Page 109 - 02. Subyek Computer Aided Design - Beginner’s Guide to SOLIDWORKS 2019- Level 1 by Alejandro Reyes

Part Modeling

2.65.- After assigning or modifying the material the FeatureManager will show the

new material's name, in our case "Cast Alloy Steef'. Also the part's color will be

changed to resemble the material's visual properties. Activate the "Evaluate" tab

in the CommandManager, and select "Mass Properties." The report will display

the material's Density (provided by the material selection), Mass (Calculated from

the part's volume and its density), Volume, Surface Area and Center of Mass

coordinates relative to the origin (also indicated by a magenta triad in the graphics

area), Principal Axes of inertia and Moments of inertia about the Center of Mass

and the part's origin, which can later be used in reports.

($ Part1 (Default<< Default> _Displ ~ File Edit View Insert

~ ~ History ;jS SOLIDWORKS

[GI Sensors
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Annotations
Design
Study Mass ection Sensor rE
Properties p perties Performance

Evaluation

... . 1]
[ Top Plane
Features Sketch [ · - ·· · ~---._- ·- · ..___..___- "_ID
... . 1]
[ _ Right Plane ......_ _______ _, Mass Properties
0
~=====..-----..-~ Calculates the mass properties of the
L Origin
M moTd_el_· _,~.---------~

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~ Part1.SLDPRT

Options ...

Override Mass Properties ... Recalculate

!;21 Include hidden bodies/ components
0 Create Center of Mass feature

0 Show weld bead mass

Report coordinate values relative to: I .. default ·-

Mass properties of Part1
Configuration: Default
Coordinate system: -- default --

Density= 0.26 pounds per cubic inch

Mass = 4.38 pounds

Volume= 16.62 cubic inches

Surface area= 120.57 square inches

Center of mass: (inches)
X= 0.00
y = 1.59
z = 0.00

Principal axes of inertia and principal moments of inertia: ( pounds • squ
Taken at the center of mass.
lx = ( 1.00, 0.00, 0.00) Px = 10.66
ly = ( 0.00, 1.00, 0.00) Py = 14.96
lz = ( 0.00, 0.00, 1.00) pz = 17.49

Moments of inertia: (pounds • square inches)
Taken at the center of mass and aligned with the output coordinate syst'
Lxx = 10.66 Lxy = 0.00 Lxz = 0.00
Lyx = 0.00 Lyy = 14.96 Lyz = 0.00
Lzx = 0.00 Lzy = 0.00 Lzz = 17.49

Moments of inertia: (pounds • square inches)
Taken at the output coordinate system.
lxx = 21 .80 lxy = 0.00 IXZ = 0.00
lvx = o.oo lvv = 14.96 lvz = o.oo
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