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Mesh simplification algorithm combined with edge collapse and local optimization
LIU Jun, FAN Hao, SUN Yu, LU Xiangyan, LIU Yan
Journal of Computer Applications    2016, 36 (2): 535-540.   DOI: 10.11772/j.issn.1001-9081.2016.02.0535
Abstract496)      PDF (927KB)(999)       Save
Aiming at the problems that the detail features of the mesh models are lost and the qualities of meshes are bad when the three-dimensional models are simplified to a lower resolution with the mesh simplification algorithms, a high quality mesh simplification algorithm was proposed based on feature preserving. By introducing the concept of approximate curvature of the vertex and combining it with the error matrix of the edge collapse in the algorithm, the detail features of the simplified model were reserved to a great extent. At the same time, by analyzing the quality of simplified triangular mesh, optimizing triangular mesh locally, reducing the amount of narrow triangles, the quality of simplified model was improved. The proposed algorithm was tested on Apple model and Horse model, and compared with two algorithms, one of them is a classical mesh simplification algorithm based on edge collapse, the other is an improved algorithm of the classical one. The experimental results show that when the models are simplified to a lower resolution, the triangular meshes of two contrast algorithms are too evenly distributed, and the local details are not clear, while the triangular meshes of the proposed algorithm are intensive in the areas with large curvature but sparse in the flat areas, and the local details are legible. Compared with the two contrast algorithms, the geometric errors of the simplified model in the proposed algorithm are of the same magnitude; the average qualities of the simplified meshes in the proposed algorithm are much higher than those of two contrast algorithms. The results verify that not only the proposed algorithm can efficiently maintain the detail features of the original model, but also the simplified model has high quality and looks better.
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Communication-efficient parallel sorting integers sequence on multi-core cluster
KE Qi ZHONG Cheng CHEN Qingyuan LU Xiangyan
Journal of Computer Applications    2013, 33 (03): 821-824.   DOI: 10.3724/SP.J.1087.2013.00821
Abstract795)      PDF (681KB)(438)       Save
A data distribution strategy and a communication-efficient parallel algorithm for sorting integers sequence were proposed on the heterogeneous cluster with multi-core machines. The presented data distribution model properly utilized different computation speed, communication rate and memory capacity of each computing node to dynamically compute the size of the data block to be assigned to each node to balance the loads among nodes. In the proposed parallel sorting algorithm, making use of the characteristic of integers sequence, master node distributed the data blocks to the salve nodes and received the sorted subsequences with two-round mode, each salve node returned its sorted subsequence to master node by bucket-packing method, and master node linked its received sorted subsequences to form directly a final sorted sequence by the bucket mapping in order to reduce the data merge operations with large communication cost. The analysis and experimental results on the heterogeneous cluster with multi-core machines show that the presented parallel sorting integers sequence algorithm is efficient and scalable.
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