NASA Handrail Clamp 模型预览

GrabCAD 模型信息

NASA Handrail Clamp · 模型 308537

作者:Francisco J. Erenas Rivas

NASA Handrail Clamp Clamp in two pieces as much lightened, slidable relative to each other. By matching the pressure required for fixing is created. Angula lace to make sure it is pressed against the pipe Mass properties nosepiece Mass = 0.03 kg Volume = 30299.38 cubic millimeters Surface area = 15703.45 square millimeters Mass center (mm) X = 20.16 Y = 36.11 Z = -27.70 Principal axes of inertia, and principal moments of inertia (kg * square millimeters) Measured from the center of mass. Ix = (0.00, 0.92, 0.39) Px = 8.36 I = (0.02, -0.39, 0.92) Py = 14.69 Iz = (1.00, 0.01, -0.01) Pz = 14.77 Moments of inertia (kg * square millimeters) Obtained in the center of mass and aligned with the coordinate system results. Lxx = 14.77 Lxy = 0.00 = 0.00 LXZ Lyx Lyy = 9.31 = 0.00 = 2.26 Lyz Lzy lzx = 0.00 = 2.26 Lzz = 13.74 Moments of inertia (kg * square millimeters) Measured from the output coordinate system. Ixx = 78.79 Ixy = 22.50 Ixz = -17.26 I and x = 22.50 = 45.59 Iyy Iyz = -28.66 IZX = -17.26 -28.66 Izy = Izz = 66.60 Rear mass properties Mass = 0.01 kg Volume = 10818.23 cubic millimeters Surface area = 6643.76 square millimeters Mass center (mm) X = 18.98 Y = 45.68 Z = 2.43 Principal axes of inertia, and principal moments of inertia (kg * square millimeters) Measured from the center of mass. Ix = (1.00, -0.04, -0.03) Px = 0.92 I = (0.05, 0.89, 0.46) Py = 1.95 Iz = (0.01, -0.46, 0.89) Pz = 2.35 Moments of inertia (kg * square millimeters) Obtained in the center of mass and aligned with the coordinate system results. Lxx = 0.93 Lxy = -0.04 = -0.04 LXZ Lyx = -0.04 Lyy = 2.03 = 0.16 Lyz Lzx = -0.04 Lzy = 0.16 = 2.26 Lzz Moments of inertia (kg * square millimeters) Measured from the output coordinate system. Ixx = 24.02 Ixy = 9.53 = 0.47 Ixz Iyy i and x = 9.53 = 1.39 = 6.07 Iyz Izy IZX = 0.47 = 1.39 Izz = 29.27

格式
Rendering、STEP / IGES、SOLIDWORKS、STL
分类
3D printing、Aerospace、Components
标签
handrailclamp
数据更新
2026-09-22T16:54:32Z
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