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MITCalc - Torsion Springs
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MITCalc - Torsion Springs: The calculation is intended for the purposes of geometric and strength designs of spiral cylindrical torsion springs
made of wires and rods in circular sections, cold formed, loaded with a static or cyclic loading. Application is
developed in MS Excel, is multi-language and supports Imperial and Metric units and solves the following main
tasks:
- Automatic design of the spring.
- Selection of the optimal design of the spring with respect to strength, geometry and weight.
- Static and dynamic strength tests.
- Support for Cold formed springs and Hot formed springs
- Calculation of the working forces of a spring with known production and mounting dimensions.
- Calculation of mounting dimensions for known spring loading and production parameters.
- The application includes a table of commonly used spring materials according to ISO, ASTM/SAE, DIN, BS, JIS
and others.
- Support of 2D CAD (AutoCAD, AutoCAD LT, IntelliCAD, Ashlar Graphite, TurboCAD) and 3D CAD in full
calculation package (Autodesk Inventor, SolidWorks, SolidEdge, Pro/E).
The calculation is based on data, procedures and algorithms from specialized literature and the standards EN
13906-2, and DIN 2088.This module is a part of MITCalc - Mechanical and Technical Calculation Package for
gear, belt and chain drives, springs, beam, shaft, bolt connection, shaft connection, tolerances and many others. |
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What is new in version 1.16:
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Order: |
For $27.00 |
| Download: |
Download MITCalc - Torsion Springs 1.16 (1.6 Mb) |
| Download Count: | 7 |
| Release Date: | 2008-12-09 |
| Last Updated: | 2008-09-16 |
| Manufacturer: |
MITCalc |
| Product Support: |
MITCalc - Torsion Springs WebSite |
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| Language: | English, German, French, Spanish, Italian, Chinese Simplified, Chinese Traditional, Czech, Portuguese |
| Requirements: | Microsoft Excel (2000, XP,2007...) |
| Install: | Install Only |
Tags:
en 13906 2 2 3 4 5 6 7 8 9 dynamic strength check 2 torsion spring spiral spring springs static strength check 2 din 2088 cylindrical spring spring
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