MITCalc 1.40

MITCalc is a multi-language set of mechanical, industrial and technical calculations for the day-to-day routines. It will reliably, precisely, and most of all quickly guide customer through the design of components, the solution of a...

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MITCalc - Tolerances 1.14

This calculation includes tables and calculations for easy option of fits of machine parts and determination of their dimensional tolerances and deviations. Application is developed in MS Excel, is multi-language, supports Imperial and...

MITCalc - V-Belts Calculation 1.15

The calculation is designed for a geometrical design and strength check of belt transmissions using V-belts. Application is developed in MS Excel, is multi-language, supports Imperial and Metric units and solves the following main tasks: -...

MITCalc - Tolerance analysis 1.13

Two programs for the tolerance analysis of linear, 2D and 3D dimensional chains 1) Tolerance analysis of linear dimensional chains. The program is designed for tolerance analysis of linear (1D) dimensional chains. The program solves the...

MITCalc - Technical Formulas 1.15

Solutions to dozens of basic formulas from physics, technology and mechanical engineering. Help, pictures as well as many selection tables with values of various coefficients and material properties are available for the formulas. The...

MITCalc - Timing Belts Calculation 1.14

The calculation is designed for a geometrical design and strength check of toothed belt transmissions. Application is developed in MS Excel, is multi-language, supports Imperial and Metric units and solves the following main tasks: -...

MITCalc - Torsion Springs 1.15

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...

MITCalc - Tension Springs 1.15

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, loaded with static loading. . Application is developed in MS Excel, is...

MITCalc - Compression Springs 1.15

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, loaded with static or fatigue loading. Application is developed in MS...

MITCalc - Shafts Calculation 1.16

The calculation is designed for geometrical design and complex strength check of shafts. Application is developed in MS Excel, is multi-language, supports Imperial and Metric units and solves the following main tasks: - Simple definition...

MITCalc - Force shaft connection 1.14

The calculation is intended for geometrical design and strength check of force couplings of shafts with hubs with a cylindrical contact area (Interference fit, clamping connection). The application provides solutions for the following tasks:...

MITCalc - Shaft connection 1.15

Geometric designs and strength checks of shaped connections of shafts with hubs. Application is developed in MS Excel, is multi-language and supports Imperial and Metric units and solves the following main tasks: - Design of a connection with...

MITCalc - Spur Gear Calculation 1.15

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...

MITCalc - Profiles Calculation 1.13

The calculation solves area characteristics of profiles created in a simple graphic editor and mass characteristics of solids created by extrusion or rotation of the profile. Application is developed in MS Excel, is multi-language, supports...

MITCalc - Multi pulley calculation 1.14

The calculation is developed for geometrical designs of belt and chain transmissions with more sprocket wheels (max. 15). Application is developed in MS Excel, is multi-language, supports Imperial and Metric units and solves the following...