![]() ![]() So starting from the top in the figure above, we can see the total surface area is 40 in^2. Figure 3: Section Properties in Solid Works This will bring up a pop up dialog box that will list the section properties as shown in the figure below. Figure 2: Solid Works Section Properties Icon for Area Moment of Inertia CalculationĪfter selecting the surface of the section, click the icon circled above. In the 'Evaluate' tab in Solid Works there is an icon to calculate the section properties as shown below. It is logical to guess that the centroid of this surface will not be on the surface itself but somewhere in the top right of the angle. Figure 1: L-Angle Part View for Area Moment of Inertia Calculation ![]() We can also see a custom coordinate system "Custom CSYS" for reference purposes. The part origin is at the bottom left corner of the selected section. The properties of the section are what we are interested in. The following figure illustrates a sample L-Angle cross section highlighted in cyan color. However, every now and then, it is a good idea to revisit or jog your memory back to the classical method of area moment of inertia calculation, and the section center of gravity calculations. But, first let us look at the Solid Works method of getting these section properties. But do you really understand what data it gives you? We can get the section properties of a given cross section by simply clicking some buttons. Nowadays, it is convenient to simply use either a CAD program like Solid Works, or an FEM pre-processor such as FEMAP to get all the data you need for a given section cut. Want to get instant updates on the latest posts like this one and a free Ebook? For any given point on a section, for example the centroid or any other point, there exists a set of axes oriented in such a way that all products of inertia are zero.They are zero about any axis normal to a plane of symmetry Products of inertia are a measure of the symmetry of a body about a set of axes.Products of inertia can be positive, negative or zero.Area moments of inertia are for a particular section or a 2D surface.Hence the smaller the inertia the more concentrated or closer the mass is about a particular axis. If the person stretches the arms out, she slows down and speeds up otherwise. Moments of inertia are a measure of the mass distribution of a body about a set of axes.Minimum moments of inertia axes always pass through the center of mass.In this post we will dig into a few things, one of the most common values (area moment of inertia ‘I’) used in a number of margin of safety calculations, principal area moment of inertia calculation, the orientation of the principal axes, and an example case with pure unsymmetric bending.įirst things first, let us do a simple recap of the basics: Area Moment of Inertia Calculation Click this link to download the pdf version of this blog post…Īrea Moment of Inertia Calculation – CAD (FEM is similar) method Vs Classical Hand Calculations method.
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