KEMMER.{..

Size: px
Start display at page:

Download "KEMMER.{.."

Transcription

1

2 Gripock 0/

3

4 OFQ OFQ OFQ OFQ MTNZ CTD VTN MTN OTX OFQ OFQ OFQ OFQ BTNX BTNG TNX TNG M9QFXCB M9QFXCB CXCB CG CXCB/60../ ACXCB/

5 KCTD KCTD 9CG..30C CTD BTNN ABTNN CT. CTAU BTN TN. ITN. HTN. HTNT. 9ACXCB..6 9ACXCB CXCB 9 CG... CXCD... CXCD...90 CXCD...90 CXCD...90 UNI

6 CXCB...CXCB...K...CXCB...CG...CG 6 6 OTX../ OTX../ OTX..N OTX..N KOTX... KOTX OTX E OTX I OTX EI 7 OTXDECO

7 CG..C N. IT. BG. KT. IT.AU KOTX..I H C C..X T K 0 0 TM T TM C C 70 7 HTNG 9CXCB

8 3 TN M T 93 9 F F9FCCN NT. IT. IT.AU CCB..X H CCB T K TM T

9 OFQ..N/ M9Q OFQ000 N 00 V 69 OFQ00 N 00 V 69 OFQ00 N 00 V 69 OFQ3000 N 00 V 69 OFQ V 7 OFQ00 06 V 7 OFQ00 V 7 N N N N 6, 6, 6, 6, 6, 6, 6, 0,00 0, 0, 0, 0,00 0, 0,,,0, 3,0,,0, ,0 3,0 3,0 3,0 3,0 3,0 3,0 = N = OFQ..N/ M9Q OFQ000 N 00 V 69 OFQ00 N 00 V 69 OFQ00 N 00 V 69 OFQ3000 N 00 V 69 OFQ V 7 OFQ00 06 V 7 OFQ00 0 V 7 N N N N 6, 6, 6, 6, 6, 6, 6, N = 0,00 0, 0, 0, 0,00 0, 0,,,0, 3,0,,0, = 3,0 3,0 3,0 3,0 3,0 3,0 3,0

10 OFQ..N/ M9Q OFQ..N/ M9Q OFQ00000 N 00 6 OFQ0000 N OFQ000 N OFQ00 N OFQ00 N OFQ3000 N OFQ OFQ OFQ OFQ000 6 OFQ OFQ00 6 N N N N N N, 3, 6, 6, 6, 6, 3, 3, 6, 6, 6, 6, 0,00 0,00 0,00 0, 0, 0, 0,00 0,00 0,00 0,00 0, 0, 0,,0,,0, 3,0,0,0,,,0, ,0 7,0 3,0 3,0 3,0 3,0 7,0 7,0 3,0 3,0 3,0 3,0 OFQ00000 N 00 N, 0,00 0, 0,0 6 OFQ0000 N 00 N 3, 0,00,0 0 7,0 63 OFQ000 N 00 N 6, 0,00, 0 3,0 63 OFQ00 N 00 N 6,,0 0 3,0 63 OFQ00 N 00 N 6, 0,, 0 3,0 63 OFQ3000 N 00 N 6, 0, 3,0 0 3,0 63 OFQ , 0,00,0 6 7,0 6 OFQ0000 3, 0,00,0 7,0 6 OFQ , 0,00, 6 3,0 6 OFQ000 6, 0,00, 3,0 6 OFQ , 0,,0 6 3,0 6 OFQ00 6, 0,,0 3,0 6 0, = N = N = = OFQ FM

11 OFQ/..N M9Q 7 OFQ00000 N,0 0,00 0,0 0,7 OFQ N 7,0 0,00 0,60 0,67 OFQ N 7, 0,00 0,70 0,77 OFQ00000 N 7, 0,00 0,0 0,7 OFQ N 69, 0,00 0,90 0,97 OFQ0 N 69, 0,,, OFQ/..N M9Q OFQ000 N,0 0,0,00 OFQ07 N, 0,7,0 OFQ00 N 77,0,00,00 OFQ0 N 77,,,0 OFQ300 N 77 3,0,0 3,00 69 OFQ300 N, 0,,30, 69 OFQ00 N,0 0,,60,7 69 OFQ0 N,0 0,,,99 OFQ N 69, 0,,,9 69 OFQ60 N, 0,,6,79 69 OFQ3 N, 0, 3, 3,9 OFQ00000 N 7,0 0,00 0,0 0,7 OFQ N,0 0,00 0,60 0,67 7 OFQ N, 0,00 0,70 0,77 7 OFQ00000 N, 0,00 0,0 0,7 7 OFQ N 69, 0,00 0,90 0,97 69 OFQ0 N, 0,,, 69 OFQ300 N, 0,,30, 69 OFQ00 N,0 0,,60,7 69 OFQ0 N,0 0,,,99 69 OFQ N, 0,,,9 69 OFQ60 N, 0,,6,79 OFQ000 N,0 0,0,00 OFQ07 N, 0,7,0 OFQ00 N,0,00,00 77 OFQ0 N,,,0 77 OFQ300 N 77 3,0,0 3,00 OFQ3 N, 0, 3, 3,9 69

12 OFQ/.. M9Q OFQ000 E IO 7 0,0 0, 6,,0 60 OFQ0070 E IO 7 0,70 0, 6,,0 60 OFQ007 E IO 7 0,7 0, 6,,0 60 OFQ000 E IO 7 0,0 0,7 6,,0 60 OFQ00 E IO 7,00 0,7 6,, OFQ0 E IO, 0,7 6,,0 60 A 0,0 0,0 A 7 OFQ30 E IO,0 0, 6, 3, 60 7 OFQ307 E IO,7 0,9 6, 3, 60 7 OFQ300 E IO,00,0 6, 3, 60 OFQ300 E IO,0,3 6, 3, 60 OFQ30300 E IO 3,00, 6, 3, 60 7 OFQ0W Gg,0 6,,0 OFQ E /W B 7 OFQ09W 9Gg,0 6,,0 7 OFQ30W Gg,3 6, 3, 7 OFQ30W Gg, 6, 3, OFQ000 E IO 0,0 0, 6,,0 60 OFQ0070 E IO 0,70 0, 6,,0 60 OFQ007 E IO 0,7 0, 6,,0 60 OFQ 0 00 E IO 0,0 0,7 6,,0 60 OFQ 0 0 E IO,00 0,7 6,,0 60 OFQ 0 E IO, 0,7 6,,0 60 OFQ 30 E IO,0 0, 6, 3, 60 OFQ 30 7 E IO,7 0,9 6, 3, 60 OFQ 30 0 E IO,00,0 6, 3, 60 OFQ 30 0 E IO,0,3 6, 3, 60 OFQ E IO 3,00, 6, 3, 60 OFQ 0 W Gg,0 6,,0 OFQ 0 9W 9 Gg,0 6,,0 OFQ 30 W Gg,3 6, 3, OFQ 30 W Gg, 6, 3, A OFQ E /W

13 M9Q..X M9Q M9Q../ M9Q M9QFXCB 60 X 6,, 6, M9QFXCB 3 X 3,0, 6, f a M9QFXCB K 3,3,3 6, 9, 6 3 M9QFXCB K,3,3 6, 9, 6 3 M9QFXCB K 6,3 6, 9, 9, 3 M9QFXCB K 77,3 6, 9, 3 M9QFXCB M 97,3 6, 9, 3 f ET A M9QFXCB 60 X 6,, 6, M9QFXCB 3 X 3,0, 6, M9QFXCB K 3,3,3 6, 9, 6 3 M9QFXCB K,3,3 6, 9, 6 3 M9QFXCB K 6,3 6, 9, 9, 3 M9QFXCB K 77,3 6, 9, 3 M9QFXCB M 97,3 6, 9, 3 M9 Q FXCB M

14 MTNZ 9 MTNZ 3, N 3. 0, 3, +0, MTNZ 0 N 3. 0, +0, MTNZ 0 6 N. 0, +0, Is MTN 9 MTN N,,00 0,,0 MTN, N,,00 0,,6 MTN 30 3 N 3. 0, 3,00 MTN 30 3 N 3. 0, 3,00 ± MTN 0 N 3. 0,,00 MTN 0 N 3. 0,,00 MTN 0 6 N 3. 0,,0 MTN 0 6 N. 0,,00 CTD 9 CTD 30 N 3.0 0, 3 +0, CTD 0 30 N 3.0 0, +0, CTD 0 3 N 3.0 0, +0, MTN 0 30 N. 0,,0 MTN 60 3 N , 6,0 MTN 60 3 N , 6,0 MTN 6 3 N 30.9, 6,0 MTN 0 37 N ,,0 MTN 37 N 30 6.,,0 MTN 0 0 N 30. 0,,0 MTN 0 N 30.,,0 Is Is Is VTN 9 VTN 30 6 N 3.0 0, 3 +0, VTN 3, 6 N 3.0 0, 3, ±0,03 VTN 0 7 N 3. 0, +0, VTN 0 N. 0, +0, Is

15 OTX 9 BTNG 9 s ± OTX 30 6 N 3. 0, 3,00 0 BTNG 6 N,00,00 0,,00 OTX 0 N 3. 0,,00 0 OTX 0 0 N. 0,,00 0 OTX 06, N.9 0, 6,0 0 OTX 0 70 N ,,0 0 OTX 0 77 N 30. 0,,0 0 BTNG, 6 N,00,00 0,,00 BTNG 30 6 N 3. 0, 3,00 BTNG 30 6 N 3. 0, 3,00 BTNG 0 N 3. 0,,00 BTNG 0 N 3. 0,,00 BTNG 0 N 3. 0,,00 Is BTNG N. 0,,00 BTNG N. 0,,00 BTNG 60 6 N , 6,00 BTNG 60 6 N , 6,00 BTNG 0 6 N ,,00 BTNG 6 N 30 6.,,00 Is BTNG N 30. 0,,00 BTNG 6 7 N 30.,,00 BTNX 9 ± Is Is BTNX 37 N,,00 0,,0 BTNX, 37 N,,00 0,,6 BTNX N 3. 0, 3,0 BTNX N 3. 0, 3,0 BTNX 0 3 N 3. 0,,0 BTNX 0 3 N 3. 0,,0 BTNX 0 N. 0,,0 BTNX 0 N. 0,,0 Is Is

16 TNX 9 l CT./D//IT 9 TNX 9 N,,76,06,0 CTD3 N 0, 3 0 IT TNX 3 N.6, 3,0 CTD 7 N 0, 0 CTD 9 N 0, 0 CT3/6 6 0, 3 6 CT/6 0, 6 CT/6 30 0, 6 CT3/6 6 0, 3 6 TNX 37 N 3.,0,0 TNX N.,,0 CT/6 0, 6 CT/6 30 0, 6 TNX N ,0 6,0 TNX 0 6 N 30 6.,0,0 TNX 0 6 N 30.,0,0 TNG 9 Is Is N TNG TNG N.7,0,00 N.6, 3,00 TNG 9 N 3.,0,00 TNG 3 N.,,00 TNG N ,0 6,00 TNG N 30 6.,0,00 TNG N 30.,0,00 Is Is CT./D//AU 9 CTD3 AU 7 N 0, 3 0 AU CTD AU 30 9 N 0, 0 CTD AU 3 3 N 0, 0 CT3/6 AU , 3 6 CT/6 AU 33 0, 6 CT/6 AU , 6 CT3/6 AU , 3 6 CT/6 AU 33 0, 6 CT/6 AU , 6

17 BTN.N// 9 BTNN. 3 N,0 0,,0 0 BTNN 6 7 N,0 0,,0 0 BTNN. 6 7 N,03 0,,0 0 BTNN 3 6 N 0, 3,00 0 BTNN 7 N 0,,00 0 BTN./6 BTN./ BTN./ BTN /6 BTN / BTN./6 BTN./ ,0,0,0,03,03,03,03 0, 0, 0, 0, 0, 0, 0,,0,0,0,99,99,9, BTN 3/6 7 0, 3,0 6 BTN 3/ 7 0, 3,0 BTN / ,,0 6 BTN / 9 0 0,,0 BTN./6 9,0 0,,0 6 BTN./ 9,0 0,,0 BTN./ 9,0 0,,0 BTN /6 9,03 0,,99 6 BTN / 9,03 0,,99 BTN./6 9,03 0,,9 6 BTN./ 9,03 0,,9 BTN 3/6 7 0, 3,0 6 BTN 3/ 7 0, 3,0 BTN / ,,0 6 BTN / 9 0 0,,0 9CXCB 9 CXCB K 30 A N

18 9CXCB 9 9CXCB 00 K 6 9CXCB 00 K+ 9CXCB K* 9CXCB K+ 9CXCB K * 9CXCB K+ 9CXCB K30 9CXCB K30 9CXCB K0 9CXCB K0 9CXCB K* 9CXCB K+ 9CXCB K+ A 9CXCB K30 9CXCB K30A 9CXCB K0 9CXCB K0A 9CXCB K 9CXCB K+ 9CXCB K+ A 9CXCB K30 9CXCB K30A 9CXCB K3A 9CXCB K0 9CXCB K0A 9CXCB K0 9CXCB M60 9CXCB M60 9CXCB M0 9CXCB M0 9CXCB M 9CXCB M+ 9CXCB M+ A 9CXCB M30 9CXCB M30A 9CXCB M3A 9CXCB M0 9CXCB M0A 9CXCB M0 9CXCB M60 9CXCB M0 9CXCB CXCB 3 0 9CXCB Ø , +,, +,, +, 3 3, +, +, 3 3, +, +, 3 3 3, 6 6, +, +, 3 3 3, , 9 9, 9 9, 9 9, , 9 9, 9 9, CXCB 9 9CXCB 00 K 6 9CXCB 00 K+ 6 9CXCB K* 6 9CXCB K+ 6 9CXCB K* 6 9CXCB K+ 6 9CXCB K30 6 9CXCB K30 6 9CXCB K0 6 9CXCB K0 6 9CXCB K* 6 9CXCB K+ 6 9CXCB K+ A 6 9CXCB K30 6 9CXCB K30A 6 9CXCB K0 6 9CXCB K0A 6 9CXCB K 6 9CXCB K+ 6 9CXCB K+ A 6 9CXCB K30 6 9CXCB K30A 6 9CXCB K3A 6 9CXCB K0 6 9CXCB K0A 6 9CXCB K0 6 9CXCB M60 6 9CXCB M60 6 9CXCB M0 6 9CXCB M0 6 9CXCB M 73 9CXCB M+ 73 9CXCB M+ A 73 9CXCB M30 6 9CXCB M30A 6 9CXCB M3A 6 9CXCB M0 6 9CXCB M0A 6 9CXCB M0 6 9CXCB M CXCB M0 9 9CXCB CXCB CXCB Ø , +,, +,, +, 3 3, +, +, 3 3, +, +, 3 3 3, 6 6, +, +, 3 3 3, , 9 9, 9 9, 9 9, , 9 9, 9 9,

19 9..CXCB/ 60X../ 9 Ø 9CXCB 60 X 0 6, 9CXCB 60 X 0 6, 9CXCB 60 X30 0 6, 3, d a 9CXCB 60 X30 0 6, 3, 9CXCB 60 X 0 6, 9CXCB 60 X 0 6, 9CXCB 60X 30 9CXCB 60 X30 0 6, 3, 9CXCB 60 X30 0 6, 3,. 9CXCB 60 X30 A. 9CXCB 60 X CXCB 60 X30 9 CXCB 60 X. 9CXCB 60 X30

20 CTD 9 9ACXCB/ 9 Ø CTD3 N 0, 3 CTD 7 N 0, CTD 9 N 0, 9ACXCB 9ACXCB K ,0 9ACXCB K , 9ACXCB K ,0 9ACXCB M0 7 0,0 6 9ACXCB M30 6 3,0 9ACXCB M3 6 3, 9ACXCB M0 6,0 9ACXCB 0 0, ACXCB K ,0 d 9ACXCB K , 9ACXCB K ,0 9ACXCB M0 7 0,0 6 9ACXCB M30 6 3,0 BTNN 9 9ACXCB M3 6 3, 9ACXCB M0 6,0 9ACXCB 0 0, BTNN 3 6 N 0, 3,00 BTNN 7 N 0,,00 9ACXCB/...6 Ø 9 9ACXCB K ,0 9ACXCB K06 7 6,0 9ACXCB M ,0 9ACXCB M06 6,0 d ABTNN 9 N 0, 3,00 9ACXCB K306 9ACXCB K ,0 9ACXCB K06 7 6,0 9ACXCB M ,0 9ACXCB M06 6,0 3 N 0,,00

21 9CG/ 9 9CG/.. 30C 9K 9CG 00 7, 7, CG , 3 7,0+, CG , 3 7 3, f 9CG 00M 30C 6, 9 3/, 7 9CG 00 30C 7,,,/ CG 00M 30C 6, 9 3/, 7 f 9CG , 3 7 3, CG 00 30C 7,,,/ CG , 3 7, CG ,0 7,0+, 0 0 9CG ,0 7 3, CG 9CG ,0 7 3, 0 0 9CG ,0 7, CG ,0,0+, 0 6 9CG ,0 3, CG ,0 3, 0 6 9CG ,0, CG ,0 6, CG 000 T ,0 30, CG 000 T ,0 30, CG 000 T ,0 30 6, d IK D 9CG...C KCTD 9K IK d D 9CG 00 7, 7, KCTD 3 7 N 3/, , 9CG , 3 7,0+, KCTD 3 MAX 7 N,/ CG , 3 7 3, CG , 3 7 3, CG , 3 7, CG ,0 7,0+, 0 0 9CG ,0 7 3, CG ,0 7 3, 0 0 9CG ,0 7, CG ,0,0+, 0 6 9CG ,0 3, CG ,0 3, 0 6 9CG ,0, CG ,0 6, CG 000 T ,0 30, CG 000 T ,0 30, CG 000 T ,0 30 6, KCTD 9K KCTD 3 7 N 3/, , KCTD 3 MAX 3 N,/ Vc ~ 0 m/min m/min V ~ 0,0 mm/ 0,0 mm/

22 TN..// 9 α HTN../// 9 KM M TINVC M TIOX KM TIOX α TN 3 N 0,,0 0 HTN 3 7 N 3, 0,,0 0 TN/ 3 0,,0 TN/ 3 0,,0 N HTNF 3 30 N 3, 0,0,0 0 HTN/ , 0,,0 6 HTNF/ , 0,0,0 6 HTN/ 3 7 3, 0,,0 HTNF/ 3 7 3, 0,0,0 HTN/ , 0,,0 6 HTNF/ , 0,0,0 6 HTN/ 3 7 3, 0,,0 HTNF/ 3 7 3, 0,0,0 ITN..// 9 α ITN 3 7 N 0,,0 0 ITN/ 3 7 0,,0 ITN/ 3 7 0,,0 N N BTN 9 α HTNT α BTN 3 N 0, 0 HTNT 7 3 N 3, 0,,0 0

23 9CXCB/ 9 Ø 9CG/ 9 Ø 9CXCB K d 9CG 00 M 6, 9. f 9CXCB K CXCB K CXCB K 73 9CG 00 70, CG 00 0, CG CXCB 9CXCB M 73 9CXCB K 73 > 9CXCB K 73 > 9CG 00 M 6, 9. 9CG 00 70, CG 00 0, CXCB M 73 > 9CG 9CG IK d D Ø 9CXCB K CXCB K CXCB K CXCB 9CXCB K 73 9CXCB M 73 9CXCB K 73 > 9CXCB K 73 > HTNT TIOX 9CXCB M 73 >

24 9CXCD 9 9CXCD K30 6 9CXCD M30 3 Ø C9D C9D C9D # : # : C9D C9D C9D C9D C9D C9D C9 D CXCD K0 6 9CXCD M0 3 Ø ( mm) ( = 3 mm) (30 mm) C9D0 C9D C9D C9D C9D # : MTN,VTN,MTNZ,BTNG. # : # a : # : #a #

25 9CXCD 9 9CXCD K CXCD CXCD K30 3 9CXCD M CXCD M30 30 Ø C9D Ø C9D C9D C9D C9D C9D C9D C9D C9D C9D C9D C9D C9D C9D C9D C9D C9D C9D CXCD K0 6 9CXCD M CXCD K CXCD M0 30 Ø Ø C9D0 C9D0 C9D C9D C9D C9D C9D C9D C9D C9D

26 990CXCD CXCD K CXCD M30 30 BTNG C9D C9D C9D C9D C9D C9D OTX 3 mm 6 mm C9D C9D C9D BTNN mm 990CXCD K CXCD M0 30 VTN 30 0 mm C9D0 C9D C9D C9D C9D MTN MTNZ TINVC TIOX AOX HM FK TNX TNG CTD

27 9CXCB 9 9CXCB 9 9CXCB K , 3 3 9CXCB K , 3 3 9CXCB K , 3 3 9CXCB K 0 0 0, 9CXCB K , 9CXCB K , 9CXCB K , 3 3 9CXCB K , 3 3 9CXCB K , 9CXCB K , 9CXCB K , 3 9CXCB K 0 0, 6 9CXCB K , 3 9CXCB M 0 0 0, 9CXCB M , 3 3 9CXCB M , 3 3 9CXCB M , 3 3 9CXCB M , 3 3 f 9CXCB M , 9CXCB M , 9CXCB M , 9CXCB M , f 9CXCB M , 3 3 9CXCB M , 9CXCB 9CXCB M , 3 9CXCB M , 3 9CXCB K , 3 3 9CXCB K , 3 3 9CXCB 9CXCB M 00 0?, 6 9CXCB K 0 0 0, 9CXCB K , 9CXCB K , 9CXCB K , 3 3 9CXCB K , 9CXCB K , 3 3 9CXCB K , 9CXCB K , 3 3 9CXCB K 0 0, 6 9CXCB K , 3 9CXCB M 0 0 0, 9CXCB K , 3 9CXCB M , 9CXCB M , 3 3 9CXCB M , 9CXCB M , 3 3 9CXCB M , 9CXCB M , 3 3 9CXCB M , 9CXCB M , 3 3 9CXCB M , 3 3 9CXCB M , 3 9CXCB M , 9CXCB M 00 0?, 6 9CXCB M , 3 9 CXCB K A

28 9CXCB 9 990UNI 9 9CXCB K 0 37, 9CXCB K , 9CXCB K , 9 990CXCB K UNI 6 + 7, CXCB K UNI 6 + 7, CXCB M UNI , +3 d 9CXCB M 0 303, 9CXCB M 0 7, 9CXCB M , 3 9CXCB M 07A , CXCB K + UNI 6 + 9, +6, CXCB K+ UNI 6 + 9, +6, CXCB M+ UNI , +6, +3 9CXCB M , 3 3 9CXCB M 030A , CXCB M , 3 3 9CXCB M 00A 3 0 0, 6 66 f 9CXCB M 00 0?, 3 3 9CXCB 9CXCB M 00A 0?, CXCB K 0 37, 9CXCB K , 9CXCB K , 9 9CXCB M 0 303, 9CXCB M 0 7, 9CXCB M , 3 9CXCB M 07A , CXCB M , 3 3 9CXCB M 030A , CXCB M , 3 3 9CXCB M 00A 3 0 0, CXCB M 00 0?, 3 3 9CXCB M 00A 0?, 6 66

29 990UNI 9 Ø 9OTX 9 990CXCB K60 UNI 6 + >, CXCB M60 UNI 69 + >, CXCB UNI 3 + > 3 3 3, CXCB K0 UNI 7 + >, CXCB M0 UNI 6 + >, CXCB 33 0 UNI 33 + > 3 3 3, d OTX 00/ 37 9.,0 0,0 0,0 0.7 OTX 060/ 37 9.,0 0,0 0, OTX 070/ 37 9., 0,0 0, OTX 00/ 37 9., 0,0 0,0 0.7 OTX 090/ 37 9., 0, 0, OTX / 37 9., 0,,. OTX 30/ 37 9., 0,,30. OTX 0/ 37 9.,0 0,,60.7 OTX / 37 9.,0 0,,.99 OTX / 37 9., 0,,.9 max OTX 6/ 37 9., 0,,6.79 OTX 3/ 0 9., 0, 3, 3.9 OTX / , 0,,.9 B 9OTX 9 OTX00/ 6 9,,0 0,0,00 OTX07/ 6 9,,0 0,7,0 OTX0/ ,0,00,00 OTX/ 6 9, 3,0,,0 OTX/ ,0,0 3,00 OTX0/ ,0,00,00 OTX0/ ,0,0,00 OTX300/ ,0 3,00 6,00 B

30 9OTX 9 9OTX 9 OTX...N OTX 0N 6 und 9.,00 OTX 0N 6 und 3.6,0 OTX 3N 9 66 und 3.6 3, 6, OTXDECO OTXDECO OTXDECO OTXDECO OTXDECO OTXDECO OTXDECO B OTXDECO OTX...N OTX OTX 0N 3 und,00 0N 6 und,0 B

31 9CXCB/ 9 9CXCB/... K 9CXCB 00 K CXCB K 6 9CXCB K + 6 6, 3 9CXCB K 6 9CXCB K + 6 6, 3 9CXCB M 6 9 9CXCB K CXCB K 0 9 9CXCB K 6 9 9CXCB K CXCB K 0 9 9CXCB K 6 9 9CXCB M + 6 6, 37 9CXCB 9CXCB 00 K CXCB 9CXCB K 6 9CXCB K + 6 6, 3 9CXCB K 6 9CXCB K + 6 6, 3 9CXCB M 6 9CXCB M + 6 6, 37 OTX s = mm OTX s = 6, mm

32 9CG/ 9 9CG 9CG 00 6, 3 6, CG CG , , CG CG , CG , 0 6 9CG 00 Ø 9CG 000 T , , , 3 6, CG CG , , CG CG , CG , 0 6 9CG 000 T , , f d IK D 9 CXCB/ 9 9CXCB Ø 9CXCB K >, 3 9CXCB K 90 > 6, 3 9CXCB M 90 > 3, 39 9CXCB K+6 > 0, CXCB K+6 90 > 0 6, CXCB M+6 90 > 0 3, CXCB K >, 3 9CXCB K 90 > 6, 3 9CXCB M 90 > 3, 39 9CXCB K+6 > 0, CXCB K+6 90 > 0 6, CXCB M+6 90 > 0 3, f

33 9 CG/ 9 Ø 9CG 00 3, 3, 0 6 f 9KOTX 9K KOTX090/ 9.. 0, 0, CG ,, 0 KOTX/ 9.. 0,,. 9CG 00 3, 3, 0 6 KOTX30/ 9.. 0,,30. 9CG ,, 0 KOTX0/ ,,60.7 IK KOTX/ ,,.99 KOTX/ 9.. 0,,.9 KOTX6/ 9.. 0,,6.79 KOTX3/ 9.. 0, 3, 3.9 d 9CG D OTX...N 9 OTX 00N 6 6 N 9, 0,, 0,0,00 OTX 07N 6 6 N 9, 0,,0 0,7,0 Ø Ø OTX 0N 6 6 N 9, 0,,0,00,00 B 9KOTX 9K KOTX ,00 KOTX ,0 3 KOTX ,00 KOTX ,0 3

34 9CG/C 9K 9CG 00 MC 6,,7,, 7 9CG 00 C 7,, 3, CG 00 MC 6,,7,, 7 9CG 00 C 7,, 3, f OTX KOTX HTNG 9CG d IK D

35 9OTX 9 OTXE IO , OTX 9 OTXEI 0 G/Zoll,7 9. 0, OTXE IO 3. 0, OTXEI ,,00,7 9. 0, 60 OTXE IO 3.0, OTXEI G/Zoll,7 9. 0, OTXE IO 7 3.7, OTXEI 60 0,,7,7 9. 0, 60 OTXE IO , OTXEI 0 G/Zoll,7 9. 0,3 OTXE IO 0 3.0, OTXEI ,00 3,00,7 9. 0,3 60 OTXE IO , OTXE W 3 Gg,3 9. OTXE W 3 Gg, 9. B A 9OTX 9 OTXI IO , OTXI IO 3. 0, OTXI IO 3.0, OTXI IO 7 3.7, OTXI IO , OTXI IO 0 3.0, OTXI IO , OTXI W 3 Gg,3 9. OTXI 9 W 3 9 Gg 0, 9.

36 9KOTX 9K KOTXI IO , 9. KOTXI IO 3. 0, 9. KOTXI IO 3.0,0 9. KOTXI IO 7 3.7, 9. KOTXI IO , 9. KOTXI IO 0 3.0, 9. KOTXI IO , 9. 9CG/C 9K 9CG Ø 9CG 00 MC 6,,7,,* 7 9CG 00 C 7,, 3,* CG 00 MC 6,,7,,* 7 9CG 00 C 7,, 3,* f d IK D

37 9HTNG 9 HTNG E IO HTNG E IO HTNG E IO HTNG E IO HTNG E IO HTNG E IO HTNG E IO HTNG E W 7 Gg α 9CXCB/ 9 Ø 9CXCB K CXCB K CXCB K CXCB K 73 9CXCB M 73 9CXCB K 73 > 9CXCB K 73 > 9CXCB M 73 > d HTNG E 9W 7 9Gg Ø 9CXCB K CXCB K CXCB 9CXCB K CXCB K 73 9CXCB M 73 9CXCB K 73 > 9CXCB K 73 > 9CXCB M 73 >

38 N IT.N// NN N 0,.0 0 ITN N 0,.0 0 NN3 N 0, 3. 0 ITN3 N 0, 3. 0 NN N 0,. 0 ITN N 0,. 0 NN N 0,. 0 ITN N 0,. 0 N/6 0,.0 6 N/ 0,.0 IT/ 0,.0 IT/ 0,.0 N/ 0,.0 IT/ 0,.0 N3/6 0, 3. 6 IT/ 0,.0 N/ ,. 6 IT3/ 0, 3. N/6 0,. 6 IT/ 3 3 0,. N/6 0,.0 6 N/ 0,.0 N/ 0,.0 N3/6 0, 3. 6 N/ ,. 6 N/6 0,. 6 IT/ 9 0,. IT3/ 0, 3. IT/ 3 3 0,. IT/ 9 0,. IT/ 0,.0 IT/ 0,.0 IT/ 0,.0 IT/ 0,.0 IT3/ 0, 3. IT/ ,. IT/ 9 0,. IT3/ 0, 3. IT/ ,. IT/ 9 0,. N.N// IT.N//

39 BG..N///F IT.AU BGN3 N 0, 3, 0 ITN AU 0,.0 0 N BGNF3 N 0,0 3, 0 ITN3 AU N 0, 3. 0 BG3/ 0, 3, ITN AU 3 7 N 0,. 0 BGF3/ 0,0 3, IT / AU 0,.0 BG3/ 0, 3, IT3/ AU 0, 3. BGF3/ 0,0 3, IT/ AU 3 7 0,. B BG3/ 0, 3, IT/ AU 0,.0 B BGF3/ 0,0 3, IT3/ AU 0, 3. B BG3/ 0, 3, IT/ AU 3 7 0,. B BGF3/ 0,0 3, B BGN 7 N 0,, 0 B BGNF 7 N 0,0, 0 BG/ 7 0,, BGF/ 7 0,0, BG/ 7 0,, BGF/ 7 0,0, BG/ 7 0,, BGF/ 7 0,0, BG/ 7 0,, BGF/ 7 0,0, N. KTN KTN3 3 0, 3. N KTN N 0,.

40 H/ Ø C/ Ø H X 30 6,0,, H ,0,, H X 30,0,, d C KX 0, C KX 0, C K30 0 3, d H ,0 H X 30 0,0, H ,0 C KX 0,0 6 3 C K30 0 3,0 9 C K0 0 0,0 33 H,0 H 3 3,0 C KX 0 0, C K , H X 9 0,0 H ,0 C K0 0 3,0 0 0 C MX 67 0,0 36 H 9 0,0 C M ,0 36 H X 9 0,0 C M0 67 3,0 0 H ,0 C , H 9 0 0,0 30 C KX 0, H 9 0 0,0 C KX 0, H X 30 6,0,, C K30 0 3, H ,0,, C KX 0,0 6 3 H X 30,0,, C K30 0 3,0 9 H ,0 C K0 0 0,0 33 H X 30 0,0, C KX 0 0, H ,0 C K , H,0 C K0 0 3,0 0 0 H 3 3,0 C MX 67 0,0 36 H X 9 0,0 C M ,0 36 H ,0 C M0 67 3,0 0 H 9 0,0 C , H X 9 0,0 H ,0 H 9 0 0,0 30 H 9 0 0,0

41 C/...X Ø T C X 30/ C X 0/ C X 30/ C X 0/6 6 0 C X 30/ d T 6 3 N T 6 3 N T 3 3 N T 3 3 N T 33 3 N C X 0/ C X 30/ C X 0/6 6 0 B A a K K N K N K 3 00 N K 3 00 N B A a

42 TM TM/ Ø TM 6X 96 N 6..0 TM N TM 6 96 N 6..0 TM 3X N TM 33 N TM 3 N TM 3 N a A TM 60 JX TM 60 J TM 60 J TM 3 JX TM 3 J TM 3 J TM 60 JX TM 60 J TM 60 J TM 3 JX AA A A A d TM 3 J TM 3 J T T 9X 7 N T 6X 7 N 6..0 T 63 7 N T 6 7 N 6..0 T 6 7 N 6..0 T 3X 7 N T 33 7 N T 3 7 N T 3 7 N a A

43 C... Ø TN C 3 X 30/ , C 3 X 0/ ,7 9 9 d d TN. TN 3. C... Ø C 3 X 30/ , C 3 X 0/ ,7 9 9 d d

44 M Ø M M M M A NT..N// NTN N 0,. 0 NTN3 N 0, 3. 0 NTN N 0,. 0 NTN N 0,. 0 NT/6 0,. 6 NT3/6 0, 3. 6 NT/6 0,. 6 d NT/6 0,. 6 NT/6 0,. 6 NT3/6 0, 3. 6 NT/6 0,. 6 NT/6 0,. 6 T Ø T T T ? 3 0 T T T ? 3 0 d A N

45 IT..N// ITN N 0,. 0 ITN3 N 0, ITN N 0,.0 0 ITN 7 N 0,.0 0 ITN6 9 N 0, IT/ 0,. IT3/ 0, 3.0 IT/ 0,.0 IT/ 7 0,.0 IT/ 0,. IT.AU GK TINVC ITN AU N 0,. 0 ITN3 AU N 0, 3. 0 ITN AU N 0,. 0 IT/ AU 0,. IT3/ AU 0, 3. IT/ AU 0,. IT/ AU 0,. IT3/ AU 0, 3. IT/ AU 0,. α IT3/ 0, 3.0 IT/ 0,.0 IT/ 7 0,.0 IT/ 0,. IT3/ 0, 3.0 IT/ 0,.0 IT/ 7 0,.0 IT/ 0,. IT3/ 0, 3.0 IT/ 0,.0 IT/ 7 0,.0

46 CCB/ Ø CCB/...X Ø CCB K 0, 36 6 CCB K 0, 33 6 CCB K30 0 3, d CCB X / CCB X 30/ CCB X 0/ d CCB K , CCB K 0, 3 6 CCB K30 0 3,0 9 CCB K0 0 0,0 33 CCB X 30/ CCB X 0/6 6 0 CCB X / CCB X 30/ CCB K 0 0, CCB K , CCB K0 0 3,0 0 0 CCB M 67 0, 36 CCB...X CCB X 0/ CCB X 30/ CCB X 0/6 6 0 CCB M ,0 36 CCB M0 67 3,0 0 CCB , CCB K 0, 36 6 CCB K 0, 33 6 CCB K30 0 3, CCB K , CCB K 0, 3 6 CCB K30 0 3,0 9 CCB K0 0 0,0 33 CCB K 0 0, CCB K , CCB K0 0 3,0 0 0 CCB M 67 0, 36 CCB M ,0 36 CCB M0 67 3,0 0 CCB ,

47 H/ Ø T H 30 6,,, H ,0,, H 30,,, H ,0 H 30 0,,, H ,0 d T 6 3 N T 6 3 N T 3 N T 3 3 N T 33 3 N H,0 H H 3 3,0 H,0 H 7 0, H ,0 H 7 0,0 A a B H 7 0, H ,0 H 7 0 0, H 7 0 0,0 H 30 6,,, K H ,0,, H 30,,, H ,0 H 30 0,,, H ,0 K N K N K 3 37 N K 3 37 N H,0 H 3 3,0 H,0 H 7 0, H ,0 H 7 0,0 H 7 0, H ,0 H 7 0 0, A a B H 7 0 0,0

48 TM TM 6 N 6.. F F9 F ,,3,0 3,0 W TM 63 N TM 6 N 6..0 TM 33 9 N TM 3 9 N F ,,3,0 3,0 F ,,3,0 3,0 F ,,3,0 3,0 IK TM 3 9 N TM 36 9 N a A T T9 N T6 N 6.. T63 N T6390 N T6 N 6..0 T6 N 6..0 T66 3 N T3 3 N 3.0. T33 3 N T330 3 N T3 3 N a A T3 7 N T36 N F

49 F9FCCN... F9 F9FCCN K. N,0 3 F9FCCN K. N,0 3 F9FCCN K. 7 N,0 3 F9FCCN K. 7 N,0 3 W F9FCCN K. 7 N,0 3 F9FCCN M. 63 N,0 3 F9FCCN M. 63 N,0 3 F9FCCN M. 63 N,0 3 F9FCCN M. 30 N,0 3 F9FCCN M. 30 N,0 3 F9FCCN M. 30 N,0 3 TIOX G 30TINVC GF TINVC AOX TINVC TiC G 0 GK GF G 30 0 m/min 300 m/min 0,0 mm/u 0, mm/u m/min 0 m/min 0,0 mm/u 0, mm/u 0 m/min 0 m/min 0,0 mm/u 0, mm/u TIOX TINVC GF TINVC TIOXC ed peed 60 m/min m/min 0,06 0,0 mm/u F9 FCCN M 0,00,0 0,00, 0,00,0

50 HC 60HC 00 HC

51 M x 7 M 6 x 7 3 M x TXM x 7 6 T W 6 M x M x M x DIN M x 7 9 TXM x T W TXM x M x 7 T W 3 3 M 6 x M 3 x DIN , M 6 x 7 M x 7, 7 Order Nr M x M x DIN 69 7 M x DIN 93 7 M x DIN 93 7, M x DIN TXM6x/ TW 6 TXM6x9/ TW TXMx3 TW

52 AOX G 30 TiN Cermet MTIN VC TIC ed peed TIOXC TIOX VC 30 0 K K GF TIN VC GK CCU AU peed KM TIN VC G G 0 G 30 CEMET M K K K30 GF Feinkorn GK KM IO9 ATM D 0 DIN IO IO9 ATM D 30 FA A3 < A3 < A3 <.3

53

54

取扱説明書[L-03B](詳細版)

取扱説明書[L-03B](詳細版) L-03B 10.1 b 1 2 96 1 3 4 5 6 7 b b b b b b b 8 b b b b b b b b b b 9 b b b b b 10 11 12 13 14 C b 15 16 17 18 b B B B B B 19 20 b b b b b b b b b 21 b b b b b b b b b b b b b b b b b 22 b b b b b b b

More information

4. ϵ(ν, T ) = c 4 u(ν, T ) ϵ(ν, T ) T ν π4 Planck dx = 0 e x 1 15 U(T ) x 3 U(T ) = σt 4 Stefan-Boltzmann σ 2π5 k 4 15c 2 h 3 = W m 2 K 4 5.

4. ϵ(ν, T ) = c 4 u(ν, T ) ϵ(ν, T ) T ν π4 Planck dx = 0 e x 1 15 U(T ) x 3 U(T ) = σt 4 Stefan-Boltzmann σ 2π5 k 4 15c 2 h 3 = W m 2 K 4 5. A 1. Boltzmann Planck u(ν, T )dν = 8πh ν 3 c 3 kt 1 dν h 6.63 10 34 J s Planck k 1.38 10 23 J K 1 Boltzmann u(ν, T ) T ν e hν c = 3 10 8 m s 1 2. Planck λ = c/ν Rayleigh-Jeans u(ν, T )dν = 8πν2 kt dν c

More information

HEXACON Pag. 1

HEXACON Pag. 1 HEXACON Pag. 1 HEXACON Pag. 2 0,001mm 10 0 10 20 20 30 30 40 40 50 50 4-11 17 18 19 20 21-22 23 12-16 HEXACON Pag. 3 PMK - Ø 6mm - 280 mm HEXACON Pag. 4 HEXACON Pag. 5 NO NO NO NO 3P 3P 3P 3P 3P SL SL

More information

C TE-2500

C TE-2500 C TE-2500 n n n n n n n n n n n n n n n n n m OP PGM r N j j L J j R j # j j y j F j f j - j m j P j p j t j j r j ø v Å j x j j u j 1 9 0^. n j j d j A j $! j $ $ j E e j o j i j c j k j j g j j

More information

L LM L B 1 f 4 9 c c L G L G L G L G L G L G gde c DE L K J a B 19 0de G c A f g D E B 123 G G 1 1 f 5 G G Gf d 09 d B 3 G f 3 G G G 1 2 1 2 G G G G 1 G 1 G 2 3 1 2 G G G G 1 G B B 1 2 3 4 5 6 7 8 9 0

More information

x, y x 3 y xy 3 x 2 y + xy 2 x 3 + y 3 = x 3 y xy 3 x 2 y + xy 2 x 3 + y 3 = 15 xy (x y) (x + y) xy (x y) (x y) ( x 2 + xy + y 2) = 15 (x y)

x, y x 3 y xy 3 x 2 y + xy 2 x 3 + y 3 = x 3 y xy 3 x 2 y + xy 2 x 3 + y 3 = 15 xy (x y) (x + y) xy (x y) (x y) ( x 2 + xy + y 2) = 15 (x y) x, y x 3 y xy 3 x 2 y + xy 2 x 3 + y 3 = 15 1 1977 x 3 y xy 3 x 2 y + xy 2 x 3 + y 3 = 15 xy (x y) (x + y) xy (x y) (x y) ( x 2 + xy + y 2) = 15 (x y) ( x 2 y + xy 2 x 2 2xy y 2) = 15 (x y) (x + y) (xy

More information

Microsoft Word - 教材ガイド一覧ビデオ.doc

Microsoft Word - 教材ガイド一覧ビデオ.doc V V V V V V V V V V V V 1 V V V V V V V V V V V V V V V V V V V V V V V V V V V V V V V V V V V V IT Web CG V V V V V V V V V V V V V V V V V V V V V V V V V V V V V V V V V V NO V V V V V

More information

ø12, ø16, ø20, ø25, ø32, ø40, ø50, ø63, ø80, ø100 CQ2 Series CQ2 B B CDQ2 D F C M D ø ø ø D M9BW ø ø ø ø TN TF F H S n B A L LC F G D ø ø

ø12, ø16, ø20, ø25, ø32, ø40, ø50, ø63, ø80, ø100 CQ2 Series CQ2 B B CDQ2 D F C M D ø ø ø D M9BW ø ø ø ø TN TF F H S n B A L LC F G D ø ø ø, ø, ø, ø, ø, ø, ø, ø, ø, ø Series 30 30 F C ø ø ø 9W øø øø TN TF F H S n C F G øø øø 30 W Z Z Z øø øø øø V W øø 96V 93V 90V 96 93 90 9NV 9PV 9V 9NWV 9PWV 9WV 9NV 9PV 9V 9N 9P 9 9NW 9PW 9W 9N 9P 9 P3W

More information

0

0 G 1 G 2 3 2 3 4 14 f f 0 G G G G a1 GF f 1 1 1 L I H M K J f 1 5 G G G G GG Aa G f 6 G G G Aa G f 1 2 1 2 3 45 C 123 3 4 1234 5 6 7 123 e 8 9 0 1 2 3 4 1 2 3 4 14 f N f f f 1 1 2 12 3 4 5 6 f 3 G G 1 12

More information

8 8 0

8 8 0 ,07,,08, 8 8 0 7 8 7 8 0 0 km 7 80. 78. 00 0 8 70 8 0 8 0 8 7 8 0 0 7 0 0 7 8 0 00 0 0 7 8 7 0 0 8 0 8 7 7 7 0 j 8 80 j 7 8 8 0 0 0 8 8 8 7 0 7 7 0 8 7 7 8 7 7 80 77 7 0 0 0 7 7 0 0 0 7 0 7 8 0 8 8 7

More information

untitled

untitled J K O 1~36 1~36 1~36 2 2 2 2 4 4 6 7 8 10 12 14 19 20 21 22 25 26 30 30 31 31 32 33 34 36 2 4~6 7~19 20~26 27~28 29~36 1 2 506 508 808 550 654 854 2 4.3 21.6 6.6 600 506 4.0 16.5 8.0 1100 508 3.3 17.2

More information

D 24 D D D

D 24 D D D 5 Paper I.R. 2001 5 Paper HP Paper 5 3 5.1................................................... 3 5.2.................................................... 4 5.3.......................................... 6

More information

振動と波動

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

More information

S I. dy fx x fx y fx + C 3 C vt dy fx 4 x, y dy yt gt + Ct + C dt v e kt xt v e kt + C k x v k + C C xt v k 3 r r + dr e kt S Sr πr dt d v } dt k e kt

S I. dy fx x fx y fx + C 3 C vt dy fx 4 x, y dy yt gt + Ct + C dt v e kt xt v e kt + C k x v k + C C xt v k 3 r r + dr e kt S Sr πr dt d v } dt k e kt S I. x yx y y, y,. F x, y, y, y,, y n http://ayapin.film.s.dendai.ac.jp/~matuda n /TeX/lecture.html PDF PS yx.................................... 3.3.................... 9.4................5..............

More information

P AMG.indd

P AMG.indd / Series 4040 HE HE 1.6MPa KM (AC125V, C30V) (C30V) 5 H E C,C,C,C HC,EC,C C,C,C,C HC,EC,C (EC,C) 181 HAA HAW AT I IU IA IB IH I IG IK H E ZC S S LLB A G E H 150C 250C 350C 450C 550C 650 850 2C 4C 8C 11C

More information

N N 1,, N 2 N N N N N 1,, N 2 N N N N N 1,, N 2 N N N 8 1 6 3 5 7 4 9 2 1 12 13 8 15 6 3 10 4 9 16 5 14 7 2 11 7 11 23 5 19 3 20 9 12 21 14 22 1 18 10 16 8 15 24 2 25 4 17 6 13 8 1 6 3 5 7 4 9 2 1 12 13

More information

102

102 5 102 5 103 q w 104 e r t y 5 u 105 q w e r t y u i 106 o!0 io!1 io q w e r t y 5 u 107 i o 108 q w e q w e r 5 109 q w 110 e r t 5 y 111 q w e r t y u 112 i q w e r 5 113 q w e 114 r t 5 115 q w e 116

More information

東海水害報告書最終版.PDF

東海水害報告書最終版.PDF 2000 9 11 12 1 114 11 1 428 2 3 1 1 270 912 330 100 18,000 10 98 27 77 27,180 44,111 1.1.1. 8,500 1,000 4 5 9 9 11 5 20 4,234 11,130 6 2 8 7 15 1,703 9 12 25 297 7 606 7 30 264 24 222,651 579,451 1.1.2

More information

67.5km 299.4km 2 2 2 16km 1/6 47km 2 1 1 (m) (km 2 ) 2,700 7.6 9,927 47.1 8,100 13.4 8,120 4.8 52 0.4 1,100 6.0 2,200 3.8 6,982 45.3 4,473 14.4 5,000 9.5 2 (km 2 ) (km) 1 299.4 67.5 2 284.5 38.8 3 267.0

More information

A, B, C. (1) A = A. (2) A = B B = A. (3) A = B, B = C A = C. A = B. (3)., f : A B g : B C. g f : A C, A = C. 7.1, A, B,. A = B, A, A A., A, A

A, B, C. (1) A = A. (2) A = B B = A. (3) A = B, B = C A = C. A = B. (3)., f : A B g : B C. g f : A C, A = C. 7.1, A, B,. A = B, A, A A., A, A 91 7,.,, ( ).,,.,.,. 7.1 A B, A B, A = B. 1), 1,.,. 7.1 A, B, 3. (i) A B. (ii) f : A B. (iii) A B. (i) (ii)., 6.9, (ii) (iii).,,,. 1), Ā = B.. A, Ā, Ā,. 92 7 7.2 A, B, C. (1) A = A. (2) A = B B = A. (3)

More information

X G P G (X) G BG [X, BG] S 2 2 2 S 2 2 S 2 = { (x 1, x 2, x 3 ) R 3 x 2 1 + x 2 2 + x 2 3 = 1 } R 3 S 2 S 2 v x S 2 x x v(x) T x S 2 T x S 2 S 2 x T x S 2 = { ξ R 3 x ξ } R 3 T x S 2 S 2 x x T x S 2

More information

2 (2016 3Q N) c = o (11) Ax = b A x = c A n I n n n 2n (A I n ) (I n X) A A X A n A A A (1) (2) c 0 c (3) c A A i j n 1 ( 1) i+j A (i, j) A (i, j) ã i

2 (2016 3Q N) c = o (11) Ax = b A x = c A n I n n n 2n (A I n ) (I n X) A A X A n A A A (1) (2) c 0 c (3) c A A i j n 1 ( 1) i+j A (i, j) A (i, j) ã i [ ] (2016 3Q N) a 11 a 1n m n A A = a m1 a mn A a 1 A A = a n (1) A (a i a j, i j ) (2) A (a i ca i, c 0, i ) (3) A (a i a i + ca j, j i, i ) A 1 A 11 0 A 12 0 0 A 1k 0 1 A 22 0 0 A 2k 0 1 0 A 3k 1 A rk

More information

P _03_D_GL9_igl_prt_JP_corrected.indd

P _03_D_GL9_igl_prt_JP_corrected.indd igliur............plastics : : : : p.588 p.589 p.590 p.591 p.592 p.596 - - p.598 p.600 p.602 580 581 582 01 p.588 01 p.589 02 p.590-01-60 03 p.591 p.592 +180 50-01-100 p.596 p.598 3 Ø 20 300 mm www.igus.co.jp/wpck/1962/igliur_prt

More information

ma_sk_3302_jp

ma_sk_3302_jp 1 4 1.1............... 4 1. CE.............................. 4 1.3................. 4 1.4........................ 4 4 3 5 3.1........................... 5 3.1.1............................. 5 3.1...........................

More information

P CG1.indd

P CG1.indd Series,,,,,,, Y e K R KR Q CG1 303 CJ1 CJ CM3 CG3 1 CS1 CS2 D- -X D F - H 10-, 11- - - - X6 X7 X9 X13 XC4 XC6 XC8 XC9 XC10 XC11 XC12 XC13 XC XC22 XC27 XC29 XC35 XC37 XC42 XC70 XC85 J K R V Series 304 Series

More information

... 1... 2... 2... 3... 4... 16... 18... 19... 23... 26... 29... 31... 35... 36... 38... 40... 40... 41... 41... 41... 42... 42... 44... 44... 44 1 2 3 1707 10 28 (4104) 1854 12 24 ([ 1 ]11 5 ) 8.6 33.2

More information

II Time-stamp: <05/09/30 17:14:06 waki> ii

II Time-stamp: <05/09/30 17:14:06 waki> ii II waki@cc.hirosaki-u.ac.jp 18 1 30 II Time-stamp: ii 1 1 1.1.................................................. 1 1.2................................................... 3 1.3..................................................

More information

3.....ren

3.....ren 823 2011 329 20 11 20 48.3 90.5 20 40 21 12 16 22 3 23 50 50 50 1 54 2 55 3 56 57 49 330 823 2011 6 0.3 0.7 1.0 3 1 0.3 0.7 1.0 5 m 3 m 3 m 5 m 5 3 m 1 2 5001,000 3 50 52 mm 4 0.1 1 50 823 2011 331 5 10

More information

untitled

untitled 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 information

A B G C D N F E J K I H G F F H D E A C I B J 様々な加 に対応するインサート式切削 具です! 万能で取り扱いが容易です! つのホルダーで複数のアプリケーションに対応します! K 2

A B G C D N F E J K I H G F F H D E A C I B J 様々な加 に対応するインサート式切削 具です! 万能で取り扱いが容易です! つのホルダーで複数のアプリケーションに対応します! K 2 No Need To Choose Nine9 Does It All! >> WSP SW CT R Page 13 Page 12 Page 19 Page 25 WSP SW CT RC CT CT CT CT CT-P60 Re1.0 Re1.5 Re2.0 Re2.5 Re3.0 1 A B G C D N F E J K I H G F F H D E A C I B J 様々な加 に対応するインサート式切削

More information

04.dvi

04.dvi 22 I 4-4 ( ) 4, [,b] 4 [,b] R, x =, x n = b, x i < x i+ n + = {x,,x n } [,b], = mx{ x i+ x i } 2 [,b] = {x,,x n }, ξ = {ξ,,ξ n }, x i ξ i x i, [,b] f: S,ξ (f) S,ξ (f) = n i= f(ξ i )(x i x i ) 3 [,b] f:,

More information

untitled

untitled 10 23 11 1 1 (3) 40 0 2,861 2,697 571 6.041 75,628 6,062 229 442 2 3 4 5 6 7 8 9 10 11 12 JIS B 856230 13 14 15 16 17 18 19 20 21 22 23 24 1 25 NTT au NTT i NTT au NTT 26 27 161 (17,102 )10 23 25 (FM)

More information

S I. dy fx x fx y fx + C 3 C dy fx 4 x, y dy v C xt y C v e kt k > xt yt gt [ v dt dt v e kt xt v e kt + C k x v + C C k xt v k 3 r r + dr e kt S dt d

S I. dy fx x fx y fx + C 3 C dy fx 4 x, y dy v C xt y C v e kt k > xt yt gt [ v dt dt v e kt xt v e kt + C k x v + C C k xt v k 3 r r + dr e kt S dt d S I.. http://ayapin.film.s.dendai.ac.jp/~matuda /TeX/lecture.html PDF PS.................................... 3.3.................... 9.4................5.............. 3 5. Laplace................. 5....

More information

() n C + n C + n C + + n C n n (3) n C + n C + n C 4 + n C + n C 3 + n C 5 + (5) (6 ) n C + nc + 3 nc n nc n (7 ) n C + nc + 3 nc n nc n (

() n C + n C + n C + + n C n n (3) n C + n C + n C 4 + n C + n C 3 + n C 5 + (5) (6 ) n C + nc + 3 nc n nc n (7 ) n C + nc + 3 nc n nc n ( 3 n nc k+ k + 3 () n C r n C n r nc r C r + C r ( r n ) () n C + n C + n C + + n C n n (3) n C + n C + n C 4 + n C + n C 3 + n C 5 + (4) n C n n C + n C + n C + + n C n (5) k k n C k n C k (6) n C + nc

More information

加速度センサを用いた図形入力

加速度センサを用いた図形入力 ( ) 2/Sep 09 1 2 1. : ( ) 2. : 2 1. 2. 2 t a 0, a 1,..., a ( ) v 0 t v 0, v 1,..., v n ( ) p 0 t p 0, p 1,..., p n+1 3 Kentaro Yamaguchi@bandainamcogames.co.jp 1 ( ) a i g a i g v 1,..., v n v 0 v i+1

More information

100 7 ( ) ( ) ( )

100 7 ( ) ( ) ( ) (1) 100 1 102 2 ( 1) 111 100 7 ( ) ( ) ( ) (1) 101 1 ( ) 2 ( 1) 3 ( ) 102 7 4 4 ( ) 5 ( 2) 1 2 ( 1) 1 1 ( ) 1 ( ) ( ) (1) 103 ( 318 ) 2 ( ) 104 7 2 ( ) ( 247 ) ( 248 ) ( ) (1) ( 189 2 ) ( 191 1 ) ( 193

More information

n Y 1 (x),..., Y n (x) 1 W (Y 1 (x),..., Y n (x)) 0 W (Y 1 (x),..., Y n (x)) = Y 1 (x)... Y n (x) Y 1(x)... Y n(x) (x)... Y n (n 1) (x) Y (n 1)

n Y 1 (x),..., Y n (x) 1 W (Y 1 (x),..., Y n (x)) 0 W (Y 1 (x),..., Y n (x)) = Y 1 (x)... Y n (x) Y 1(x)... Y n(x) (x)... Y n (n 1) (x) Y (n 1) D d dx 1 1.1 n d n y a 0 dx n + a d n 1 y 1 dx n 1 +... + a dy n 1 dx + a ny = f(x)...(1) dk y dx k = y (k) a 0 y (n) + a 1 y (n 1) +... + a n 1 y + a n y = f(x)...(2) (2) (2) f(x) 0 a 0 y (n) + a 1 y

More information

22.5.1

22.5.1 22.5.1 78 This is 10 10 21 H21H25H25 1 2 3 4 5 1 2 1 2 3 1 945 65 295 375 65 1,865 1,005 282 1 25 2 4 6 6 9 53 2 5,000 5,000 114 4/10 1/10 1/10 3,77082

More information

( )

( ) 18 10 01 ( ) 1 2018 4 1.1 2018............................... 4 1.2 2018......................... 5 2 2017 7 2.1 2017............................... 7 2.2 2017......................... 8 3 2016 9 3.1 2016...............................

More information

01_教職員.indd

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.

More information

JGA

JGA JGA -101-1 JGA 101 14 * i * * * ii 1 1 ( ) 3 3 1. 6 1. 4 4-11 N mm 4-11 N mm 4-11 N mm N mm N mm N mm N mm (4)(b) *1 (3)(c) (4)(b) 1 (c) ( i ) cos (ii) 4..3.(3)(b) sin N mm (3)() (3)(b) 4..3.(3)(b)

More information

P CU.indd

P CU.indd Series 19 K - - X X7 X9 X13 XC19 XC22 XC34 øø øø øø øø øø øø Series -, 11-, 21-, 22- w Series K - ZK ø øø øø øø X 21 q w ø 5 0 90 80 70 0 50 40 30 15 5 15 5 15 5 15 5 15 5 15 5 15 5 15 5 15 5 0 90 80 70

More information

(2/22) RoHS FK (Up to 50V) FK 28 C0G 1H 101 J (1) (2) (3) (4) (5) (6) (7) (1) (2) L L T (4) Edc 0J 6.3V 1A 10V 1C 16V 1E 25V 1H 50V F Fig.1 W ød (3) 1

(2/22) RoHS FK (Up to 50V) FK 28 C0G 1H 101 J (1) (2) (3) (4) (5) (6) (7) (1) (2) L L T (4) Edc 0J 6.3V 1A 10V 1C 16V 1E 25V 1H 50V F Fig.1 W ød (3) 1 May 2015 FK FA FG Type: (Up to 50V) FK28 FK18 FK24 FK14 FK26 FK16 FK20 FK11 FK22 (100 to 630V) FK28 FK18 FK24 FK14 FK26 FK16 FK20 FK11 FK22 (2/22) RoHS FK (Up to 50V) FK 28 C0G 1H 101 J (1) (2) (3) (4)

More information

II R n k +1 v 0,, v k k v 1 v 0,, v k v v 0,, v k R n 1 a 0,, a k a 0 v 0 + a k v k v 0 v k k k v 0,, v k σ k σ dimσ = k 1.3. k

II R n k +1 v 0,, v k k v 1 v 0,, v k v v 0,, v k R n 1 a 0,, a k a 0 v 0 + a k v k v 0 v k k k v 0,, v k σ k σ dimσ = k 1.3. k II 231017 1 1.1. R n k +1 v 0,, v k k v 1 v 0,, v k v 0 1.2. v 0,, v k R n 1 a 0,, a k a 0 v 0 + a k v k v 0 v k k k v 0,, v k σ kσ dimσ = k 1.3. k σ {v 0,...,v k } {v i0,...,v il } l σ τ < τ τ σ 1.4.

More information

1. 2 P 2 (x, y) 2 x y (0, 0) R 2 = {(x, y) x, y R} x, y R P = (x, y) O = (0, 0) OP ( ) OP x x, y y ( ) x v = y ( ) x 2 1 v = P = (x, y) y ( x y ) 2 (x

1. 2 P 2 (x, y) 2 x y (0, 0) R 2 = {(x, y) x, y R} x, y R P = (x, y) O = (0, 0) OP ( ) OP x x, y y ( ) x v = y ( ) x 2 1 v = P = (x, y) y ( x y ) 2 (x . P (, (0, 0 R {(,, R}, R P (, O (0, 0 OP OP, v v P (, ( (, (, { R, R} v (, (, (,, z 3 w z R 3,, z R z n R n.,..., n R n n w, t w ( z z Ke Words:. A P 3 0 B P 0 a. A P b B P 3. A π/90 B a + b c π/ 3. +

More information

1

1 1 5% 4% 11% 8% 13% 12% 10% 6% 17% 6% 8% 4% 6% 6% 2% 17% 17% 12% 14% 16% 6% 37% 11% 17% 35% 2 (N=6,239) 0 200 400 600 800 1,000 1,200 1,400 1,600 1,800 1,585 1,126 950 494 345 296 242 263 191 150 131 116

More information

P REA.indd

P REA.indd / Series 300mm/s 600mm/s Series Series Series Series R R H S HT L H HT 1043 600 () () Series R 1044 S L H HT Series HTHT HH S L RR 10 20 40 50 63 Series 10 20 40 50 63 R H HT 1045 ø,øø40ø50ø63 R ø10,ø,ø20,ø,ø,ø40

More information

1/68 A. 電気所 ( 発電所, 変電所, 配電塔 ) における変圧器の空き容量一覧 平成 31 年 3 月 6 日現在 < 留意事項 > (1) 空容量は目安であり 系統接続の前には 接続検討のお申込みによる詳細検討が必要となります その結果 空容量が変更となる場合があります (2) 特に記載

1/68 A. 電気所 ( 発電所, 変電所, 配電塔 ) における変圧器の空き容量一覧 平成 31 年 3 月 6 日現在 < 留意事項 > (1) 空容量は目安であり 系統接続の前には 接続検討のお申込みによる詳細検討が必要となります その結果 空容量が変更となる場合があります (2) 特に記載 1/68 A. 電気所 ( 発電所, 変電所, 配電塔 ) における変圧器の空き容量一覧 平成 31 年 3 月 6 日現在 < 留意事項 > (1) 空容量は目安であり 系統接続の前には 接続検討のお申込みによる詳細検討が必要となります その結果 空容量が変更となる場合があります (2) 特に記載のない限り 熱容量を考慮した空き容量を記載しております その他の要因 ( 電圧や系統安定度など ) で連系制約が発生する場合があります

More information

平成9年度水道事業年報 1概況 2施設

平成9年度水道事業年報 1概況 2施設 () (mm) 12 3 31 12 3 31 4 5 6 7 8 9 10 11 12 1 2 3 145,085 146,117 146,352 146,409 146,605 146,685 146,807 147,014 147,002 147,277

More information

<837A815B B E937894C5834A835E838D834F8DEC90AC2E786C73>

<837A815B B E937894C5834A835E838D834F8DEC90AC2E786C73> 純正 番 号 純正番号 純 正 番 号 43105-MA3-004/7 004/7 06455-KCW-405 405 43106-KS6-701B 45105-MK7-671/2 06455-GCS-006 43106-KS6-702B H02 H03 H04 H05 43105-MJ6-004 06455-GCS-405 431A0-KS6-710 H06 43105-MJ6-722/3 69100-14860

More information

Microsoft Word - CTCWEB講座(4章照査)0419.doc

Microsoft Word - CTCWEB講座(4章照査)0419.doc 1912 1914 3 58 16 1 58 2 16 3 4 62 61 4 16 1 16 1914 ( 3) 1955 (30) 1961 (36) 1965 (40) 1970 (45) 1983 (58) 1992 ( 4) 1999 (11) 2004 (16) 2 1 2 3 4 5 6 7 8 9 1 10 2 11 12 13 14 15 16 17 18 19 20 21 22

More information

アハ ート アハ ート アハ ート アハ ート アハ ート アハ ート アハ ート アハ ート アハ ート アハ ート アハ ート アハ ート アハ ート アハ ート アハ ート アハ ート アハ ート アハ ート アハ ート アハ ート アハ ート アハ ート アハ ート アハ ート アハ ート アハ ート アハ ート アハ ート アハ ート アハ ート アハ ート アハ ート アハ ート アハ

More information

欧州特許庁米国特許商標庁との共通特許分類 CPC (Cooperative Patent Classification) 日本パテントデータサービス ( 株 ) 国際部 2019 年 7 月 31 日 CPC 版が発効します 原文及び詳細はCPCホームページのCPC Revision

欧州特許庁米国特許商標庁との共通特許分類 CPC (Cooperative Patent Classification) 日本パテントデータサービス ( 株 ) 国際部 2019 年 7 月 31 日 CPC 版が発効します 原文及び詳細はCPCホームページのCPC Revision 欧州特許庁米国特許商標庁との共通特許分類 CPC (Cooperative Patent Classification) 日本パテントデータサービス ( 株 ) 国際部 2019 年 7 月 31 日 CPC 2019.08 版が発効します 原文及び詳細はCPCホームページのCPC Revisions(CPCの改訂 ) をご覧ください https://www.cooperativepatentclassification.org/cpcrevisions/noticeofchanges.html

More information

P CY1L-H.indd

P CY1L-H.indd Series ø, ø, ø, ø, ø, ø, ø D- 1189 Series q σ σ θθ ø ø σ ø σ σ θ θ 1190 Series w q σ σ σ z σσ σ σ σ x σ øøøø øøσ c σ σ σ σ σ σ σ σ σ σ σ σ σ σ 1191 D- Series e m, w v b n σ σ σ σ σ σ σ σ σ σ σ σ σ σ σ

More information

社会学部紀要 44☆/表紙(44)記念号(多い)

社会学部紀要 44☆/表紙(44)記念号(多い) 2013 25 52 1961 36 6 26 28 6 27 27 325 mm 26 28 2 500 mm 5 29 9 10 2011 50 3 11 1 1455 m 52 36 6 18 98 133 164 297 1392 20 1 1964 11 2 27 21 3 6 27 7 9 3 1964 39 36 20 1980 55 6 24 36 8 14 36 20 1981 56

More information

17. (1) 18. (1) 19. (1) 20. (1) 21. (1) (3) 22. (1) (3) 23. (1) (3) (1) (3) 25. (1) (3) 26. (1) 27. (1) (3) 28. (1) 29. (1) 2

17. (1) 18. (1) 19. (1) 20. (1) 21. (1) (3) 22. (1) (3) 23. (1) (3) (1) (3) 25. (1) (3) 26. (1) 27. (1) (3) 28. (1) 29. (1) 2 1. (1) 2. 2 (1) 4. (1) 5. (1) 6. (1) 7. (1) 8. (1) 9. (1) 10. (1) 11. (1) 12. (1) 13. (1) 14. (1) 15. (1) (3) 16. (1) 1 17. (1) 18. (1) 19. (1) 20. (1) 21. (1) (3) 22. (1) (3) 23. (1) (3) 24. 1 (1) (3)

More information

000 001

000 001 all-round catalogue vol.2 000 001 002 003 AA0102 AA0201 AA0701 AA0801 artistic brushes AA0602 AB2701 AB2702 AB2703 AB2704 AA0301 AH3001 AH3011 AH3101 AH3201 AH3111 AB3201 AB3202 AB2601 AB2602 AB0701 artistic

More information

取扱説明書

取扱説明書 ED-601 ED-501 ED-401 2 3 4 23 14 5 6 18 10 7 1 2 6 3 4 8 9 16 16 16 12 1 2 18 10 2 1 5 12 11 1 2 1 2 12 1 2 13 16 14 3 2 4 1 1 2 16 3 4 18 15 1 2 16 2 3 1 1 2 3 18 17 18 22 19 D A C 20 A B 22 B C D 22

More information

2011_NC Spot Drill_MURAKI-ok.indd

2011_NC Spot Drill_MURAKI-ok.indd NO NEED TO CHOOSE NINE9 DOES IT ALL! Cat. No. 01.a NC Spot Drills Corner Rounding Cutters & Engraving Tools & i-center INDEX P1~22 P23~27 i - Center P28~34 i - Center P35~36 1 2 4 25 P13 D max. 45 0.45

More information

MB-A-P01-C4.indd

MB-A-P01-C4.indd ø, ø, ø, ø, ø, ø New RoHS ø 16% New CAT.S20-231A D2 W2 V1 C1 N2 G F L L T N 1 V 2 W New New øøøøøø MD -Z- N V -M9W N N 2 V1 W2 D D2 T 1 mm New M 0.59 0.84 1.43 1.69 2.95 4.18 18% 17% 16% 16% 17% 13% 0.72

More information

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.........................

More information

6 19,,,

6 19,,, 6 19,,, 15 6 19 4-2 à A si A s n + a n s n 1 + + a 2 s + a 1 à 0 1 0 0 1 0 0 0 1 a 1 a 2 a n 1 a n à ( 1, λ i, λ i 2,, λ i n 1 ) T ( λ i, λ 2 i,, λ n 1 i, a 1 a 2 λ i a n λ ) n 1 T i ( ) λ i 1, λ i,, λ

More information

_NC Spot Drill_muraki.indd

_NC Spot Drill_muraki.indd NO NEED TO CHOOSE NINE9 DOES IT ALL! Cat. No. 02 NC Spot Drills Corner Rounding Cutters & Engraving Tools & i-center INDEX P1~22 P23~27 i - Center P28~34 i - Center P35~36 1 2 4 25 P13 D max. 45 0.45

More information

hyousi

hyousi GS- ~ GS-0 () ACE ACE ACE ACE ACE! : ACE : : - C 0 C : 9 9 4 R4.3 GS- () N 0 N 4 Ø 3 L+/- 2 4 A3, A3, B3, M3.x0. B3, C3, GS-- 2 GS-- 92 GS-- 1 C3,. GS--0 0 132 GS--0 0 12 N GS--0 0 192 M4x0. D3, 3 GS---AC-N

More information

CRA3689A

CRA3689A AVIC-DRZ90 AVIC-DRZ80 2 3 4 5 66 7 88 9 10 10 10 11 12 13 14 15 1 1 0 OPEN ANGLE REMOTE WIDE SET UP AVIC-DRZ90 SOURCE OFF AV CONTROL MIC 2 16 17 1 2 0 0 1 AVIC-DRZ90 2 3 4 OPEN ANGLE REMOTE SOURCE OFF

More information

熊本県数学問題正解

熊本県数学問題正解 00 y O x Typed by L A TEX ε ( ) (00 ) 5 4 4 ( ) http://www.ocn.ne.jp/ oboetene/plan/. ( ) (009 ) ( ).. http://www.ocn.ne.jp/ oboetene/plan/eng.html 8 i i..................................... ( )0... (

More information

(1) (2) (1) (2) 2 3 {a n } a 2 + a 4 + a a n S n S n = n = S n

(1) (2) (1) (2) 2 3 {a n } a 2 + a 4 + a a n S n S n = n = S n . 99 () 0 0 0 () 0 00 0 350 300 () 5 0 () 3 {a n } a + a 4 + a 6 + + a 40 30 53 47 77 95 30 83 4 n S n S n = n = S n 303 9 k d 9 45 k =, d = 99 a d n a n d n a n = a + (n )d a n a n S n S n = n(a + a n

More information

, , km 9.8km 10.5km 11.9km 14.4km 14.4km 34.1km 3.4km 31.7km 6.2km 7.3k

, , km 9.8km 10.5km 11.9km 14.4km 14.4km 34.1km 3.4km 31.7km 6.2km 7.3k 410 470 500 540 620 620 620 1,250 300 1,170 360 390 450 490 570 670 770 850 880 7.7km 9.8km 10.5km 11.9km 14.4km 14.4km 34.1km 3.4km 31.7km 6.2km 7.3km 8.9km 10.4km 12.9km 15.8km 19.0km 21.7km 22.4km 530

More information