============================================================ Information listing created by : Michal Date : 22.9.2016 14:41:54 Current work part : F:\vsb\NX\projekty\160922-drzak-vyuka\motorek.prt Node name : michal-hp ============================================================ Measurement Mass Properties Displayed Mass Property Values Volume = 33745.750773463 mm^3 Area = 6597.123588360 mm^2 Mass = 0.091484730 kg Weight = 0.897158731 N Radius of Gyration = 18.431788098 mm Centroid = 0.000000000, 10.498737515, 5.468834027 mm ============================================================ Detailed Mass Properties Analysis calculated using accuracy of 0.990000000 Information Units kg - mm Density = 0.000002711 Volume = 33745.750773463 Area = 6597.123588360 Mass = 0.091484730 First Moments Mx, My, Mz = 0.000000000, 0.960474171, 0.500314806 Center of Mass Xcbar, Ycbar, Zcbar = 0.000000000, 10.498737515, 5.468834027 Moments of Inertia (WCS) Ix, Iy, Iz = 39.420322231, 15.572308435, 32.807542559 Moments of Inertia (Centroidal) Ixc, Iyc, Izc = 26.600417389, 12.836169798, 22.723776353 Moments of Inertia (Spherical) I = 31.080181770 Products of Inertia (WCS) Iyz, Ixz, Ixy = 9.604741705, -0.000000000, -0.000000000 Products of Inertia (Centroidal) Iyzc, Ixzc, Ixyc = 4.352067879, -0.000000000, -0.000000000 Radii of Gyration (WCS) Rx, Ry, Rz = 20.758012963, 13.046745547, 18.937059524 Radii of Gyration (Centroidal) Rxc, Ryc, Rzc = 17.051787800, 11.845227890, 15.760353233 Radii of Gyration (Spherical) R = 18.431788098 Principal Axes (Direction vectors relative to the WCS) Xp(X), Xp(Y), Xp(Z) = 1.000000000, 0.000000000, 0.000000000 Yp(X), Yp(Y), Yp(Z) = 0.000000000, -0.353129594, 0.935574417 Zp(X), Zp(Y), Zp(Z) = 0.000000000, -0.935574417, -0.353129594 Principal Moments I1, I2, I3 = 26.600417389, 24.366450561, 11.193495590 ============================================================ Error Estimates Volume = 0.000000000 Area = 0.000000000 Mass = 0.000000000 Radius for Center of Mass = 0.000000000 Moments of Inertia (WCS) = 0.000000000, 0.000000000, 0.000000000 Principal Moments = 0.000000000, 0.000000000, 0.000000000