カーメックス社（ＣＡＲＭＥＸ／超硬ねじ切り工具）
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- たいち すすむ
- 5 years ago
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1 threading system C A T A L O G
2 SIMPLY SOPHISTICATED
3 SIMPLY SOPHISTICATED 3
4 4 SIMPLY SOPHISTICATED
5 SIMPLY SOPHISTICATED 5
6 6 SIMPLY SOPHISTICATED
7 SIMPLY SOPHISTICATED 7
8 8 SIMPLY SOPHISTICATED
9 SIMPLY SOPHISTICATED 9
10 10 SIMPLY SOPHISTICATED
11 SIMPLY SOPHISTICATED 11
12 12 SIMPLY SOPHISTICATED
13 SIMPLY SOPHISTICATED 13
14 14 SIMPLY SOPHISTICATED
15 F L1 D1 L D D1 F L1 L D SIMPLY SOPHISTICATED 15
16 H F L 16 SIMPLY SOPHISTICATED
17 SIMPLY SOPHISTICATED 17
18 Y Y Y X X X 60 L EX-RH IN-LH I.C. IN-RH EX-LH I.C. Y X L EX-RH IN-LH I.C. IN-RH EX-LH I.C. Y X L L 60O P/4 P P/8 L EX-RH IN-LH I.C. IN-RH EX-LH I.C. Y X L 18 SIMPLY SOPHISTICATED
19 Y X Y X 60O P P/4 P/8 L Y X EX-RH IN-LH I.C. IN-RH EX-LH I.C. Y X L P EX-RH IN-LH IN-RH EX-LH Y 55O I.C. I.C. X R=0.137P L L R=0.137P P 27.5O 27.5O 90O Taper 1:16 L EX-RH IN-LH I.C. IN-RH EX-LH I.C. Y X L SIMPLY SOPHISTICATED 19
20 Y X P 30O 30O Y X EX-RH IN-LH I.C. IN-RH EX-LH I.C. Y X 90O Taper 1:16 L O P L Y X EX-RH IN-LH I.C. IN-RH EX-LH I.C. Y X L 405 P R=0.25P EX-RH IN-LH IN-RH EX-LH Y 30O R=0.24P L I.C. I.C. X L 20 SIMPLY SOPHISTICATED
21 25 25 SIMPLY SOPHISTICATED 21
22 22 SIMPLY SOPHISTICATED
23 SIMPLY SOPHISTICATED 23
24 SIMPLY SOPHISTICATED 24
25 SIMPLY SOPHISTICATED 25
26 SIMPLY SOPHISTICATED 26
27 ' ' ' ' ' ' ' ' ' A 60 SIMPLY SOPHISTICATED 27
28 SIMPLY SOPHISTICATED
29 O P SIMPLY SOPHISTICATED 29
30 30 SIMPLY SOPHISTICATED
31 D1 L A D SIMPLY SOPHISTICATED 31
32 +Y D A/2 A -X +X A/2 -Y D2 32 SIMPLY SOPHISTICATED
33 SIMPLY SOPHISTICATED 33
34 34 SIMPLY SOPHISTICATED
35 SIMPLY SOPHISTICATED 35
36 36 SIMPLY SOPHISTICATED
37 SIMPLY SOPHISTICATED 37
38 SIMPLY SOPHISTICATED 38 SR0021H21 21 I 1.5 ISOMT
39 M26 M27 M28 M /16 1 1/16 1 1/8 1 1/8 1 3/16 1 1/4 G 1 1 BSPT 1-2 NPT 1-2 NPTF D1 D A SIMPLY SOPHISTICATED 39 L1 L
40 M35 M36 M38 M40 1 3/8 1 3/8 1 3/8 1 7/16 1 1/2 1 9/16 G 1 1/8 G 1 1 1/8 BSPT 1 BSPT 1 1/4-2 NPT 1-2 NPT 1 1/4-2 NPTF 1-2 NPTF D1 D A L1 L 40 M50 M50 M56 M /4 2 1/4 G 1 3/4 G 1 1 3/4 BSPT 1 BSPT 2 NPT 1-2 NPT SIMPLY SOPHISTICATED
41 M70 M70 M75 M75 2 3/4 2 3/4 3 3 G 2 1/2 G 1 2 1/2 BSPT 1 BSPT 1 NPT SIMPLY SOPHISTICATED 41
42 A L1 L D D1 R A L1 L D D1 42 SIMPLY SOPHISTICATED R
43 A L D D1 R D1 L A D R SIMPLY SOPHISTICATED 43
44 ' ' ' ' ' ' ' ' ' ' 44 SIMPLY SOPHISTICATED
45 SIMPLY SOPHISTICATED 45
46 46 SIMPLY SOPHISTICATED
47 SIMPLY SOPHISTICATED 47
48 ' ' ' P D d I L P D d I L D P d I L 48 SIMPLY SOPHISTICATED
49 P D d I L P D I L d P D I L d P D I L d SIMPLY SOPHISTICATED 49
50 ' ' ' ' 50 SIMPLY SOPHISTICATED
51 ' ' ' ' ' 1º47 NPT 1/16-1/8 NPTF 1/16-1/8 BSPT 1/16-1/8 NPT 1/8-1 NPTF 1/8-1 BSPT 1/8-1 NPT 1/4-3 NPTF 1/4-3 BSPT 1/4-3 SIMPLY SOPHISTICATED 51
52 52 SIMPLY SOPHISTICATED
53 SIMPLY SOPHISTICATED 53
54 54 SIMPLY SOPHISTICATED
55 % (NO TOOL RADIUS COMPENSATION - D10=0) N1T1M6 G90G0G54G17G43H1X0.000Y0.000Z15.0S4518 M04 G01Z-0.612F2000 M08 G91 G42D10X0.225Y0.225Z0.000F91 G02X0.225Y-0.225Z-0.088I0.0000J F91 G02X0.000Y0.000Z-0.700I J G02X0.000Y0.000Z-0.700I J G02X0.000Y0.000Z-0.700I J G02X0.000Y0.000Z-0.700I J G02X0.000Y0.000Z-0.700I J G02X0.000Y0.000Z-0.700I J G02X0.000Y0.000Z-0.700I J G02X0.000Y0.000Z-0.700I J G02X0.000Y0.000Z-0.700I J G02X0.000Y0.000Z-0.700I J G02X0.000Y0.000Z-0.700I J G02X-0.225Y-0.225Z-0.088I J G01G40X-0.225Y0.225Z0.000 F2000 G90X0.000Y0.000Z15.0 M30 % SIMPLY SOPHISTICATED 55
56 56 SIMPLY SOPHISTICATED
57 SIMPLY SOPHISTICATED 57
58 58 SIMPLY SOPHISTICATED
59 SIMPLY SOPHISTICATED 59
60 SIMPLY SOPHISTICATED
61 Tiny Tools SIMPLY SOPHISTICATED 61
62 62 SIMPLY SOPHISTICATED
63 R W SIMPLY SOPHISTICATED 63
64 SIMPLY SOPHISTICATED α
65 15 SIMPLY SOPHISTICATED 65
66 66 SIMPLY SOPHISTICATED
67 SIMPLY SOPHISTICATED 67
68 68 SIMPLY SOPHISTICATED SIMPLY SOPHISTICATED
A B A E
10533-68-3955 10533-68-3955 10533-68-3804 RP A-6 10533-68-3804 10533-69-9615 10533-57-2161 B-2 10533-68-2274 10533-68-2221 10533-67-6282 A-6 10533-57-2161 E-3 10533-68-5161 10533-68-3553 D-2 D-2 10533-69-5258
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消防力適正配置調査報告
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Microsoft Word - 01Ł\”ƒ.doc
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Taro12-構造改革特別区域計画（茨
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STS-48P++.indd
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dy + P (x)y = Q(x) (1) dx dy dx = P (x)y + Q(x) P (x), Q(x) dy y dx Q(x) 0 homogeneous dy dx = P (x)y 1 y dy = P (x) dx log y = P (x) dx + C y = C exp
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橡Taro9-身近な問題.PDF
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取扱説明書
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m dv = mg + kv2 dt m dv dt = mg k v v m dv dt = mg + kv2 α = mg k v = α 1 e rt 1 + e rt m dv dt = mg + kv2 dv mg + kv 2 = dt m dv α 2 + v 2 = k m dt d
m v = mg + kv m v = mg k v v m v = mg + kv α = mg k v = α e rt + e rt m v = mg + kv v mg + kv = m v α + v = k m v (v α (v + α = k m ˆ ( v α ˆ αk v = m v + α ln v α v + α = αk m t + C v α v + α = e αk m
CLASSFIED BY ALPHABETICAL ORDER INDEX 904 Please see our special drilling and threading tools catalogue. Please see our special HSS END MILLS catalogu
904 Please see our special drilling and threading tools catalogue. Please see our special HSS END MILLS catalogue. Please see our special drilling and threading tools catalogue. Please see our special
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1-17ミニマル継手.indd
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105-117.PDF
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2012専門分科会_new_4.pptx
d dt L L = 0 q i q i d dt L L = 0 r i i r i r r + Δr Δr δl = 0 dl dt = d dt i L L q i q i + q i i q i = q d L L i + q i i dt q i i q i = i L L q i L = 0, H = q q i L = E i q i i d dt L q q i i L = L(q
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1 n A a 11 a 1n A =.. a m1 a mn Ax = λx (1) x n λ (eigenvalue problem) x = 0 ( x 0 ) λ A ( ) λ Ax = λx x Ax = λx y T A = λy T x Ax = λx cx ( 1) 1.1 Th
1 n A a 11 a 1n A = a m1 a mn Ax = λx (1) x n λ (eigenvalue problem) x = ( x ) λ A ( ) λ Ax = λx x Ax = λx y T A = λy T x Ax = λx cx ( 1) 11 Th9-1 Ax = λx λe n A = λ a 11 a 12 a 1n a 21 λ a 22 a n1 a n2
FC p07
GZ 1 2 L2 GE-R-KEG S1 2 I1 R (BSPT) thread 1 WE-R-KEG S3 I3 2 I2 1 RI-ED VSTIR-ED 1CA43 LEO-2 L - 24 O ISO 12151-2 - SWS W A C B mm mm mm mm mm 1CA43-6-4 6 M12x1,5-6 1/4-4 1.81 46-0.02-1 14 1.06 27 1CA43-8-4
1 2441 2711 7 126 3 1 20 244127 11 18 9 B 10,000 10,000 1 1 40 60,000 28,000 98,000 1 20 100,000 22,000 132,000 7 2 1,014,000 7 2 924,000 1 2 317
1 2441 2711 7 126 3 1 20 244127 11 18 9 B 10,000 10,000 1 1 40 60,000 28,000 98,000 1 20 100,000 22,000 132,000 7 2 1,014,000 7 2 924,000 1 2 317 40 60 2 3 4 4 7 9 12 2 3 3 4 1 414 26 1. 2. 3. 4. 5. 6.
x V x x V x, x V x = x + = x +(x+x )=(x +x)+x = +x = x x = x x = x =x =(+)x =x +x = x +x x = x ( )x = x =x =(+( ))x =x +( )x = x +( )x ( )x = x x x R
V (I) () (4) (II) () (4) V K vector space V vector K scalor K C K R (I) x, y V x + y V () (x + y)+z = x +(y + z) (2) x + y = y + x (3) V x V x + = x (4) x V x + x = x V x x (II) x V, α K αx V () (α + β)x
2-17急速排気弁.indd
http://www.pisco.co.jp 482 8mm 2 16mm 2 30mm 2 483 (mm) ø4 ø6 ø8 ø10 ø12 R1/8 R1/4 R3/8 R1/2 (mm) ø4 ø6 ø8 ø10 ø12 R1/8 R1/4 R3/8 R1/2 (mm) ø8 ø10 ø12 http://www.pisco.co.jp (mm) ø4 ø6 0.1 0.7MPa 1.35MPa
2 1 κ c(t) = (x(t), y(t)) ( ) det(c (t), c x (t)) = det (t) x (t) y (t) y = x (t)y (t) x (t)y (t), (t) c (t) = (x (t)) 2 + (y (t)) 2. c (t) =
1 1 1.1 I R 1.1.1 c : I R 2 (i) c C (ii) t I c (t) (0, 0) c (t) c(i) c c(t) 1.1.2 (1) (2) (3) (1) r > 0 c : R R 2 : t (r cos t, r sin t) (2) C f : I R c : I R 2 : t (t, f(t)) (3) y = x c : R R 2 : t (t,
( 12 ( ( ( ( Levi-Civita grad div rot ( ( = 4 : 6 3 1 1.1 f(x n f (n (x, d n f(x (1.1 dxn f (2 (x f (x 1.1 f(x = e x f (n (x = e x d dx (fg = f g + fg (1.2 d dx d 2 dx (fg = f g + 2f g + fg 2... d n n
1. 1 2. 2 3. 3 3.1. 3 3.1.1. 3 3.1.2. 3 3.1.3. 4 3.1.4. 5 3.1.5. 6 3.2. 12 3.2.1. 12 3.2.2. 13 3.3. 14 3.4. 15 3.4.1. 15 3.4.2. 16 3.5. 22 3.5.1. 22 3.5.2. 22 3.6. 22 3.6.1. 22 3.6.2. 26 3.6.3. 28 3.7.