Exact(2)
Then unbounded surfaces are considered and transformed to get the cutting tool surfaces.
In order to solve the complex dependencies between the milling force and deformation to get the cutting tool compensation path T C, the iterative method can be used to obtain the milling forces and deformation at each cutting tool position point in an equilibrium state.
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Nominal cutting tool path T N will be sampled by a certain discrete degree p, according to the above iteration method to solve all sampling points to get the compensated cutting tool path T C. Figure 11 is a flowchart of the offline error compensation, where δ nj is the machining error of the jth sample points of the nominal cutting tool path after the nth iteration step.
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