Pre-Analysis & Start-Up
We'll start by carrying out hand calculations to predict the expected maximum bending stress and deformation. We'll later compare the ANSYS values to these hand-calculation results.
Calculate the Maximum Bending Stress
The maximum bending stress is calculated using Euler-Bernoulli beam theory.
Calculate the Total Deformation at x=4mClick Here For the Deformation Calculation in Higher Resolution
Optimizing Monitor Real Estate
This tutorial is specially configured, so the user can have both the tutorial and ANSYS open at the same time as shown below. It will be beneficial to have both ANSYS and your internet browser displayed on your monitor. Your internet browser should consume approximately one third of the screen width while ANSYS should take the other two thirds.
Open ANSYS Workbench
Click on the Start button, then click on All Programs. Depending on where you are attempting to access ANSYS, it may be under ANSYS 13.0, ANSYS, or Class. Once you locate ANSYS click on the the workbench button,
Static Structural Analysis System
The problem at hand is a static structural problem, so click and hold down the mouse button on the Static Structural (ANSYS) button,
Drag the Static Structural (ANSYS) button into the green box until it turns red and has the text "Create standalone system" within it, then release the mouse button.
Change the name of the project to
Cantilever and your workbench window should look similar to the image below.
The specific properties of our material needs to be inputted into ANSYS. Start by right clicking on Engineering Data and then clicking on Edit.. as seen below.
At this point a new window will open. Under Outline of Schematic A2: Engineering Data there will be a box with text inside that says "Click here to add a new material". We'll call our material "Cornellian". Click on that box and type in
Cornellian and then press enter.
Now, expand the Linear Elastic tab on the left and double click on Isotropic Elasticity.
Now, the properties of "Cornellian" need to be entered. Set the Young's Modulus to
2.8e10 Pascals and set Poisson's Ratio to
0.4. Note that the stiffness matrix for the beam element is independent of the Poisson's Ratio. Hence the solution will not change if a different Poisson's Ratio is used.
The material "Cornellian" will be assigned to our model in a later step. Here we have just input its Young's Modulus and Poisson's ratio.
At this point the project can be returned to. Click on the Return to Project button,
It would be of best interest, to save the project at this point. Click on the "Save As.." button,