GrabCAD
Amarok Triple Clamp
by GrabCAD
Last crawled date: 1 year, 10 months ago
A quick and simple triple clamp. More aggressive lightening could be done quite easily. Best of luck with the P1 this racing season!
Mass properties of Amarok Triple Clamp ( Part Configuration - Default )
Output coordinate System: -- default --
Density = 0.00 grams per cubic millimeter
Mass = 870.50 grams
Volume = 322407.70 cubic millimeters
Surface area = 108819.22 square millimeters
Center of mass: ( millimeters )
X = 0.53
Y = 23.31
Z = -22.05
Principal axes of inertia and principal moments of inertia: ( grams * square millimeters )
Taken at the center of mass.
Ix = (1.00, -0.00, -0.00) Px = 767999.79
Iy = (-0.00, -0.12, -0.99) Py = 5869968.45
Iz = (0.00, 0.99, -0.12) Pz = 6366434.29
Moments of inertia: ( grams * square millimeters )
Taken at the center of mass and aligned with the output coordinate system.
Lxx = 768004.96 Lxy = -5363.41 Lxz = -319.43
Lyx = -5363.41 Lyy = 6358980.05 Lyz = 60355.38
Lzx = -319.43 Lzy = 60355.38 Lzz = 5877417.51
Moments of inertia: ( grams * square millimeters )
Taken at the output coordinate system.
Ixx = 1664236.34 Ixy = 5473.71 Ixz = -10569.76
Iyx = 5473.71 Iyy = 6782423.98 Iyz = -387066.86
Izx = -10569.76 Izy = -387066.86 Izz = 6350701.5
Mass properties of Amarok Triple Clamp ( Part Configuration - Default )
Output coordinate System: -- default --
Density = 0.00 grams per cubic millimeter
Mass = 870.50 grams
Volume = 322407.70 cubic millimeters
Surface area = 108819.22 square millimeters
Center of mass: ( millimeters )
X = 0.53
Y = 23.31
Z = -22.05
Principal axes of inertia and principal moments of inertia: ( grams * square millimeters )
Taken at the center of mass.
Ix = (1.00, -0.00, -0.00) Px = 767999.79
Iy = (-0.00, -0.12, -0.99) Py = 5869968.45
Iz = (0.00, 0.99, -0.12) Pz = 6366434.29
Moments of inertia: ( grams * square millimeters )
Taken at the center of mass and aligned with the output coordinate system.
Lxx = 768004.96 Lxy = -5363.41 Lxz = -319.43
Lyx = -5363.41 Lyy = 6358980.05 Lyz = 60355.38
Lzx = -319.43 Lzy = 60355.38 Lzz = 5877417.51
Moments of inertia: ( grams * square millimeters )
Taken at the output coordinate system.
Ixx = 1664236.34 Ixy = 5473.71 Ixz = -10569.76
Iyx = 5473.71 Iyy = 6782423.98 Iyz = -387066.86
Izx = -10569.76 Izy = -387066.86 Izz = 6350701.5
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