An efficient algorithm is presented for intersecting vectors with swept solids which represent three-axis numerically controlled (NC) milling tool motions. The intersection calculation proceeds in hierarchical steps through a series of progressively more exact definitions of the shape of the tool swept volume. At each step, results of intermediate calculations are used to determine whether intersection with an exact representation of the solid is possible and, if so, where and how the swept volume model must be refined for the next step. This structure ensures that superfluous intersection calculations are minimized. This intersection technique has been successfully implemented as part of an algorithm for automatic verification of three-axi...
Accurate prediction of the swept volume of a cutting tool is es-sential in NC verification algorithm...
The sweep differential equation (SDE) method is based upon analyzing and computing the boundary of t...
A new method, called the sweep-envelope differential equation, for characterizing swept volume bound...
Current automated machining systems are composed of a number of components to aid in bringing a surf...
Abstract: The generation of a volume swept by a tool along its path, called the swept volume, is ind...
A system of algorithms is presented for material removal simulation, automatic dimensional verificat...
A system of algorithms is presented for material removal simulation, dimensional error assessment an...
This thesis presents cutter swept volume generation, in-process workpiece modeling and Cutter Workpi...
This paper describes an algorithm that predicts the shape of material removed by a flat-end milling ...
AbstractComposite adaptively sampled distance fields (cADF) are a new approach to shape representati...
A method and apparatus are presented for five-axis NC milling process simulation and dimensional ver...
This paper presents a method for geometric machinability analysis. The implementation of the strateg...
This research falls in two important areas in solid modeling and manufacturing automation: (1) swept...
Representation of swept volumes has important applications in NC simulation and verification as well...
A key issue in the creation of error-free tool path for numerically controlled (NC) surface machinin...
Accurate prediction of the swept volume of a cutting tool is es-sential in NC verification algorithm...
The sweep differential equation (SDE) method is based upon analyzing and computing the boundary of t...
A new method, called the sweep-envelope differential equation, for characterizing swept volume bound...
Current automated machining systems are composed of a number of components to aid in bringing a surf...
Abstract: The generation of a volume swept by a tool along its path, called the swept volume, is ind...
A system of algorithms is presented for material removal simulation, automatic dimensional verificat...
A system of algorithms is presented for material removal simulation, dimensional error assessment an...
This thesis presents cutter swept volume generation, in-process workpiece modeling and Cutter Workpi...
This paper describes an algorithm that predicts the shape of material removed by a flat-end milling ...
AbstractComposite adaptively sampled distance fields (cADF) are a new approach to shape representati...
A method and apparatus are presented for five-axis NC milling process simulation and dimensional ver...
This paper presents a method for geometric machinability analysis. The implementation of the strateg...
This research falls in two important areas in solid modeling and manufacturing automation: (1) swept...
Representation of swept volumes has important applications in NC simulation and verification as well...
A key issue in the creation of error-free tool path for numerically controlled (NC) surface machinin...
Accurate prediction of the swept volume of a cutting tool is es-sential in NC verification algorithm...
The sweep differential equation (SDE) method is based upon analyzing and computing the boundary of t...
A new method, called the sweep-envelope differential equation, for characterizing swept volume bound...