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Measurement of Similarity for Spatial Directions Between Areal Objects
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作者 DINGHong GUOQingsheng DUXiaochu 《Geo-Spatial Information Science》 2004年第3期225-230,共6页
Similarity for spatial directions plays an important role in GIS. In this paper, the conventional approaches are analyzed. Based on raster data areal objects, the authors propose two new methods for measuring similari... Similarity for spatial directions plays an important role in GIS. In this paper, the conventional approaches are analyzed. Based on raster data areal objects, the authors propose two new methods for measuring similarity among spatial directions. One is to measure the similarity among spatial directions based on the features of raster data and the changes of distances between spatial objects, the other is to measure the similarity among spatial directions according to the variation of each raster cell centroid angle. The two methods overcome the complexity of measuring similarity among spatial directions with direction matrix model and solve the limitation of small changes in direction. The two methods are simple and have broader applicability. 展开更多
关键词 spatial similarity raster data similarity for spatial directions directionrelations' matrix map generalization
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New analytical solitary and periodic wave solutions for generalized variable-coefficients modified KdV equation with external-force term presenting atmospheric blocking in oceans
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作者 Rehab M.El-Shiekh Mahmoud Gaballah 《Journal of Ocean Engineering and Science》 SCIE 2022年第4期372-376,共5页
In this study,the generalized modified variable-coefficient KdV equation with external-force term(gvcmKdV)describing atmospheric blocking located in the mid-high latitudes over ocean is studied for integrability prope... In this study,the generalized modified variable-coefficient KdV equation with external-force term(gvcmKdV)describing atmospheric blocking located in the mid-high latitudes over ocean is studied for integrability property by using consistent Riccati expansion solvability and the necessary integrability conditions between the function coefficients are obtained.Moreover,several new solutions have been constructed for the gvcmKdV.Additionally,the classical direct similarity reduction method is used to re-duce the gvcmKdV to a nonlinear ordinary differential equation.Building on the solutions given in the previous literature for the reduced equation,many novel solitary and periodic wave solutions have been obtained for the gvcmKdV. 展开更多
关键词 Atmospheric blocking in oceans The generalized variable-coefficients modified KdV equation with external-force term Consistent Riccati expansion solvability Direct similarity reduction method Solitary wave solutions Periodic wave solutions
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