This course is a study of the mechanics of deformable bodies. Topics include: force and moment equilibrium, stress and strain, Hooke’s law, beam theory, torsion of shafts, and plasticity. The course is intended for students in engineering and applied science.
- FS Mehanika (Beam Analysis) are Total Install on Mobile 9110+
- FS Mehanika (Beam Analysis) are Devolop By Helike
- Install FS Mehanika (Beam Analysis) Your PC Using Bluestacks Android Emulator
- This Apps Last Update On Apr 12, 2017
FS Mehanika (Beam Analysis) Andorid App Summary
Helike is the developer of this FS Mehanika (Beam Analysis) application. It is listed under the Education category in the Play Store. There are currently more than 9110+ users of this app. The FS Mehanika (Beam Analysis) app rating is currently 1.0.6. It was last updated on Apr 12, 2017. Since the app cannot be used directly on PC, you must use any Android emulator such as BlueStacks Emulator, Memu Emulator, Nox Player Emulator, etc. We have discussed how to run this app on your PC, mac, or Windows with this emulator in this article.
Features of FS Mehanika (Beam Analysis) for PC
– Easy to use
– Find vertical displacement, slope, shear force and moment for any beam
– Place as many supports and loads as you want
– Results include diagrams, extremes and reactions
– Profile library of standard steel sections
– Collection of presets
How To Install FS Mehanika (Beam Analysis) For PC
Follow the simple instructions below to easily install and download FS Mehanika (Beam Analysis) on your PC:
- Download the Bluestacks Android emulator from the link above
- Once the download is complete, run the .exe file to begin the installation
- Bluestacks can be successfully installed by following the on-screen instructions
- Launch Bluestacks once it has been installed
- Bluestacks will ask you to sign in; you can use your Gmail ID to sign in
- Now, look for the search bar and in the dialog box, type FS Mehanika (Beam Analysis) and press Enter
- Click on the most appropriate app from the search results to expand it
- Start the installation process by clicking the Install button
- Wait for the installation to complete
- Now launch the FS Mehanika (Beam Analysis) andorid App within the emulator and enjoy
|App Name||FS Mehanika (Beam Analysis)|
|Updated on||Apr 12, 2017|
|Get it On||https://play.google.com/store/apps/details?id=com.helike.fsmehanika|
FS Mehanika (Beam Analysis) App Overview and Details
Mechanics is the study of the motion of objects under the action of forces. Beam analysis is a specific branch of mechanics that deals with the stresses and deformations of beams. A beam is a long, slender structural member that is subjected to bending and shear forces. The purpose of beam analysis is to determine the stresses and deformations in a beam due to the applied loads.
There are a number of factors that must be taken into account when performing a beam analysis. The first is the material properties of the beam. The Young’s modulus, shear modulus, and density of the beam must be known. The second factor is the geometric properties of the beam. The beam’s cross-sectional area, moment of inertia, and thickness must be known. The third factor is the loading conditions of the beam. The load, location, and magnitude of the load must be known.
Once the above factors are known, the beam can be analyzed using a variety of methods. The most common method is the beam theory. The beam theory is a mathematical model that takes into account the geometric and material properties of the beam. The beam theory can be used to determine the stress and deformation of a beam under various loading conditions. Other methods that can be used to analyze a beam include the finite element method and the boundary element method.
Whats New In this FS Mehanika (Beam Analysis)?
– optimized control of numerical error
– minor fixes
FS Mehanika is an application that helps beam analysis. It is a powerful tool that helps users analyze and design beams. With its help, users can identify the potential failure points of a beam and determine the required material properties to prevent failure.