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    C: \ Graphic Apps \ CAD \ MITCalc Timing Belts Calculation 1.21 \ Author


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    MITCalc Timing Belts Calculation 1.21 - Author Info Page

    Description: Geometric design and strength check of timing belt transmission.. (more)


    Author Info for MITCalc Timing Belts Calculation 1.21

    Author/Company Name: MITCalc

    Country: Czech Republic

    Web Site: http://www.mitcalc.com/index.htm

    Programs listed: 34

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    Other listings by this author

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    MITCalc - Technical Formulas iconMITCalc - Technical Formulas 1.19   (Downloads: 583)
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    - Rectilinear motion (speed, acceleration, trajectory, time, force, energy....)
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    MITCalc Bolted connection iconMITCalc Bolted connection 1.25   (Downloads: 1402)
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    Mechanical, Industrial and Technical Calculations for many CAD systems 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 technical problem, or a calculation of an engineering point without any significant need for expert knowledge.
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    MITCalc Shaft connection iconMITCalc Shaft connection 1.23   (Downloads: 1347)
    Designs and strength checks of shaped connections of shafts with hubs The calculation is designed for geometric designs and strength checks of shaped couplings of shafts with hubs. The application provides solutions for the following tasks:
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    - Design of a coupling with Woodruff's keys.
    - Design of a coupling with straight-sided splines.
    - Design of a coupling with involute splines.
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    - The application includes a ta...

    MITCalc Slender strut buckling iconMITCalc Slender strut buckling 1.20   (Downloads: 1317)
    Calculation of the slender strut (column) buckling The program is designed to calculate the optimum cross-section and perform strength check of slender struts strained for buckling. The program includes:
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    - Design of optimum profile accommodating the set load.
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    MITCalc Spur Gear Calculation iconMITCalc Spur Gear Calculation 1.24   (Downloads: 1229)
    Geometric design and strength check of spur gear (straight and helical) Geometric design and strength check of spur gear with straight and helical toothing. Application is developed in MS
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    MITCalc Pinned couplings iconMITCalc Pinned couplings 1.19   (Downloads: 1655)
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    - Design of cross pin in rod and sleeve.
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    - Design of longitudinal pin for shaft-hub connection.
    - Design of clevis pin for rotating rod-clev...

    MITCalc Multi pulley calculation iconMITCalc Multi pulley calculation 1.21   (Downloads: 1355)
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    MITCalc3D for Solid Edge iconMITCalc3D for Solid Edge 1.61   (Downloads: 450)
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    MITCalc Roller Chains Calculation iconMITCalc Roller Chains Calculation 1.21   (Downloads: 1252)
    Design and strength check of roller chain transmission The calculation is designed for a geometrical design and strength check of common chain transmissions using roller
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    MITCalc Shafts Calculation iconMITCalc Shafts Calculation 1.24   (Downloads: 1241)
    Geometrical design and complex strength check of shafts The calculation is designed for geometrical design and complex strength check of shafts.
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    MITCalc Planet Gear Calculation iconMITCalc Planet Gear Calculation 1.17   (Downloads: 1203)
    Geometric design and strength check of planet gear (straight and helical) Geometric design and strength check of planetary gearing with straight and helical toothing. Application is developed in MS
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    - Calculation of helical and straight toothing.
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    - Calculation of...

    MITCalc Rolling Bearings Calculation II iconMITCalc Rolling Bearings Calculation II 1.20   (Downloads: 1310)
    Selection, calculation and check of rolling bearings (inch) This module can be used for the selection, calculation and check of rolling bearings. The programme provides solutions to the following tasks:
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    MITCalc Tolerances iconMITCalc Tolerances 1.20   (Downloads: 1260)
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    MITCalc Worm Gear Calculation iconMITCalc Worm Gear Calculation 1.18   (Downloads: 1312)
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