Add many data analysis. Clean modal_extraction file

modal-analysis/mat/1_granite_bot.txt

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+Mass properties of Granite-bot
+     Configuration: Default
+     Coordinate system: Coordinate System1
+
+The center of mass and the moments of inertia are output in the coordinate system of Assemblage
+Density = 2700.000 kilograms per cubic meter
+
+Mass = 4860.000 kilograms
+
+Volume = 1.800 cubic meters
+
+Surface area = 10.200 square meters
+
+Center of mass: ( meters )
+	X = 0.045
+	Y = 0.144
+	Z = -1.251
+
+Principal axes of inertia and principal moments of inertia: ( kilograms * square meters )
+Taken at the center of mass.
+	 Ix = ( 1.000,  0.000,  0.000)   	Px = 1057.050
+	 Iy = ( 0.000,  1.000,  0.000)   	Py = 1765.800
+	 Iz = ( 0.000,  0.000,  1.000)   	Pz = 2531.250
+
+Moments of inertia: ( kilograms * square meters )
+Taken at the center of mass and aligned with the output coordinate system.
+	Lxx = 1057.050	Lxy = 0.000	Lxz = 0.000
+	Lyx = 0.000	Lyy = 1765.800	Lyz = 0.000
+	Lzx = 0.000	Lzy = 0.000	Lzz = 2531.250
+
+Moments of inertia: ( kilograms * square meters )
+Taken at the output coordinate system.
+	Ixx = 8758.303	Ixy = 31.499	Ixz = -273.495
+	Iyx = 31.499	Iyy = 9376.075	Iyz = -875.367
+	Izx = -273.495	Izy = -875.367	Izz = 2641.910

modal-analysis/mat/2_granite_top.txt

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+Mass properties of selected components
+     Coordinate system: Coordinate System1
+
+The center of mass and the moments of inertia are output in the coordinate system of Assemblage
+* Includes the mass properties of one or more hidden components/bodies.
+
+Mass = 2152.191 kilograms
+
+Volume = 0.749 cubic meters
+
+Surface area = 14.433 square meters
+
+Center of mass: ( meters )
+	X = 0.052
+	Y = 0.258
+	Z = -0.778
+
+Principal axes of inertia and principal moments of inertia: ( kilograms * square meters )
+Taken at the center of mass.
+	 Ix = ( 1.000, -0.011,  0.000)   	Px = 449.573
+	 Iy = ( 0.011,  1.000,  0.016)   	Py = 1037.927
+	 Iz = ( 0.000, -0.016,  1.000)   	Pz = 1455.367
+
+Moments of inertia: ( kilograms * square meters )
+Taken at the center of mass and aligned with the output coordinate system.
+	Lxx = 449.640	Lxy = -6.266	Lxz = 0.318
+	Lyx = -6.266	Lyy = 1037.969	Lyz = 6.718
+	Lzx = 0.318	Lzy = 6.718	Lzz = 1455.258
+
+Moments of inertia: ( kilograms * square meters )
+Taken at the output coordinate system.
+	Ixx = 1894.930	Ixy = 22.465	Ixz = -86.122
+	Iyx = 22.465	Iyy = 2345.208	Iyz = -425.885
+	Izx = -86.122	Izy = -425.885	Izz = 1604.791

modal-analysis/mat/3_ty.txt

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+Mass properties of selected components
+     Coordinate system: Coordinate System1
+
+The center of mass and the moments of inertia are output in the coordinate system of Assemblage
+* Includes the mass properties of one or more hidden components/bodies.
+
+Mass = 308.383 kilograms
+
+Volume = 0.044 cubic meters
+
+Surface area = 8.343 square meters
+
+Center of mass: ( meters )
+	X = 0.000
+	Y = 0.014
+	Z = -0.600
+
+Principal axes of inertia and principal moments of inertia: ( kilograms * square meters )
+Taken at the center of mass.
+	 Ix = ( 1.000, -0.009,  0.000)   	Px = 40.953
+	 Iy = ( 0.009,  1.000, -0.003)   	Py = 49.447
+	 Iz = ( 0.000,  0.003,  1.000)   	Pz = 84.729
+
+Moments of inertia: ( kilograms * square meters )
+Taken at the center of mass and aligned with the output coordinate system.
+	Lxx = 40.953	Lxy = -0.074	Lxz = -0.002
+	Lyx = -0.074	Lyy = 49.447	Lyz = -0.105
+	Lzx = -0.002	Lzy = -0.105	Lzz = 84.729
+
+Moments of inertia: ( kilograms * square meters )
+Taken at the output coordinate system.
+	Ixx = 151.854	Ixy = -0.073	Ixz = -0.063
+	Iyx = -0.073	Iyy = 160.290	Iyz = -2.637
+	Izx = -0.063	Izy = -2.637	Izz = 84.787

modal-analysis/mat/4_ry.txt

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+Mass properties of selected components
+     Coordinate system: Coordinate System1
+
+The center of mass and the moments of inertia are output in the coordinate system of Assemblage
+* Includes the mass properties of one or more hidden components/bodies.
+
+Mass = 81.987 kilograms
+
+Volume = 0.082 cubic meters
+
+Surface area = 7.022 square meters
+
+Center of mass: ( meters )
+	X = 0.000
+	Y = -0.005
+	Z = -0.628
+
+Principal axes of inertia and principal moments of inertia: ( kilograms * square meters )
+Taken at the center of mass.
+	 Ix = ( 1.000,  0.000,  0.000)   	Px = 5.203
+	 Iy = ( 0.000,  1.000, -0.013)   	Py = 5.575
+	 Iz = ( 0.000,  0.013,  1.000)   	Pz = 7.526
+
+Moments of inertia: ( kilograms * square meters )
+Taken at the center of mass and aligned with the output coordinate system.
+	Lxx = 5.203	Lxy = 0.000	Lxz = 0.000
+	Lyx = 0.000	Lyy = 5.576	Lyz = -0.025
+	Lzx = 0.000	Lzy = -0.025	Lzz = 7.525
+
+Moments of inertia: ( kilograms * square meters )
+Taken at the output coordinate system.
+	Ixx = 37.567	Ixy = 0.000	Ixz = 0.002
+	Iyx = 0.000	Iyy = 37.937	Iyz = 0.241
+	Izx = 0.002	Izy = 0.241	Izz = 7.528

modal-analysis/mat/5_rz.txt

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+Mass properties of selected components
+     Coordinate system: Coordinate System1
+
+The center of mass and the moments of inertia are output in the coordinate system of Assemblage
+* Includes the mass properties of one or more hidden components/bodies.
+
+Mass = 54.689 kilograms
+
+Volume = 0.023 cubic meters
+
+Surface area = 1.873 square meters
+
+Center of mass: ( meters )
+	X = 0.000
+	Y = 0.000
+	Z = -0.580
+
+Principal axes of inertia and principal moments of inertia: ( kilograms * square meters )
+Taken at the center of mass.
+	 Ix = ( 0.707, -0.707,  0.000)   	Px = 1.292
+	 Iy = ( 0.707,  0.707,  0.000)   	Py = 1.292
+	 Iz = ( 0.000,  0.000,  1.000)   	Pz = 1.831
+
+Moments of inertia: ( kilograms * square meters )
+Taken at the center of mass and aligned with the output coordinate system.
+	Lxx = 1.292	Lxy = 0.000	Lxz = 0.000
+	Lyx = 0.000	Lyy = 1.292	Lyz = 0.000
+	Lzx = 0.000	Lzy = 0.000	Lzz = 1.831
+
+Moments of inertia: ( kilograms * square meters )
+Taken at the output coordinate system.
+	Ixx = 19.673	Ixy = 0.000	Ixz = 0.000
+	Iyx = 0.000	Iyy = 19.673	Iyz = 0.000
+	Izx = 0.000	Izy = 0.000	Izz = 1.831

modal-analysis/mat/6_hexa.txt

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+Mass properties of selected components
+     Coordinate system: Coordinate System1
+
+The center of mass and the moments of inertia are output in the coordinate system of Assemblage
+* Includes the mass properties of one or more hidden components/bodies.
+
+Mass = 19.656 kilograms
+
+Volume = 0.005 cubic meters
+
+Surface area = 1.488 square meters
+
+Center of mass: ( meters )
+	X = -0.004
+	Y = 0.006
+	Z = -0.319
+
+Principal axes of inertia and principal moments of inertia: ( kilograms * square meters )
+Taken at the center of mass.
+	 Ix = ( 0.806,  0.593, -0.001)   	Px = 0.250
+	 Iy = (-0.592,  0.805, -0.030)   	Py = 0.361
+	 Iz = (-0.017,  0.024,  1.000)   	Pz = 0.526
+
+Moments of inertia: ( kilograms * square meters )
+Taken at the center of mass and aligned with the output coordinate system.
+	Lxx = 0.289	Lxy = 0.053	Lxz = 0.003
+	Lyx = 0.053	Lyy = 0.322	Lyz = -0.004
+	Lzx = 0.003	Lzy = -0.004	Lzz = 0.526
+
+Moments of inertia: ( kilograms * square meters )
+Taken at the output coordinate system.
+	Ixx = 2.295	Ixy = 0.052	Ixz = 0.031
+	Iyx = 0.052	Iyy = 2.327	Iyz = -0.040
+	Izx = 0.031	Izy = -0.040	Izz = 0.527

modal-analysis/mat/model_solidworks_com.txt

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+0.045
+0.144
+-1.251
+0.052
+0.258
+-0.778
+0.000
+0.014
+-0.600
+0.000
+-0.005
+-0.628
+0.000
+0.000
+-0.580
+-0.004
+0.006
+-0.319

modal-analysis/mat/model_solidworks_inertia.txt

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+8758.303	31.499	-273.495
+31.499	9376.075	-875.367
+-273.495	-875.367	2641.9101894.930	22.465	-86.122
+22.465	2345.208	-425.885
+-86.122	-425.885	1604.791151.854	-0.073	-0.063
+-0.073	160.290	-2.637
+-0.063	-2.637	84.78737.567	0.000	0.002
+0.000	37.937	0.241
+0.002	0.241	7.52819.673	0.000	0.000
+0.000	19.673	0.000
+0.000	0.000	1.8312.295	0.052	0.031
+0.052	2.327	-0.040
+0.031	-0.040	0.527

modal-analysis/mat/model_solidworks_mass.txt

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+4860.000
+2152.191
+308.383
+81.987
+54.689
+19.656