Mass properties of Bottom_ShortTab ( Part Configuration - Default )

Output  coordinate System: Coordinate System1

Density = 8300 kilograms per cubic meter

Mass = 0.00334914 kilograms

Volume = 4.03511e-007 cubic meters

Surface area = 0.000448149 meters^2

Center of mass: ( meters )
	X = 0.00379996
	Y = -0.00109396
	Z = 0.00847699

Principal axes of inertia and principal moments of inertia: ( kilograms * square meters )
Taken at the center of mass.
	 Ix = (-0.203319, 0.288043, -0.935784)   	Px = 2.97339e-008
	 Iy = (0.0822254, 0.957394, 0.27683)   	Py = 4.31086e-008
	 Iz = (0.975654, -0.0206605, -0.218341)   	Pz = 5.7183e-008

Moments of inertia: ( kilograms * square meters )
Taken at the center of mass and aligned with the output coordinate system.
	Lxx = 5.59531e-008	Lxy = -4.99582e-010	Lxz = 5.5429e-009
	Lyx = -4.99582e-010	Lyy = 4.2005e-008	Lyz = -3.66859e-009
	Lzx = 5.5429e-009	Lzy = -3.66859e-009	Lzz = 3.20675e-008

Moments of inertia: ( kilograms * square meters )
Taken at the output coordinate system.
	Ixx = 3.00628e-007	Ixy = -1.44219e-008	Ixz = 1.13426e-007
	Iyx = -1.44219e-008	Iyy = 3.31033e-007	Iyz = -3.47268e-008
	Izx = 1.13426e-007	Izy = -3.47268e-008	Izz = 8.44361e-008

Mass properties of Bottom_LongTab ( Part Configuration - Default )

Output  coordinate System: Coordinate System2

Density = 8300 kilograms per cubic meter

Mass = 0.00415059 kilograms

Volume = 5.00071e-007 cubic meters

Surface area = 0.000528034 meters^2

Center of mass: ( meters )
	X = 0.00386076
	Y = 0.00108899
	Z = -0.00969578

Principal axes of inertia and principal moments of inertia: ( kilograms * square meters )
Taken at the center of mass.
	 Ix = (0.145801, 0.0776475, -0.986262)   	Px = 3.90024e-008
	 Iy = (-0.0152642, 0.996973, 0.0762342)   	Py = 7.75564e-008
	 Iz = (0.989196, 0.00393947, 0.146545)   	Pz = 9.797e-008

Moments of inertia: ( kilograms * square meters )
Taken at the center of mass and aligned with the output coordinate system.
	Lxx = 9.67117e-008	Lxy = 3.56924e-010	Lxz = -8.50319e-009
	Lyx = 3.56924e-010	Lyy = 7.73243e-008	Lyz = -2.96428e-009
	Lzx = -8.50319e-009	Lzy = -2.96428e-009	Lzz = 4.04928e-008

Moments of inertia: ( kilograms * square meters )
Taken at the output coordinate system.
	Ixx = 4.91823e-007	Ixy = 1.78073e-008	Ixz = -1.63873e-007
	Iyx = 1.78073e-008	Iyy = 5.2938e-007	Iyz = -4.67886e-008
	Izx = -1.63873e-007	Izy = -4.67886e-008	Izz = 1.07281e-007

Mass properties of Top_LongTab ( Part Configuration - Default )

Output  coordinate System: Coordinate System1

Density = 8300 kilograms per cubic meter

Mass = 0.00308876 kilograms

Volume = 3.7214e-007 cubic meters

Surface area = 0.000453041 meters^2

Center of mass: ( meters )
	X = 0.00395664
	Y = 0.00182357
	Z = 0.00923353

Principal axes of inertia and principal moments of inertia: ( kilograms * square meters )
Taken at the center of mass.
	 Ix = (0.178522, 0.147859, 0.972763)   	Px = 2.28302e-008
	 Iy = (-0.0444283, 0.988848, -0.14215)   	Py = 5.90608e-008
	 Iz = (-0.982932, -0.0178412, 0.1831)   	Pz = 6.83591e-008

Moments of inertia: ( kilograms * square meters )
Taken at the center of mass and aligned with the output coordinate system.
	Lxx = 6.68898e-008	Lxy = 7.93283e-010	Lxz = 7.96526e-009
	Lyx = 7.93283e-010	Lyy = 5.82717e-008	Lyz = 5.24148e-009
	Lzx = 7.96526e-009	Lzy = 5.24148e-009	Lzz = 2.50887e-008

Moments of inertia: ( kilograms * square meters )
Taken at the output coordinate system.
	Ixx = 3.40503e-007	Ixy = 2.30793e-008	Ixz = 1.20809e-007
	Iyx = 2.30793e-008	Iyy = 3.69968e-007	Iyz = 5.725e-008
	Izx = 1.20809e-007	Izy = 5.725e-008	Izz = 8.37146e-008


Mass properties of Top_ShortTab ( Part Configuration - Default )

Output  coordinate System: Coordinate System1

Density = 8300 kilograms per cubic meter

Mass = 0.0030745 kilograms

Volume = 3.7042e-007 cubic meters

Surface area = 0.00043357 meters^2

Center of mass: ( meters )
	X = -0.0038842
	Y = -0.0010726
	Z = 0.0082404

Principal axes of inertia and principal moments of inertia: ( kilograms * square meters )
Taken at the center of mass.
	 Ix = (0.25134, 0.28391, -0.92532)   	Px = 2.6748e-008
	 Iy = (-0.10338, 0.95842, 0.26599)   	Py = 3.9616e-008
	 Iz = (0.96236, 0.028805, 0.27024)   	Pz = 5.2293e-008

Moments of inertia: ( kilograms * square meters )
Taken at the center of mass and aligned with the output coordinate system.
	Lxx = 5.0544e-008	Lxy = 5.6689e-010	Lxz = -6.2897e-009
	Lyx = 5.6689e-010	Lyy = 3.859e-008	Lyz = -3.4795e-009
	Lzx = -6.2897e-009	Lzy = -3.4795e-009	Lzz = 2.9524e-008

Moments of inertia: ( kilograms * square meters )
Taken at the output coordinate system.
	Ixx = 2.6285e-007	Ixy = 1.3376e-008	Ixz = -1.0469e-007
	Iyx = 1.3376e-008	Iyy = 2.9374e-007	Iyz = -3.0654e-008
	Izx = -1.0469e-007	Izy = -3.0654e-008	Izz = 7.9444e-008


Mass properties of Flexure3_LongTab ( Part Configuration - Default )

Output  coordinate System: Coordinate System1

Density = 8300 kilograms per cubic meter

Mass = 0.00318859 kilograms

Volume = 3.84168e-007 cubic meters

Surface area = 0.000461033 meters^2

Center of mass: ( meters )
	X = 0.00393309
	Y = 0.00183229
	Z = 0.00936533

Principal axes of inertia and principal moments of inertia: ( kilograms * square meters )
Taken at the center of mass.
	 Ix = (0.162487, 0.145047, 0.975991)   	Px = 2.36934e-008
	 Iy = (-0.0352252, 0.989359, -0.141169)   	Py = 6.13452e-008
	 Iz = (-0.986082, -0.0114413, 0.165868)   	Pz = 7.10946e-008

Moments of inertia: ( kilograms * square meters )
Taken at the center of mass and aligned with the output coordinate system.
	Lxx = 6.9831e-008	Lxy = 7.77393e-010	Lxz = 7.56567e-009
	Lyx = 7.77393e-010	Lyy = 6.05543e-008	Lyz = 5.34865e-009
	Lzx = 7.56567e-009	Lzy = 5.34865e-009	Lzz = 2.57478e-008

Moments of inertia: ( kilograms * square meters )
Taken at the output coordinate system.
	Ixx = 3.60206e-007	Ixy = 2.37562e-008	Ixz = 1.25017e-007
	Iyx = 2.37562e-008	Iyy = 3.89549e-007	Iyz = 6.00649e-008
	Izx = 1.25017e-007	Izy = 6.00649e-008	Izz = 8.57779e-008


Mass properties of Flexure3_ShortTab ( Part Configuration - Default )

Output  coordinate System: Coordinate System1

Density = 8300 kilograms per cubic meter

Mass = 0.0031843 kilograms

Volume = 3.8365e-007 cubic meters

Surface area = 0.0004394 meters^2

Center of mass: ( meters )
	X = -0.0038553
	Y = -0.0010816
	Z = 0.0083399

Principal axes of inertia and principal moments of inertia: ( kilograms * square meters )
Taken at the center of mass.
	 Ix = (0.23212, 0.28504, -0.92998)   	Px = 2.7909e-008
	 Iy = (-0.094508, 0.95818, 0.2701)   	Py = 4.1021e-008
	 Iz = (0.96808, 0.025195, 0.24935)   	Pz = 5.4291e-008

Moments of inertia: ( kilograms * square meters )
Taken at the center of mass and aligned with the output coordinate system.
	Lxx = 5.2751e-008	Lxy = 5.4383e-010	Lxz = -6.0338e-009
	Lyx = 5.4383e-010	Lyy = 3.9964e-008	Lyz = -3.559e-009
	Lzx = -6.0338e-009	Lzy = -3.559e-009	Lzz = 3.0506e-008

Moments of inertia: ( kilograms * square meters )
Taken at the output coordinate system.
	Ixx = 2.7796e-007	Ixy = 1.3822e-008	Ixz = -1.0842e-007
	Iyx = 1.3822e-008	Iyy = 3.0878e-007	Iyz = -3.2283e-008
	Izx = -1.0842e-007	Izy = -3.2283e-008	Izz = 8.1562e-008