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The calculation is to be used for geometrical and strength design of metal springs of various types and designs. supports Imperial and Metric units and solves the following main tasks: 1) Geometrical design and calculation of working cycle parameters for metal springs of the following types and designs: - Helical cylindrical compression springs of round wires and bars - Helical cylindrical compression springs of rectangular wires and bars - Helical conical compression springs of round wires and bars - Helical conical compression springs of rectangular wires and bars - Belleville springs - Helical cylindrical tension springs of round wires and bars - Helical cylindrical tension springs of rectangular wires and bars - Spiral springs - Helical cylindrical torsion springs made of round wires a bars - Helical cylindrical torsion springs made of rectangular wires and bars - Torsion bar springs with round section - Torsion bar springs with rectangular section - Leaf springs with constant profile - Leaf springs with parabolic profile - Laminated leaf springs 2) Automatic proposal (finding) of a spring with suitable dimensions. .
cylindrical spring , compression spring , helical spring , conical springs , spiral springs , torsion bar springs , leaf springs , EN 13906 1 , strength check
The calculation is intended for the purposes of geometric and strength designs of helical tension cylindrical springs made of wires and rods of circular sections. supports Imperial and Metric units and solves the following main tasks: - Automatic design of the spring. - Selection of an optimal alternative of the spring design in view of strength. geometry and weight. - Strength check of the spring. - Support for Cold formed springs and Hot formed springs - Calculation of working forces of a spring of known production and mounting dimensions. - Calculation of mounting dimensions for a known loading and production parameters of the spring. - The application includes a table of commonly used spring materials according to ISO. springs.
cylindrical spring , tension spring , helical spring , EN 13906 2 , DIN 2089 2 , DIN 2097 , static strength check , dynamic strength check
The calculation is intended for the purposes of geometric and strength designs of helical compression cylindrical springs made of wires and rods of circular sections. supports Imperial and Metric units and solves the following main tasks: - Automatic design of a spring. - Selection of an optimal alternative of spring design in view of strength. geometry and weight. - Support for Cold formed springs and Hot formed springs - Calculation of working forces of a spring of known production and installation dimensions. - Calculation of installation dimensions for known loading and production parameters of the spring. - The application includes a table of commonly used spring materials according to ISO. springs.
cylindrical spring , compression spring , helical spring , EN 13906 1 , DIN 2089 1 , DIN 2095 , static strength check , dynamic strength check
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helical and curved toothing. Application is developed in MS Excel. helical and curved toothing. This module is a part of MITCalc - Mechanical and Technical Calculation Package for gear. springs.
bevel gear , strength check , strength check , DIN 3971 , DIN 3991 , ISO 6336
Geometric design and strength check of spur gear with straight and helical toothing. Application is developed in MS Excel. is multi-language and supports Imperial and Metric units and solves the following main tasks: - Calculation of helical and straight toothing. Used standards: ISO 6336-1:2006; ISO 6336-2:2006; ISO 6336-3:2006; ISO 6336-5:2006. springs.
spur gear , strength check , ISO6336 2006 , ANSI AGMA 2001 D04 , AGMA 908 B89 , ANSI AGMA 2015 1 A01 , ANSI AGMA 2015 2 A06
Geometric design and strength check of internal spur gear with straight and helical toothing. Application is developed in MS Excel. is multi-language and supports Imperial and Metric units and solves the following main tasks: - Calculation of helical and straight toothing. Used standards: ISO 6336-1:2006; ISO 6336-2:2006; ISO 6336-3:2006; ISO 6336-5:2006. springs.
spur gear , internal gear , strength check , ISO6336 2006 , ANSI AGMA 2001 D04 , AGMA 908 B89 , ANSI AGMA 2015 1 A01 , ANSI AGMA 2015 2 A06
Geometric design and strength check of planetary gearing with straight and helical toothing. Application is developed in MS Excel. is multi-language and supports Imperial and Metric units and solves the following main tasks: - Calculation of helical and straight toothing. Used standards: ISO 6336-1:2006; ISO 6336-2:2006; ISO 6336-3:2006; ISO 6336-5:2006. springs.
planetary gearing , strength check , ISO6336 2006 , ANSI AGMA 2001 D04 , AGMA 908 B89 , ANSI AGMA 2015 A01 , ANSI AGMA 2015
Geometric design and strength check of gear rack with straight and helical toothing. Application is developed in MS Excel. is multi-language and supports Imperial and Metric units and solves the following main tasks: - Calculation of helical and straight toothing. Used standards: ISO 6336-1:2006; ISO 6336-2:2006; ISO 6336-3:2006; ISO 6336-5:2006. springs.
gear rack , strength check , ISO6336 2006 , ANSI AGMA 2001 D04 , AGMA 908 B89 , ANSI AGMA 2015 1 A01 , ANSI AGMA 2015 2 A06
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