Volume Decomposition for Multi-axis Support-free and Gouging-free Printing based on Ellipsoidal Slicing

2021 ◽  
pp. 103135
Author(s):  
Fubao Xie ◽  
Xishuang Jing ◽  
Chengyang Zhang ◽  
Siyu Chen ◽  
Danjie Bi ◽  
...  
Keyword(s):  
2009 ◽  
Vol 8 (1) ◽  
pp. 89-97 ◽  
Author(s):  
Xiaopeng Zhang ◽  
Jianfei Liu ◽  
Marc Jaeger ◽  
Zili Li

Hierarchical skeletons and shape components are important shape features, and they are useful for shape description and shape understanding. Techniques to extract shape components and hierarchical skeletons from volume data are analyzed in this paper based on multiple distance transformations. The application of volume decomposition for the extraction of hierarchical skeletons is emphasized and specified here. This work includes an establishment of the hierarchical structure of the object volume, a decomposition of the volume into simple sub-volumes, an extraction of compact skeleton segments corresponding to each independent sub-volume, and a connection of these skeleton segments into a hierarchical structure reflecting the organization the initial data


Author(s):  
James K. Coles ◽  
Richard H. Crawford ◽  
Kristin L. Wood

Abstract A new feature recognition method is presented that generates volumetric feature representations from conventional boundary representations of mechanical parts. Recognition is accomplished by decomposing the known total feature volume of a part into a set of smaller volumes through analytic face extension. The decomposed volumes are combined to generate an initial set of features. Alternative sets of features are generated by maintaining and evaluating information on intersections of the initial feature set. The capabilities of the method are demonstrated through both a hypothetical and a real world design example. The method’s ability to locate features despite interactions with other features, and its ability to generate alternative sets of features, distinguishes it from existing recognition techniques.


2021 ◽  
Vol 40 (6) ◽  
pp. 1-14
Author(s):  
Thomas Alderighi ◽  
Luigi Malomo ◽  
Bernd Bickel ◽  
Paolo Cignoni ◽  
Nico Pietroni
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Author(s):  
Parag Dave ◽  
Hiroshi Sakurai

Abstract A method has been developed that decomposes an object having both planar and curved faces into volumes, called maximal volumes, using the halfspaces of the object. A maximal volume has as few concave edges as possible without introducing additional halfspaces. The object is first decomposed into minimal cells by extending the faces of the object. These minimal cells are then composed to form maximal volumes. The combinations of such minimal cells that result in maximal volumes are searched efficiently by examining the relationships among those minimal cells. With this decomposition method, a delta volume, which is the volume difference between the raw material and the finished part, is decomposed into maximal volumes. By subtracting maximal volumes from each other in different orders and applying graph matching to the resulting volumes, multiple interpretations of features can be generated.


Author(s):  
Yoonhwan Woo ◽  
Sang Hun Lee

Adding simple volumes, which are often called primitives, is a natural way to construct complex solid models. Conversely, cell-based volume decomposition is the existing method to decompose a complex solid model into simpler volumes that are often the primitives used to create the model. One problem of this volume decomposition is that it generates a large number of cells, many of which are unnecessary for the decomposition. In this paper, a volume decomposition method that improves the performance by avoiding generating the unnecessary cells is presented. Some possible applications are also presented to attest the usefulness of this volume decomposition method.


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