2D Mohr's Circle
Input normal and shear stresses to create Mohr's Circle.
Principal stresses, maximum shear stress, and theta_p are calculated and displayed.
Input Normal Stress σ_x (in Pa) Input Normal Stress σ_y (in Pa)
Input Shear Stress 𝜏_xy (in Pa)
Challenges:
1. Input any combination of non-zero shear and normal stresses. Take a screenshot of the resulting Mohr's Circle. Now change the sign of the shear stress (if it was positive, make it negative; if it was negative, make it positive). Take a screenshot of the resulting Mohr's Circle. Note the differences and similarities. Explain why these occur.
2. Create a combination of shear and normal stresses that result in a theta_p of 0 degrees.
3. Create a combination of shear and normal stresses that result in a theta_p of 90 degrees.
4. Create a combination of shear and normal stresses that result in a theta_p of -90 degrees.
Other Articles:
|
Physics Algorithms BookThis is a work in progress to write a book on physics algorithms. At the moment, it is about 1/3 finished though, but the latest version can be downloaded for free. |
|
How to simulate fractal ice crystal growth in PythonThis presents python code to draw snowflakes, simulating a diffusion process with Fourier transforms. |
|
Chernobyl SimulationAn attempt to simulate the normal running, and then accident of the Chernobyl nuclear reactor. |