StandardHydraulic Cylinders affiliated with aadag group we can checkered lilies of the valley IB.ING. GmbH Maschinenbau Stahlbau Hydraulik Phone +49(0)231 / 07-0 Fax +49(0)231 / 07-77 02.2011 GB IB.ING.
Request and Ordering System: Hydraulic cylinders Installation dimension in accordance with DIN ISO Series: 1 bar 2 bar 3 bar Mounting type: foot mounting = FU circular flange at the bottom = RB circular flange at the head = RK joint eye at the bottom = GB rod eye at the bottom = SB trunnion flange = SZ without mounting = OB Piston diameter (K ø): Piston rod diameter (KS ø): Stroke length (HL): - 320-0 in Design: screwed = A welded = B Damping: damped = D undamped = - Connection type (AA): inch thread = G metrical thread = M SAE-flange = F Coating (BE): chrome = Cr melt joining = SVB bronze = Bz Hydraulic medium (HM): On request: HFA HFC HLP HLP-E path measurement special sizes Ordering examples: Mounting IB Series type K ø KS ø HL Design Damping AA BE HM other IB 2 SB 45 0 A D G SVB HFA IB 1 RK 0 B - M Cr HLP affiliated with aadag group we can checkered lilies of the valley 1
Areas and Forces Series IB1 Area Ratio Area (cm 2 ) Force (kn) Piston Rod Ring Pressure Tension 25 14 1,4 4,91 1,54 3,37 5,39 32 1 1,4,04 2,54 5, 13,79 1,43 12,5 3,,7 20 14,02 2 1,4 19,3,15 13,47 31 21,55 3 3 1,4 31,1 10,17 20,9 33,57 45 1,4,24 15, 34,34 54, 5 1,4 7, 24,2 53, 12,21 1,4 1, 3,47 4,19 1 134,71 1 1,4,9 3,59 137,3 3 219, 1,43 314,00 94,99 219,02 2 3,42 Theoretical calculation of the cylinder force of hydraulic cylinders: Mass Series IB1 Cylinder (kg) at At stroke length = 0 OB GB RK RB SZ kg 25 14 0,5 -- 0,1 0,91 0,9 0,3 Stroke length 32 1 0, -- 1,2 1,45 1,5 0,5 -- 1, 2,42 2,4 3,00 0, 2 -- 2,7 3,7 4,13 4,77 1,1 3 3 -- 4,73,53 7,13,13 1,0 45 --,4 12,20 12, 14,10 2,0 5 -- 14,9 19, 20, 25,10 4,0 -- 2,2 34, 3, 45,20 7, 1 --,3 9,, 39,20 11,0 --,0 127,00,00 149,00 15,0 Remark: KS = Piston Rod affiliated with aadag group we can checkered lilies of the valley 2
Series IB1 OB 12 15 - M1x1,5 / /4 M10 M12 33 41 l 24,5 33,0 2 31 Dimensions IB1 OB L1 25 14 104 2 10 44 32 1 11 2 11 4 Remark: KS = Piston Rod, = Width Across Flat affiliated with aadag group we can checkered lilies of the valley 3
Series IB1 RB AS Piece 4 4 4 4 4 4 4,0,0,0,0,0,0,0 ",5,5,5 12 15 17 2 3 4 d5, 9,0 11,0 13,5 17,5,0,0 17,5,0 2,0 -- M1x1,5 M1x1,5 -- / /4 /4 G 3/ Diensions IB1 RB l l7 l 25 14 10 2 10 44 2 15 25 55 33 M10 32 1 121 2 11 4 31 1 33 7 5 41 M12 141 13 14 39 10 M1x1,5 2 15 2 13 2 57 1 45 12 2 M20x1,5 3 3 1 3 14 71 20 55 14 77 45 211 45 1 4 25 5 1 1 9 5 5 1 9 25 21 1 1 254 3 20 99 97 32 23 1 1 0 5 23 104 133 3 31 2 0 M5x1,5 31 23 105 144 134 3 325 2 Mx2 Remark: KS = Piston Rod, = Width Across Flat, AS = Number of Screws affiliated with aadag group we can checkered lilies of the valley 4
Series IB1 RK AS Piece 4 4 4 4 4 4 4,0,0,0,0,0,0,0 ",5,5,5 12 15 17 2 3 4 d5, 9,0 11,0 13,5 17,5,0,0 17,5,0 2 d4 32 93 1 -- -- -- M1x1,5 M1x1,5 -- / /4 /4 G 3/ Dimensions IB1 RK 0 l l7 l 25 14 104 2 1 44 2 12 25 55 33 M10 32 1 11 2 17 4 31 12 33 7 5 41 M10 124 20 7 14 39 10 M1x1,5 2 135 2 20 2 57 7 1 45 12 2 M20x1,5 3 3 159 3 21 71 7 20 55 14 77 45 1 45 23 4 7 25 5 1 1 9 M3x2 5 202 5 2 9 25 21 1 1 M2x2 1 3 29 99 97 9 32 23 1 1 0 5 35 104 133-3 31 2 0 M5x2 31 35 105 144-134 3 325 2 Mx2 Remark: KS = Piston Rod, = Width Across Flat, AS = Number of Screws affiliated with aadag group we can checkered lilies of the valley 5
Series IB1 SZ r 1,0 1,0 1,5 1,5 2,0 2,5 2,5 3,0 2,5 3,0 12 15 17 2 3 4 d4 12 1 20 25 32 3 -- M1x1,5 M1x1,5 -- / /4 /4 G 3/ M10 M12 M1x1,5 M20x1,5 M5x1,5 Mx2 33 41 2 77 9 1 1 0 2 1 10 12 1 20 25 32 3 0 3 105 135 1 1 2 2 4 12 145 1 215 2 0 l 20 25 35 5 l7max 47 71 72 2 93 93 9 Dimensions IB 1 SZ l7min l 25 14 104 2 10 44 2 25 32 1 11 2 11 4 31 33 7 124 13 39 94 2 135 2 13 32 57 45 104 3 3 159 3 14 3 71 55 119 45 1 45 1 4 5 144 5 202 5 1 9 12 1 3 20 99 97 13 1 2 5 23 104 133 2 23 105 144 134 2 Remark: KS = Piston Rod, = Width Across Flat affiliated with aadag group we can checkered lilies of the valley
Areas and Forces Series IB2 3 1 1 1 0 2 2 320 Areas (cm 2 ) Forces (kn) Area Ratio Piston Rod Ring Pressure Tension 1,43 3,,7 21, 12,5 31, 2 1,9,1, 1,00 2 1,4,1 13,47 33, 19,3 49,10 3 2,0 10,1 9,45 23,5 3 1,4 10,1 20,99,45 21,17 77, 45 2,04 15, 15,27 3,15 45 1,4 15, 34,3,,2,5 5 1,9 24,3 25,3 4,10 5 1,4 24,3 53,91 134, 7,54 19,35 1,9 3,4,0,15 1,4 3,4 4,24,55 1,72, 2,0 3,2 59,10 147, 1, 3,2,32 5, 153,94 34, 2,04 7,54, 1, 1,4 7,54 1,,15 201,0 2, 1,,0 10,00 24, 1,,0 159,43 39, 254,47 3,17 1,93 1,72 131, 329,37 1,4 1,72 191,44 47,45 314,1 7,25 1 1,9 153,9 1,20 0,35 1 1, 153,9,20 55, 3,10 9, 1 2,12 201,00 179,10 447, 1 1,9 201,00 29, 724, 4, 17,20 1 2,0 251, 23, 591,00 1 1, 254, 31, 3,20 15, 1539, 2,04 314,10 1, 3, 1,4 314,10 4,10 15,20 4,20 2010, 0 1, 3,10 424,20 10, Theoretical calculation of the cylinder force of hydraulic cylinders: Remark: KS = Piston Rod affiliated with aadag group we can checkered lilies of the valley 7
Mass Series IB2 3 1 1 1 0 2 2 320 Cylinder (kg) per at stroke length = 0 stroke length FU RB GB SZ RK SB kg 9 9 7 9 0, 2 9 9 7 9 1,00 2 12 14 10 12 1,20 3 13 14 10 12 1, 3 19 1 19 2,10 45 20 1 19 2, 45 31 25 29 2, 5 32 31 2 3, 5 43 4, 53 53 44 51 5, 93 79 91 7, 92 93 9,20 131 127 111 1 10, 132 12 112 131 11, 209 19 1 12, 19 202 13, 27 2 23 29 14, 21 272 239 271 1, 35 34 34 19,00 1 31 351 9 349 21, 1 9 515 2 479 27,10 1 9 515 2 479, 1 49 4 22 1 32, 1 49 4 22 1 3, 1 4 3 74 44,20 4 3 74 4, 12 12 1 11 55,20 0 12 12 1 11, Remark: KS = Piston Rod affiliated with aadag group we can checkered lilies of the valley
Series IB2 FU h2 45 55 5 105 115 135 1 1 1 205 5 255 h1 b2 32 1 37 1 42 1 47 57 255 7 2 72 3 77 3 92 3 97 445 102 0 112 5 127 10 142 b1 135 1 0 255 5 3 0 4 45 5 0 7 1/ / /3 3/4 4/ / / / / / /1 1/1 1/1 1/ d5 11 11 14 1 2 33 45 2 d4 M1x1,5 M2x1,5 M35x1,5 M45x1,5 M5x1,5 M5x1,5 Mx2 Mx2 Mx2 Mx3 Mx3 M1x3 M1x4 5 115 135 0 2 0 325 35 102 1 1 20 355 3 425 4 7 1 1 1 273 5 343 394 0 35 105 115 1 105 1 1 1 0 Dimensions IB2 FU l l7 l /2 1 14 79 114 2/3 233 1 7 45 5 3 3/45 22 2 133 142 49 45/5 2 35 20 104 14 151 5/ 3 45 124 171 179 1 115 / 32 5 32 135 205 135 1 / 420 5 35 15 219 231 1 / 4 1 2 273 5 1 / 515 199 24 297 9 0 /1 535 205 27 73 0 1/1 35 242 32 3 2 2 1/1 59 2 32 392 0 2 1/ 744 1 22 3 124 325 320 /0 15 1 27 431 4 35 Remark: KS = Piston Rod, = Width Across Flat affiliated with aadag group we can checkered lilies of the valley 9
Series IB2 RB d9 1/ 10 / 1 /3 3/4 1 4/ 205 / 245 / / 325 / 3 / 3 /1 4 1/1 4 1/1 0 1/ 0 d 1 1 1 245 2 315 3 420 445 4 555 5 d7 9 11 14 14 1 33 33 39 39 45 d5 1 145 1 2 2 0 320 3 415 4 510 d4 M1x1,5 M2x1,5 M35x1,5 M45x1,5 M5x1,5 M5x1,5 Mx2 Mx2 Mx2 Mx3 Mx3 M1x3 M1x4 5 115 135 0 2 0 325 35 102 1 1 20 355 393 425 4 7 1 1 1 273 5 343 394 105 1 1 1 0 Dimensions IB2 RB l l7 l /2 25 1 14 79 5 2/3 24 1 7 5 3 3/45 297 2 133 5 35 45 45/5 315 35 20 104 14 5 35 45 5/ 3 45 124 171 5 45 55 / 432 5 35 135 205 5 1 / 4 5 15 219 10 1 / 535 1 2 10 1 / 5 199 24 10 /1 15 205 27 10 0 1/1 720 242 32 10 115 2 1/1 744 2 32 10 2 1/ 39 1 22 3 10 1 320 /0 935 1 27 431 10 Remark: KS = Piston Rod, = Width Across Flat affiliated with aadag group we can checkered lilies of the valley 10
Series IB2 RK 1/ / /3 3/4 4/ / / / / / /1 1/1 1/1 1/ d 10 1 1 205 245 325 3 3 4 4 0 0 d7 1 1 1 245 2 315 3 420 445 4 555 5 d5 1 145 1 2 2 0 320 3 415 4 510 d4 M1x1,5 M2x1,5 M35x1,5 M45x1,5 M5x1,5 M5x1,5 Mx2 Mx2 Mx2 Mx3 Mx3 M1x3 M1x4 9 11 14 14 1 33 33 39 39 45 102 1 1 20 355 393 425 4 105 1 1 1 0 105 1 1 1 0 l 0 0 0 0 0 0 0 0 0 0 20 25 25 Dimensions IB2 RK l7 l /2 1 19 79 5 2/3 233 23 7 5 3 3/45 22 2 27 133 5 35 45/5 2 35 25 104 14 5 35 5/ 3 45 35 124 171 5 45 / 32 5 37 135 205 5 1 / 420 5 45 15 219 10 1 / 4 1 2 10 1 / 515 199 24 10 /1 535 205 27 10 0 1/1 35 242 32 10 2 1/1 59 2 32 10 2 1/ 744 1 5 22 3 10 320 /0 15 1 5 27 431 10 Remark: KS = Piston Rod, = Width Across Flat affiliated with aadag group we can checkered lilies of the valley 11
Series IB2 GB W 7 7 ^ 5 7 7 b2 20 25 2 35 44 49 55 b1 23 2 35 55 5 1/ / /3 3/4 4/ / / / / / /1 1/1 1/1 1/ d5 25 35 1 d4 M1x1,5 M2x1,5 M35x1,5 M45x1,5 M5x1,5 M5x1,5 Mx2 Mx2 Mx2 Mx3 Mx3 M1x3 M1x4 5 115 135 0 2 0 325 35 102 1 1 20 355 393 425 4 7 1 1 1 273 5 343 394 105 1 1 1 0 l 45 45 55 115 1 Dimensions IB2 GB l7 l /2 2 1 14 79 32,5 2,0 2/3 1 7 37,5 32,5 3 3/45 2 2 133 45,0,0 45/5 3 35 20 104 14,0,0 5/ 3 45 124 171,0 2,5 / 447 5 32 135 205,0,0 1 / 4 5 35 15 219,0 2,0 1 / 5 1 2,0,0 1 / 10 199 24,0 113,0 /1 45 205 27 115,0,0 0 1/1 7 242 32,0 143,0 2 1/1 79 2 32 1,0 1,0 2 1/ 4 1 22 3 1,0 1,0 320 /0 9 1 27 431 1,0,0 Remark: KS = Piston Rod, = Width Across Flat affiliated with aadag group we can checkered lilies of the valley 12
Series IB2 SB b1 23 2 35 55 5 1/ / /3 3/4 4/ / / / / / d5 25 35 d4 M1x1,5 M2x1,5 M35x1,5 M45x1,5 M5x1,5 M5x1,5 Mx2 Mx2 Mx2 5 115 135 0 102 1 1 20 7 1 1 1 105 1 1 1 l 45 45 55 l7 2,0 32,5,0,0 2,5,0 2,0,0 113,0,0 Dimensions IB2 SB l /2 2 1 14 79 32,5 2/3 1 7 37,5 3 3/45 2 2 133 45,0 45/5 3 35 20 104 14,0 5/ 3 45 124 171,0 / 447 5 32 135 205,0 1 / 4 5 35 15 219,0 1 / 5 1 2,0 1 / 10 199 24,0 /1 45 205 27 115,0 Remark: KS = Piston Rod, = Width Across Flat affiliated with aadag group we can checkered lilies of the valley 13
Series IB2 SZ 1/ / /3 3/4 4/ / / / / / /1 1/1 1/1 1/ d7 35 5 1 1 d5 102 1 1 20 355 3 425 4 d4 M1x1,5 M2x1,5 M35x1,5 M45x1,5 M5x1,5 M5x1,5 Mx2 Mx2 Mx2 Mx3 Mx3 M1x3 M1x4 5 115 135 0 2 0 325 35 102 1 1 20 355 3 425 4 7 1 1 1 273 5 343 394 1 139 147 17 177 23 2 5 331 344 5 429 4 3 0 3 3 4 5 7 9 11 12 13 1 135 145 15 1 105 1 1 1 0 Dimensions IB2 SZ l l7 l m /2 1 14 79 135 2/3 233 1 7 115 3 3/45 22 2 133 1 1 45 45/5 2 35 20 104 14 145 1 45 5/ 3 45 124 171 1 55 / 32 5 32 135 205 2 1 / 420 5 35 15 219 2 325 1 / 4 1 2 2 3 1 / 515 199 24 0 410 /1 535 205 27 320 4 0 1/1 35 242 32 3 4 115 2 1/1 59 2 32 410 5 2 1/ 744 1 22 3 4 5 1 320 /0 15 1 27 431 510 Remark: KS = Piston Rod, = Width Across Flat affiliated with aadag group we can checkered lilies of the valley 14
Areas and Forces Serie IB3 IB.ING. GmbH Maschinenbau Stahlbau Hydraulik Remark: KS = Piston Rod Area Ratio Areas (cm 2 ) Force (kn) A K /A R Piston Rod Ring Pressure Tension 2 1,9 12,5,1, 43,9, 3 2,0 19,3 10,1 9,45,71 33,0 3 45 2,04 31,17 15, 15,27 109,10 53,45 5 1,9,2 24,3 25,3 1,91 9,71 1,9 7,00 3,4,0 274,9 1,21 2,0 1,72 3,2 59,10 429, 20, 1 2,04 153,94 7,54, 53,79 23, 1 1, 201,0,0 10,00 3,71 371,00 1 1,93 254,47 1,72 131, 3,5 41,13 1 1,9 314,1 153,9 1,20 1099,5 5, 0 1 2,12 3,10 201,00 179,10 13, 2, 2 1 2,0 4, 254, 23, 171,10 27, 2 2,04 15, 314,10 1, 2,10 1055, 320 0 1, 4,20 3,10 424,20 214, 144, Theoretical calculation of the cylinder force of hydraulic cylinders: Mass Series IB3 Remark: KS = Piston Rod Cylinder (kg) per at stroke length = 0 Stroke length (kg) FU RB GB SZ RK SB 2 9 11 11 1,2 3 15 17 12 15 1, 3 45 32 32 2 2, 5 42 43 33 4,2 73 72 5 71 5,7 149 14 145 11,1 1 20 205 17 202 13,0 1 2 27 9 27 1,3 1 4 37 317 3 19,5 1 531 425 4 24,4 0 1 5 53 514 5 37, 2 1 29 939 777 4 4,2 2 94 1073 915 102 59,7 320 0 1211 1274 0 1211,3 affiliated with aadag group we can checkered lilies of the valley 15
Series IB3 FU h2 1 1 2 3 3 415 4 0 5 0 h1 32 37 47 2 72 77 7 79 112 112 1 142 12 b2 1 1 2 3 3 415 4 0 5 0 b1 1 2 320 3 420 4 515 5 10 720 7 3 4 1 1 1 d5 1 24 2 33 45 45 2 74 d4 M2x1,5 M35x1,5 M45x1,5 M5x1,5 M5x1,5 Mx2 Mx2 Mx2 Mx3 Mx3 M1x3 -- -- 9 1 1 2 2 2 320 335 3 92 10 1 14 1 25 325 3 3 4 4 4 2 7 10 1 1 0 245 324 3 0 115 145 1 1 105 1 1 1 0 4 Dimensions IB3 FU l l7 l 2 23 1 91 12 45 3 237 2 1 1 47 3 45 2 35 117 133 14 39 43 5 5 45 124 14 17 42 53 3 5 25 119 171 179 51 55 425 5 32 1 205 245 55 1 457 35 1 219 2 1 515 2 3 55 1 55 45 241 24 354 39 1 0 45 22 27 3 43 0 1 55 22 32 3 2 1 1 272 33 39 135 2 735 -- 22 3 410 1 320 0 7 -- 27 391 4 15 Remark: KS = Piston Rod, = Width Across Flat affiliated with aadag group we can checkered lilies of the valley 1
Series IB3 RB AS Piece 12 45 45 45 45 45 ",0,0,0,0,0,0,0,0,5,5,5,5,5 15,0 3 4 1 1 1 d9 1 1 1 2 2 3 3 0 4 4 5 5 5 d 145 15 2 2 335 3 3 4 0 5 10 d7 13,,5 13,5 17,5 17,5,0 2,0,0,0 3,0 3,0 39,0 45,0 45,0 45,0 d5 115 1 1 245 2 0 335 3 0 4 4 510 Dimensions IB3 RB d4 l l7 l 2 273 1 91 5 35 45 92 3 277 2 1 5 47 2 10 M2x1,5 3 45 325 35 117 133 5 43 7 1 M35x1,5 5 355 45 124 14 5 53 105 14 9 M45x1,5 3 5 25 119 171 5 55 55 1 1 M5x1,5 4 5 32 1 205 5 1 1 1 M5x1,5 1 532 35 1 219 10 1 1 25 1 Mx2 1 0 2 10 Mx2 1 5 45 241 24 10 0 325 2 Mx2 1 710 45 22 27 10 105 245 3 2 Mx3 0 1 7 22 32 10 115 3 2 Mx3 2 1 20 1 272 33 10 135 324 4 320 M1x3 2 5 -- 22 3 10 1 1 0 3 4 335 -- 320 0 915 -- 27 391 10 1 15 4 4 3 -- Remark: KS = Piston Rod, = Width Across Flat, AS = Number of Screws affiliated with aadag group we can checkered lilies of the valley 17
Series IB3 RK AS Piece 12 ",0,0,0,0,0,0,0,0,5 45,5 45,5 45,5 45,5 45 15,0 3 4 1 1 1 d9 1 1 1 2 2 3 3 0 4 4 5 5 5 d 145 15 2 2 335 3 3 4 0 5 10 d7 13,5 13,5 17,5 17,5,0 2,0,0,0 3,0 3,0 39,0 45,0 45,0 45,0 d5 115 1 1 245 2 0 335 3 0 4 4 510 Dimensions IB3 RB d4 l l7 l Piston Ø 2 273 1 91 5 35 45 92 3 277 2 1 5 47 2 10 M2x1,5 3 45 325 35 117 133 5 43 7 1 M35x1,5 5 355 45 124 14 5 53 105 14 9 M45x1,5 3 5 25 119 171 5 55 55 1 1 M5x1,5 4 5 32 1 205 5 1 1 1 M5x1,5 1 532 35 1 219 10 1 1 25 1 Mx2 1 0 2 10 Mx2 1 5 45 241 24 10 0 325 2 Mx2 1 710 45 22 27 10 105 245 3 2 Mx3 0 1 7 22 32 10 115 3 2 Mx3 2 1 20 1 272 33 10 135 324 4 320 M1x3 2 5 -- 22 3 10 1 1 0 3 4 335 -- 320 0 915 -- 27 391 10 1 15 4 4 3 -- Remark: KS = Piston Rod, = Width Across Flat, AS = Number of Screws affiliated with aadag group we can checkered lilies of the valley 1
Series IB3 GB W 7 5 7 7 b2 25 2 35 44 49 55 b1 2 35 55 5 3 4 1 1 1 d5 35 1 1 d4 M2x1,5 M35x1,5 M45x1,5 M5x1,5 M5x1,5 Mx2 Mx2 Mx2 Mx3 Mx3 M1x3 -- -- 9 1 1 2 2 2 320 335 3 92 10 1 14 1 25 325 3 3 4 4 4 2 7 1 1 0 245 324 3 105 1 1 1 0 4 l 45 47 43 53 55 135 1 15 Dimensions IB3 GB l7 l 2 2 1 91 35 34,0 3 2 2 1 45,0 3 45 3 35 117 133,0 5 355 45 124 14 55 2,5 3 5 25 119 171 5,0 4 5 32 1 205 2,0 1 5 35 1 219,0 1 0 2 113,0 1 5 45 241 24 105,0 1 710 45 22 27 115 143,0 0 1 7 22 32 115 143,0 2 1 25 1 272 33 1 1,0 2 -- 22 3 1,0 320 0 95 -- 27 391 2,0 Remark: KS = Piston Rod, = Width Across Flat affiliated with aadag group we can checkered lilies of the valley 19
Series IB3 SB b1 2 35 55 5 Mm 3 4 d5 35 d4 M2x1,5 M35x1,5 M45x1,5 M5x1,5 M5x1,5 Mx2 Mx2 Mx2 Mx3 9 1 1 2 2 92 10 1 14 1 25 325 3 2 7 1 1 0 245 105 1 1 1 l 45 47 43 53 55 l7 34,0,0,0 2,5,0 2,0,0 113,0,0 143,0 Dimensions IB3 SB l 2 1 91 35 3 2 2 1 45 3 45 3 35 117 133 5 355 45 124 14 55 3 5 25 119 171 5 4 5 32 1 205 1 5 35 1 219 1 0 2 1 5 45 241 24 105 1 710 45 22 27 115 Remark: KS = Piston Rod, = Width Across Flat affiliated with aadag group we can checkered lilies of the valley 20
Series IB3 SZ 3 4 1 1 d7 45 55 1 1 d5 92 10 1 15 1 325 3 3 4 d4 M2x1,5 M35x1,5 M45x1,5 M5x1,5 M5x1,5 Mx2 Mx2 Mx2 Mx3 Mx3 M1x3 9 1 1 2 2 2 320 92 10 1 14 1 25 325 3 3 4 2 7 1 1 0 245 324 1 151 1 14 197 205 273 29 3 373 1 425 4 0 4 4 53 11 12 14 1 1 15 1 105 1 1 1 l 45 47 43 53 55 135 Dimensions IB3 SZ l7 l 2 23 1 91 3 237 2 1 1 3 45 2 35 117 133 1 0 5 5 45 124 14 1 2 3 5 25 119 171 425 5 32 1 205 245 35 1 457 35 1 219 2 420 1 515 2 0 4 1 55 45 241 24 335 515 1 0 45 22 27 3 5 0 1 55 22 32 0 0 2 1 1 272 33 4 Remark: KS = Piston Rod, = Width Across Flat affiliated with aadag group we can checkered lilies of the valley 21
Rod Eye () d 1 d 2 d 3 d 4 l 1 l 2 l 3 l 4 b 1 b 2 W Mass Order Series 2 Series 3 (kg) Reference -- 25 M1x1,5 2 5 17 25 20 23 0,43 IBGK1 34 23 94 2 7 0, IBGK2 3 35 M2x1,5 44 29 112 25 7 1,10 IBGK3 3 M35x1,5 55 3 135 45 2 35 7 2,00 IBGK4 M45x1,5 105 4 1 105 55 35 7 3, IBGK5 M5x1,5 7 1 59 1 5 44 7 5, IBGK 1 M5x1,5 93 1 232 1 49 55, IBGK7 1 1 Mx2 1 1 1 55 12,20 IBGK 1 1 Mx2 143 101 323 5 21, IBGK9 1 Mx2 153 111 3 105 7 27, IBGK10 0 Mx3 17 115, IBGK11 2 0 Mx3 17 115, IBGK12 2 2 1 M1x3 1 3 135 4 1 7, IBGK13 320 2 1 M1x4 2 3 153 0 0 1 105 19,00 IBGK14 3 320 1 M1x4 2 4 13 710 4 2 105 7 24,00 IBGK15 0 3 Mx4 4 215 7 5 2 1 1 39,00 IBGK1 affiliated with aadag group we can checkered lilies of the valley
Swivel Head () d 1 d 2 d 3 d 4 l 1 l 2 l 3 l 4 b Mass Order Series 2 Series 3 (kg) Reference -- 25 M1x1,5 2 5 17 25 23 0,43 IBSK1 34 23 94 2 0, IBSK2 3 35 M2x1,5 44 29 112 1,10 IBSK3 3 M35x1,5 55 3 135 45 35 2,00 IBSK4 M45x1,5 105 4 1 105 55 3, IBSK5 M5x1,5 7 1 59 1 5 5, IBSK 1 M5x1,5 93 1 232 1 55, IBSK7 1 1 Mx2 1 1 1 12,20 IBSK 1 1 Mx2 143 101 323 5 21, IBSK9 1 Mx2 153 111 3 105 27, IBSK10 0 Mx3 17 115, IBSK11 2 0 Mx3 17 115, IBSK12 2 2 1 M1x3 1 3 135 4 1 7, IBSK13 320 2 1 M1x4 2 3 153 0 0 1 19,00 IBSK14 3 320 1 M1x4 2 4 13 710 4 2 24,00 IBSK15 0 3 Mx4 4 215 7 5 2 1 39,00 IBSK1 affiliated with aadag group we can checkered lilies of the valley 23
Thermal Spraying The solution for your corrosion and wear problems Procedure Self-fluxing metal powders on the base of NiCrBSi are catapulted in an acetylene-oxygen flame on the prepared material surface and are melted down inductively afterwards. Application Mandrels, molds, pistons, piston rods, kneaders, fans, mixer blades, gauges, plungers, pump shafts, pump- and turbine blades, rolls, stamps, rollers, shaft protective sleeves. Advantages - Low friction coefficient upon metallic sliding friction - good emergency running characteristics - resistant to roll, sliding, and steel wear - corrosion resistant to water, (warm and cold industrial water, drinking water, seawater) weather effects, industrial atmospheres, diluted sulphuric or phosphoric acids, formic and acetic acids as well as sodium hydroxide - resistant to compressive stress and impact stress - oxidation- and scale resistant - for operating temperatures up to 0 C Technical Data - Chemical composition: C 0,44 %, Si 3,43 %, Cr 10,5 %, Fe 2, % B 1, %, Ni 1,2 % - layer thickness: 0 µm, depending on customer requirement - the hardness of the coating is 0 +/- HV 1, (for maximal pressure hard coatings up to 72 HRC can be applied) - Surface roughness: Ra 0,1 to 0, µm affiliated with aadag group we can checkered lilies of the valley 24
Quality DIN EN ISO 01: The shareholders of IB.ING. Ltd. consider product quality one of the most important factors to be considered in building up good customer relations and to differentiate oneself from competitors. Following the premise The customer shall return, not the product IB.ING. has established a quality assurances system, which does more than simply meet highest requirements according to DIN- standards. The central goal is to always exceed all customer expectations. The company has been certified according to DIN EN ISO 01: (first certified in 199). affiliated with aadag group we can checkered lilies of the valley 25
References affiliated with aadag group we can checkered lilies of the valley 2
Partners affiliated with aadag group we can checkered lilies of the valley 27
Contact Carl-Still-Str. 11-15 D-4559 Recklinghausen Germany Phone: +49(0)231 / 07-0 Fax: +49(0)231 / 07-77 E-Mail: info@ib-ing.de Jürgen Prautzsch Management Tel.:+49(0)231/07"0 E"Mail:juergen.prautzsch@ib-ing.de Frank Leibner Operating Manager Tel.:+49(0)231/07"34 E"Mail:frank.leibner@ib-ing.de Jürgen Meister Sales Tel.:+49(0)231/07"42 E"Mail:juergen.meister@ib-ing.de Michael Sonnenfeld Construction Tel.:+49(0)231/07"44 E"Mail:michael.sonnenfeld@ib-ing.de Stefanie Krzoska Purchasing Tel.:+49(0)231/07"2 E"Mail:stefanie.krzoska@ib-ing.de affiliated with aadag group we can checkered lilies of the valley 2