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Calculation Software

Programs 1-10 of 50 Pages: 1 2 3 4 5 [Next]
Calculation The Powerful Calculation Engine for your applications
Calculation of the slender strut column buckling
Geometrical design and complex strength check of shafts
#Calculation Component 2.1.1 98
#Calculation component is a powerful calculation engine for your applications. This ActiveX component integrates expression parsing and evaluation. It is suitable for heavy-duty number crunching. It also allows defining variables and sets of related formulas that implement spreadsheet-like recalculations. Even it can support matrix, array, note-line and custom-functions in your expression.
10 / 10
MITCalc - Buckling Calculation 1.14
Calculation of the optimum cross-section of slender struts strained for buckling and calculation of the appropriate strength check according to Johnson, Tetmajer, Euler and Secant method. Simple definition of the strut type - 40 types of predefined cross sections.Used standards: DIN 1025, 1026, 1028, 1029, 1024, AISC W, S, C, L, LU
9 / 10
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 and supports Imperial and Metric units. Is based on AGMA, ISO and DIN standards and support many 2D and 3D CAD systems (AutoCAD, AutoCAD LT, IntelliCAD, Ashlar Graphite, TurboCAD, Autodesk Inventor, SolidWorks, SolidEdge, Pro/E)
7 / 10
MITCalc - Rolling Bearings Calculation I 1.13
Selection, calculation and check of rolling bearings of the company SKF. Application is developed in MS Excel, is multi-language and supports Imperial and Metric units. Is based on SKF, ISO, ANSI, SAE standards and support many 2D and 3D CAD systems (AutoCAD, AutoCAD LT, IntelliCAD, Ashlar Graphite, TurboCAD, Autodesk Inventor, SolidWorks, SolidEdge, Pro/E).
7 / 10
MITCalc - Rolling Bearings Calculation II 1.13
Selection, calculation and check of rolling bearings (inch version). Application is developed in MS Excel, is multi- language and supports Imperial and Metric units. Is based on ISO, ANSI, SAE standards and support many 2D and 3D CAD systems (AutoCAD, AutoCAD LT, IntelliCAD, Ashlar Graphite, TurboCAD, Autodesk Inventor, SolidWorks, SolidEdge, Pro/E).
7 / 10
MITCalc - Profiles Calculation 1.14
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. Area characteristic are solved for main and turned axis and also all graphs are available as well. Application is developed in MS Excel, is multi-language and supports Imperial and Metric units.
6 / 10
MITCalc - Multi pulley calculation 1.14
The calculation is developed for geometrical designs of belt and chain transmissions with more sprocket wheels (max. 15). It solve the necessary length of the belt (chain) using known positions and diameters of sprocket wheels. Application is developed in MS Excel, is multi-language, supports Imperial and Metric units and support many 2D CAD systems. (AutoCAD, AutoCAD LT, IntelliCAD, TurboCAD...).
6 / 10
PixelProstate 2.01
The cancer area of the prostate is outlined on the histological slide. Using pathologist's visual memory an identical tumour area is painted with the mouse on the virtual slide. Total prostate volume is calculated using the ellipsoidal method: 4/3 x pi x (length/2 x width/2 x height/2). A 3D picture and T-classification is automatically generated. No camera or other special equipment is needed.
4 / 10
Holiday ActiveX 1.0
The element calculates the dates of the legal holidays. For every year selected the exact date of the holiday with a textual description of the name of the holiday is available. The US and north German localizations are supported. Further methods for example allow to determinate the weekday of a special date. The main application originally should be the determination of the times shops are closed necessary for a forecast.
3 / 10
Geometry 1.1
Geometry calculates geometric figures such as spheres, triangles, cones, trapezoids, circles and cylinders. Also, it has an application in engineering to calculate the flow and geometry in an open trapezoid channel. You can calculate the area, volume or perimeter of a: Square Trapezoid Sphere Circle Cone Calculate the geometry of an open channel (engineering-hydraulic) Trapezoid Rectangle Triangle
3 / 10
Programs 1-10 of 50 Pages: 1 2 3 4 5 [Next]