Координатно-измерительные машины WENZEL PRODUCT RANGE - страница 131

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PRODUCT RANGE SOFTWARE WM | Quartis User interface Suitable for every task The easy-to-use, task-oriented and individually configurable graphical user interface is suitable for every measuring task. The measuring programs can be started quickly and easily with just one click via the quick selection panel or by using of a barcode scanner. The relational database also ensures trace- able measurement results. The nintegrated statistics package guarantees a rapid assessment of manufacturing processes. The CAD functionality of WM | Quartis is the basis for efficient measurement. The integrated live preview ensures the correct application of the standard-compliant evaluation according to ISO GPS and ASME. WM | Quartis supports 3D mice. The two-handed, simultaneous mode of operation additionally WM | Quartis convinces with a result-oriented, tidy user interface accelerates work in 3D Graphics WM | Quartis impresses with a result oriented, tidy user interface. Measurements Complete tasks smartly, efficiently and quickly WM | Quartis measures geometric components, freeform and curves. With the proven Click ‘n’ Measure™ functionality, a dynamic measurement strategy library and numerous sophis- ticated tools, measuring tasks are quick and easy. The basis for measuring is the centrally arranged, large working window with the 3D graphics. The live preview shows the active mea- surement strategy and guides the user more quickly to the correct settings. Measurements can be made by single point acquisition, scanning and self-centering. Safety levels and collision checking prevent damage to the measuring device. With powerful alignment functions and a world-class best-fit, Measure and evaluate curves all alignment tasks can be performed easily. Standardized fil- ters and outlier removal eliminate disturbances on the material surface. Measure and evaluate curves. The “Extract” construction function generates circles and straight lines from measured Measuring and evaluating edge points curves 1931