2020
DOI: 10.1007/s00170-020-05733-9
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Development of an additive and subtractive hybrid manufacturing process planning strategy of planar surface for productivity and geometric accuracy

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Cited by 13 publications
(5 citation statements)
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“…The sharp point that results in minimal CMF for a given query point x ∈ I(O, T, K, R) is thus given by: k min (x; P, T, K, R) arg min k∈K ρ CMF (x, k; P, T, R), (13) It is possible that the result is not unique, i.e., more than one sharp point exhibit the same minimal collision volume.…”
Section: Collateral Analysismentioning
confidence: 99%
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“…The sharp point that results in minimal CMF for a given query point x ∈ I(O, T, K, R) is thus given by: k min (x; P, T, K, R) arg min k∈K ρ CMF (x, k; P, T, R), (13) It is possible that the result is not unique, i.e., more than one sharp point exhibit the same minimal collision volume.…”
Section: Collateral Analysismentioning
confidence: 99%
“…where the arguments in t min (x) = t min (x; P, T, K, R) are dropped to simplify the notation, and the common intersection is factored out of the union. For computational purposes, it is more practical to invert the dictionary look-up from query points to the corresponding minimal-collision sharp points in (13). For a given sharp point k ∈ K, let Q(k; O, P, T, K, R) stand for the subset of all inaccessible points x ∈ I(O, T, K, R) for which k = k min (x; P, T, K, R).…”
Section: Collateral Analysismentioning
confidence: 99%
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“…There is difficulty creating efficient 5axis toolpath strategies and collision avoidance due to the new complex geometries (Dávila et al 2020;Jiménez et al 2021). New CAM strategies must be explored to account for accuracy with both additive and subtractive processes, which CAM software has not traditionally been designed for (Zhang et al 2020;Feldhausen et al 2022a). Tool accessibility requires much planning and design considerations.…”
Section: Introductionmentioning
confidence: 99%
“…Another approach taken by Fuchs et al [7] involved characterization of surface waviness of AM part surfaces to determine a suitable machining tolerance for deposition geometries. Similarly, Zhang et al [8] simulated the effect of different steps over distances between beads in the construction of planar parts and used additional deposition toolpaths to correct perimeter defects. While these methods have made strides in advancing hybrid AM/SM approaches, they are either inefficient due to lack of utilization of as-built AM geometry in SM toolpath generation or they require extensive characterization experiments to implement.…”
Section: Introductionmentioning
confidence: 99%