Sphaerica Rollerus Ferens
Sphaerica cylindrus gestus principaliter providetur duobus ordinibus symmetriarum globorum sphaericis et communis sphærarum in anulo emisso, duo anuli interiores raceviorum in angulo ad axem gerentem includuntur. Partes habere bonam sui facultatem aligning et operari possunt cum harundo deflexio sub onere vel harundo deflexio sub onere vel harundo misaligningmentum in ascendendo, et eorum licitus alignus angulus 1 ad 2.5 gradus est. Hoc genus gestuum grave onus habet facultatem portandi et facultatem anti-iactandi, praeter onera radialia, etiam onera axialis in duas partes ferre possunt. In genere, hoc genus gestus humili cursu limitante permittit.
ferens No | Dimensiones termini (mm) | Pondus (kg) | Specification | Dimensiones termini (mm) | Pondus (kg) | ||||||
Cylindrica Bore | Attenuatis Bore | d | D | B | Cylindrica Bore | Attenuatis Bore | d | D | B | ||
22206 | 22206K | 30 | 62 | 20 | 0.26 | 22317 | 22317K | 85 | 180 | 60 | 6.72 |
22207 | 22207K | 35 | 72 | 23 | 0.39 | 22318 | 22318K | 90 | 190 | 64 | 8.06 |
22208 | 22208K | 40 | 80 | 23 | 0.48 | 22319 | 22319K | 95 | 200 | 67 | 9.3 |
22209 | 22209K | 45 | 85 | 23 | 0.53 | 22320 | 22320K | 100 | 215 | 73 | 12.2 |
22210 | 22210K | 50 | 90 | 23 | 0.57 | 22322 | 22322K | 110 | 240 | 80 | 17 |
22211 | 22211K | 55 | 100 | 25 | 0.76 | 22324 | 22324K | 120 | 260 | 86 | 22.2 |
22212 | 22212K | 60 | 110 | 28 | 1.04 | 22326 | 22326K | 130 | 280 | 93 | 27.4 |
22213 | 22213K | 65 | 120 | 31 | 1.43 | 22328 | 22328K | 140 | 300 | 102 | 34.3 |
22214 | 22214K | 70 | 125 | 31 | 1.51 | 22330 | 22330K | 150 | 320 | 108 | 41.7 |
22215 | 22215K | 75 | 130 | 31 | 1.59 | 23022 | 23022K | 110 | 170 | 45 | 3.75 |
22216 | 22216K | 80 | 140 | 33 | 1.93 | 23024 | 23024K | 120 | 180 | 46 | 4.11 |
22217 | 22217K | 85 | 150 | 36 | 2.41 | 23122 | 23122K | 110 | 180 | 56 | 5.7 |
22218 | 22218K | 90 | 160 | 40 | 3.11 | 23124 | 23124K | 120 | 200 | 62 | 7.84 |
22219 | 22219K | 95 | 170 | 43 | 3.82 | 23126 | 23126K | 130 | 210 | 64 | 8.68 |
22220 | 22220K | 100 | 180 | 46 | 4.62 | 23128 | 23128K | 140 | 225 | 68 | 10.5 |
22222 | 22222K | 110 | 200 | 53 | 6.78 | 23130 | 23130K | 150 | 250 | 80 | 15.8 |
22224 | 22224K | 120 | 215 | 58 | 8.45 | 23132 | 23132K | 160 | 270 | 86 | 20.3 |
22226 | 22226K | 130 | 230 | 64 | 10.5 | 23134 | 23134K | 170 | 280 | 88 | 21.8 |
22228 | 22228K | 140 | 250 | 68 | 14.5 | 23136 | 23136K | 180 | 300 | 96 | 27.5 |
22230 | 22230K | 150 | 270 | 73 | 18.4 | 23138 | 23138K | 190 | 320 | 104 | 34.5 |
22308 | 22308K | 40 | 90 | 33 | 0.96 | 23140 | 23140K | 200 | 340 | 112 | 42.6 |
22309 | 22309K | 45 | 100 | 36 | 1.28 | 23218 | 23218K | 90 | 160 | 52.4 | 4.52 |
22310 | 22310K | 50 | 110 | 40 | 1.67 | 23220 | 23220K | 100 | 180 | 60.3 | 6.6 |
22311 | 22311K | 55 | 120 | 43 | 2.19 | 23222 | 23222K | 110 | 200 | 69.8 | 9.54 |
22312 | 22312K | 60 | 130 | 46 | 2.72 | 23224 | 23224K | 120 | 215 | 76 | 12.1 |
22313 | 22313K | 65 | 140 | 48 | 3.34 | 23226 | 23226K | 130 | 230 | 80 | 14.3 |
22314 | 22314K | 70 | 150 | 51 | 4.04 | 23228 | 23228K | 140 | 250 | 88 | 18.8 |
22315 | 22315K | 75 | 160 | 55 | 4.96 | 23230 | 23230K | 150 | 270 | 96 | 24.2 |
22316 | 22316K | 80 | 170 | 58 | 5.91 |