Kalkulator ścieżki narzędzia (2,5D frezowania, 2D toczenie)
CIMCO CNC-Calc jest dodatkiem 2D CAD do CIMCO Edit posiadającym funkcjonalność umożliwiającą generowanie kodu NC w formacie ISO lub HEIDENHAIN. Bazując na konturach tworzonych przy pomocy wbudowanych narzędzi projektowania 2D lub wcześniej przygotowanych geometriach 2D wczytanych do programu poprzez format DXF, można generować kod NC dla dowolnie skomplikowanych kształtów.
Podstawowe cechy CIMCO CNC-Calc
• Intuicyjny interfejs modelowania 2D • Import konturów w formacie DXF • Obsługa wbudowanych makr i cykli obróbczych • Wsparcie dla typowych operacji frezarskich i tokarskich • Wsparcie dla operacji grawerowania czcionek TrueType
Zalety rozwiązania
• Szybki i intuicyjny interfejs programowania ścieżki narzędzia operacji tokarskich 2D i frezarskich 2,5D • Pełna integracja w ramach interfejsu CIMCO Edit • Generowanie kodu ISO i HEIDENHAIN
![](/jwww/images/stories/cimco_im/cimco cc - 00.gif)
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)
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)
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