MY1 Mechanically Jointed Rodless Cylinder
MY1 Mechanically Jointed Rodless Cylinder
MY1 Mechanically Jointed Rodless Cylinder
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Series <strong>MY1</strong>Model SelectionFollowing are the steps for selecting the most suitable Series <strong>MY1</strong> to your application.61. Operating ConditionsOperating cylinder ···········<strong>MY1</strong>H40-500Average operating speed υa ··· 300 mm/sMounting orientation ···········Wall mountingCushion ································· Air cushion(δ = 1/100)<strong>MY1</strong>H40-500Calculation of Guide Load FactorWb: MGGLB25-200 (4.35 kg)1. HorizontalmountingP. 8-11-36xMounting Orientationzy2. WallmountingxyzWa: Connection plate t = 10 (880 g)2. Load BlockingWc: MHL2-16D1 (795 g)Wd: Workpiece (500 g)3. CeilingmountingP. 8-11-55xzyx4. VerticalmountingP. 8-11-82zFor actual examples of calculation for each orientation,refer to the pages above.y42.55Y111210Z65Y150XWeight and Center of Gravity for Each WorkpieceCenter of gravityWorkpiece no. WeightWn mn X-axis Y-axis Z-axisXn Yn ZnWaWbWcWd0.88 kg4.35 kg0.795 kg0.5 kg65 mm150 mm150 mm150 mm0 mm0 mm111 mm210 mm5 mm42.5 mm42.5 mm42.5 mmn = a, b, c, d3. Composite Center of Gravity Calculationm3 = Σmn= 0.88 + 4.35 + 0.795 + 0.5 = 6.525 kg1X = x ∑(mn x xn)m31= (0.88 x 65 + 4.35 x 150 + 0.795 x 150 + 0.5 x 150) = 138.5 mm6.5251Y = x ∑(mn x yn)m31= (0.88 x 0 + 4.35 x 0 + 0.795 x 111 + 0.5 x 210) = 29.6 mm6.5251Z = x ∑(mn x zn)m31= (0.88 x 5 + 4.35 x 42.5 + 0.795 x 42.5 + 0.5 x 42.5) = 37.4 mm6.5254. Calculation of Load Factor for Static Loadm3: Weightm3max (from (1) of graph <strong>MY1</strong>H/m3) = 50 (kg) ································································Load factor α1 = m3/m3max = 6.525/50 = 0.13M2: MomentM2max (from (2) of graph <strong>MY1</strong>H/M2) = 50 (N·m) ······························································································M2 = m3 x g x Z = 6.525 x 9.8 x 37.4 x 10 –3 = 2.39 (N·m)Load factor α2 = M2/M2max = 2.39/50 = 0.05m3Zm38-11-6M2