + C = 1 2 x + C xdx (3) = x dx = 3 x C (4) (x + 1) 3 dx = (x 3 + 3x 2 + 3x +
(.. C. ( d 5 5 + C ( d d + C + C d ( d + C ( ( + d ( + + + d + + + + C (5 9 + d + d tan + C cos (sin (6 sin d d log sin + C sin + (7 + + d ( + + + + d log( + + + C ( (8 d 7 6 d + 6 + C ( (9 ( d 6 + 8 d
0A_SeibutsuJyoho-RF.ppt
A ON-Center OFF-Center DeAngelis, Ohzawa, Freeman 1995 Nobel Prize 1981: Physiology and Medicine D.H. Hubel and T.N. Wiesel T.N. Wiesel D.H. Hubel V1/V2: (spikes) Display? Amplifiers and Filters V1 - simple
5. [1 ] 1 [], u(x, t) t c u(x, t) x (5.3) ξ x + ct, η x ct (5.4),u(x, t) ξ, η u(ξ, η), ξ t,, ( u(ξ,η) ξ η u(x, t) t ) u(x, t) { ( u(ξ, η) c t ξ ξ { (
![5. [1 ] 1 [], u(x, t) t c u(x, t) x (5.3) ξ x + ct, η x ct (5.4),u(x, t) ξ, η u(ξ, η), ξ t,, ( u(ξ,η) ξ η u(x, t) t ) u(x, t) { ( u(ξ, η) c t ξ ξ { (](/thumbs/92/107866626.jpg "5. [1 ] 1 [], u(x, t) t c u(x, t) x (5.3) ξ x + ct, η x ct (5.4),u(x, t) ξ, η u(ξ, η), ξ t,, ( u(ξ,η) ξ η u(x, t) t ) u(x, t) { ( u(ξ, η) c t ξ ξ { (")
5 5.1 [ ] ) d f(t) + a d f(t) + bf(t) : f(t) 1 dt dt ) u(x, t) c u(x, t) : u(x, t) t x : ( ) ) 1 : y + ay, : y + ay + by : ( ) 1 ) : y + ay, : yy + ay 3 ( ): ( ) ) : y + ay, : y + ay b [],,, [ ] au xx
取扱説明書の読み替え一覧表
SCSI アレイコントローラカード取扱説明書 ( 追補版 ) PG-140BL PG-140C PG-140CL PG-141B PG-142B PG-142C PG-142D GP5-150 GP5-1501 GP5-151 はじめに Linux MicrosoftWindows NTMicrosoft Corporation NetwareNovell Copyright 1985-2001 Microsoft
時系列解析と自己回帰モデル
B L11(2017-07-03 Mon) : Time-stamp: 2017-07-03 Mon 11:04 JST hig,,,.,. http://hig3.net ( ) L11 B(2017) 1 / 28 L10-Q1 Quiz : 1 6 6., x[]={1,1,3,3,3,8}; (. ) 2 x = 0, 1, 2,..., 9 10, 10. u[]={0,2,0,3,0,0,0,0,1,0};
1 2 2.1 TreeDrawer 2 2 2.2 Application TreeDrawer File New( command+n) 2
TreeDrawer (MacOSX) (2016.4.18) 1......................................... 1 2............................................ 2 2.1................................................ 2 2.2................................................
MAP2496.PDF
Audiophile 2496 24 Bit 96 khz 4 in/ 4 out PCI Digital Recording Interface with MIDI 2 M-AUDIO 3 PCI 1. INS1&2 IN1 IN2 2. OUTS1&2 OUT1 OUT2 3. 15 D-sub S/PDIF MIDI 4. S/PDIF S/PDIF DAT MD A/D S/PDIF 5.
ProVAL Recent Projects, ProVAL Online 3 Recent Projects ProVAL Online Show Online Content on the Start Page Page 13
ProVAL Unit System Enable Recording Log Preferred Language Default File Type Default Project Path ProVAL : Unit SystemUse SI Units SI SI USCS Enable Recording Log Language Default File Type Default Project
1 2020 2015 4 1 1/2 2 (1) (2) (3) (4) (5) (6) 20 4 1 (2) 3 11 9 (6) 1 1 2020 4 3 2 6 4 400 5 1 1 1 1 5 28 4 1 29 3 17 5 1 3 6 6 2020 4 28 8 7 7 8 1 5 4 1 8 8 2 2 8 28 4 1 29 3 17 2 9 9 FY2016 Minato Cooperation
etrust Access Control etrust Access Control UNIX(Linux, Windows) 2
etrust Access Control etrust Access Control UNIX(Linux, Windows) 2 etrust Access Control etrust Access Control 3 ID 10 ID SU ID root 4 OS OS 2 aaa 3 5 TCP/IP outgoing incoming DMZ 6 OS setuid/setgid) OS
main.dvi
6 FIR FIR FIR FIR 6.1 FIR 6.1.1 H(e jω ) H(e jω )= H(e jω ) e jθ(ω) = H(e jω ) (cos θ(ω)+jsin θ(ω)) (6.1) H(e jω ) θ(ω) θ(ω) = KωT, K > 0 (6.2) 6.1.2 6.1 6.1 FIR 123 6.1 H(e jω 1, ω
R R 16 ( 3 )
(017 ) 9 4 7 ( ) ( 3 ) ( 010 ) 1 (P3) 1 11 (P4) 1 1 (P4) 1 (P15) 1 (P16) (P0) 3 (P18) 3 4 (P3) 4 3 4 31 1 5 3 5 4 6 5 9 51 9 5 9 6 9 61 9 6 α β 9 63 û 11 64 R 1 65 13 66 14 7 14 71 15 7 R R 16 http://wwwecoosaka-uacjp/~tazak/class/017
slide1.dvi
1. 2/ 121 a x = a t 3/ 121 a x = a t 4/ 121 a > 0 t a t = a t t {}}{ a a a t 5/ 121 a t+s = = t+s {}}{ a a a t s {}}{{}}{ a a a a = a t a s (a t ) s = s {}}{ a t a t = a ts 6/ 121 a > 0 t a 0 t t = 0 +
VSamp Version: Hiroaki Koyama 1
VSamp Version:3.2.6 http://www.kagi.com/smaug/vsamp Hiroaki Koyama 1 3 4 VSamp 4 VSampVST 4 5 5 MIDI 5 MacOS X 5 MacOS 7 8 9 5 6 6 7 7 7 MIDI 7 VST 8 8 8 MIDI 8 VSamp 9 9 9 Amplitude 11 Filter 12 Tuning
チュートリアル XP Embedded 入門編
TUT-0057 Ver. 1.0 www.interface.co.jp Ver 1.0 2005 6 (,), Web site () / () 2004 Interface Corporation. All rights reserved. ...1...1 1. XP Embedded...2 2....3 2.1....3 2.2....4 2.2.1. SLD...4 2.3....5
Nios II 簡易チュートリアル
Nios II Ver. 7.1 2007 10 1. Nios II Nios II JTAG UART LED 8 PIO LED < > Quartus II SOPC Builder Nios II Quartus II.sof Nios II IDE Stratix II 2S60 RoHS Nios II Quartus II http://www.altera.com/literature/lit-nio2.jsp
1 2 1 0 6 a. b. c. d. e. 1. 1 2. 4 2.1 4 2.2 5 2.3 6 3. 8 4. 9 4.1 9 4.2 11 4.2.1 11 4.2.2 13 4.3 15 4.3.1 15 4.3.2 16 5. 19 5.1 19 5.1.1 19 5.1.2 21 5.1.3 24 5.1.4 27 5.1.5 29 5.1.6 37 5.2 39 5.2.1 39
mugensho.dvi
1 1 f (t) lim t a f (t) = 0 f (t) t a 1.1 (1) lim(t 1) 2 = 0 t 1 (t 1) 2 t 1 (2) lim(t 1) 3 = 0 t 1 (t 1) 3 t 1 2 f (t), g(t) t a lim t a f (t) g(t) g(t) f (t) = o(g(t)) (t a) = 0 f (t) (t 1) 3 1.2 lim
DAC121S101/DAC121S101Q 12-Bit Micro Power, RRO Digital-to-Analog Converter (jp)
DAC121S101 DAC121S101/DAC121S101Q 12-Bit Micro Power, RRO Digital-to-Analog Converter Literature Number: JAJSA89 DAC121S101 12 D/A DAC121S101 12 D/A (DAC) 2.7V 5.5V 3.6V 177 A 30MHz 3 SPI TM QSPI MICROWIRE
2012_00表紙
02 Network Program 05 1 2 3 4 5 6 1 13 60 5,800 06 07 Program 10 12 Program 14 Program 18 20 Program 22 24 Program 25 26 27 28 29 30 31 32 Program 33 34 35 40 Program 41 42 43 44 45 46 Program
1 2 ( 3 ( asakawa 1 Netscape Communicator 4.7 2 Composer ( 3 index.html 2 /14
1 /14 1 2 ( 3 ( asakawa 1 Netscape Communicator 4.7 2 Composer ( 3 index.html 2 /14 1 Composer ( 2 3 1 2 ( 3 ( 4 OK 3 /14 4 /14 5 /14 1 ( 2 ( 3 ( 4 OK 5 OK 6 /14 1 2 ( 3 wood3.gif ( 4 OK 1 2 Composer 2
Blender 3D 3D IS Report No Report Medical Information System Laboratory
Blender 3D 3D 2014 11 25 IS Report No. 2014112501 Report Medical Information System Laboratory Abstract,2014 1 3D SYSTEMS 3D CubeX Duo 3D 3D : 3D Blender Shade 3D CubeX Duo 1............................
) a + b = i + 6 b c = 6i j ) a = 0 b = c = 0 ) â = i + j 0 ˆb = 4) a b = b c = j + ) cos α = cos β = 6) a ˆb = b ĉ = 0 7) a b = 6i j b c = i + 6j + 8)
4 4 ) a + b = i + 6 b c = 6i j ) a = 0 b = c = 0 ) â = i + j 0 ˆb = 4) a b = b c = j + ) cos α = cos β = 6) a ˆb = b ĉ = 0 7) a b = 6i j b c = i + 6j + 8) a b a b = 6i j 4 b c b c 9) a b = 4 a b) c = 7
flÌ‚£Šp_01-.pm6
CF-X1D /CF-X1R /CF-X1W CD. 1 VHS...1... 1 (B's Recorder GOLD/B's CLiP )... 1 N N Alt / Alt / 24 1 ... 3... 6... 7... 8 CD-R... 12... 14... 15 2001 for 2001 for... 16... 16... 17... 19... 19 B's Recorder
曲面のパラメタ表示と接線ベクトル
L11(2011-07-06 Wed) :Time-stamp: 2011-07-06 Wed 13:08 JST hig 1,,. 2. http://hig3.net () (L11) 2011-07-06 Wed 1 / 18 ( ) 1 V = (xy2 ) x + (2y) y = y 2 + 2. 2 V = 4y., D V ds = 2 2 ( ) 4 x 2 4y dy dx =
B1 Ver ( ), SPICE.,,,,. * : student : jikken. [ ] ( TarouOsaka). (, ) 1 SPICE ( SPICE. *1 OrCAD
![B1 Ver ( ), SPICE.,,,,. * : student : jikken. [ ] ( TarouOsaka). (, ) 1 SPICE ( SPICE. *1 OrCAD](/thumbs/101/152175529.jpg "B1 Ver ( ), SPICE.,,,,. * : student : jikken. [ ] ( TarouOsaka). (, ) 1 SPICE ( SPICE. *1 OrCAD")
B1 er. 3.05 (2019.03.27), SPICE.,,,,. * 1 1. 1. 1 1.. 2. : student : jikken. [ ] ( TarouOsaka). (, ) 1 SPICE ( SPICE. *1 OrCAD https://www.orcad.com/jp/resources/orcad-downloads.. 1 2. SPICE 1. SPICE Windows
振動と波動
Report JS0.5 J Simplicity February 4, 2012 1 J Simplicity HOME http://www.jsimplicity.com/ Preface 2 Report 2 Contents I 5 1 6 1.1..................................... 6 1.2 1 1:................ 7 1.3
OK (S) vncviewer UNIX EDS vncviewer : VNC server: eds.efc.sec.eng.shizuoka.ac.jp:51 OK 2
Mathematica I (2001 5 31, 6 7 ) UNIX EDS vncviewer Internet Exploler http://www.efc.sec.eng.shizuoka.ac.jp/admin/pubsoft/ vncviewer.exe : 1 OK (S) vncviewer UNIX EDS vncviewer : VNC server: eds.efc.sec.eng.shizuoka.ac.jp:51
FFFA
FFFA001299-01 ...3...4...4 Clarett...5 Mixing & Routing...6...7 Output...8 Input...10 Clarett...13...15 Direct Routing...15 2 Channel Analogue...17 8 Channel Analogue...18 Digital....19 Empty...19...20...20...21.......................................................
Cleaner XL 1.5 クイックインストールガイド
Autodesk Cleaner XL 1.5 Contents Cleaner XL 1.5 2 1. Cleaner XL 3 2. Cleaner XL 9 3. Cleaner XL 12 4. Cleaner XL 16 5. 32 2 1. Cleaner XL 1. Cleaner XL Cleaner XL Administrators Cleaner XL Windows Media
.3. (x, x = (, u = = 4 (, x x = 4 x, x 0 x = 0 x = 4 x.4. ( z + z = 8 z, z 0 (z, z = (0, 8, (,, (8, 0 3 (0, 8, (,, (8, 0 z = z 4 z (g f(x = g(
06 5.. ( y = x x y 5 y 5 = (x y = x + ( y = x + y = x y.. ( Y = C + I = 50 + 0.5Y + 50 r r = 00 0.5Y ( L = M Y r = 00 r = 0.5Y 50 (3 00 0.5Y = 0.5Y 50 Y = 50, r = 5 .3. (x, x = (, u = = 4 (, x x = 4 x,
III
III http://www.manabino-academ.com . = k...................................... = k p + q................................. = a + b c + d.................................. 4.4..........................................
211 kotaro@math.titech.ac.jp 1 R *1 n n R n *2 R n = {(x 1,..., x n ) x 1,..., x n R}. R R 2 R 3 R n R n R n D D R n *3 ) (x 1,..., x n ) f(x 1,..., x n ) f D *4 n 2 n = 1 ( ) 1 f D R n f : D R 1.1. (x,
13 6 2 68 34 JIS S0026 JIS JIS S0026 50000 2550mm 2550mm 2550mm 12 1 4 15 ( ) 3000 1 1 H17 ttp://www.isuzu.co.jp/product/bus/gala_ss/approach.html
N88 BASIC 0.3 C: My Documents 0.6: 0.3: (R) (G) : enterreturn : (F) BA- SIC.bas 0.8: (V) 0.9: 0.5:
BASIC 20 4 10 0 N88 Basic 1 0.0 N88 Basic..................................... 1 0.1............................................... 3 1 4 2 5 3 6 4 7 5 10 6 13 7 14 0 N88 Basic 0.0 N88 Basic 0.1: N88Basic
08-Note2-web
r(t) t r(t) O v(t) = dr(t) dt a(t) = dv(t) dt = d2 r(t) dt 2 r(t), v(t), a(t) t dr(t) dt r(t) =(x(t),y(t),z(t)) = d 2 r(t) dt 2 = ( dx(t) dt ( d 2 x(t) dt 2, dy(t), dz(t) dt dt ), d2 y(t) dt 2, d2 z(t)