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    • 24. 发明授权
    • Method and appartus for transforming a stratigraphic grid
    • 用于转换地层格栅的方法和方法
    • US08635052B1
    • 2014-01-21
    • US12795494
    • 2010-06-07
    • Jean-Laurent MalletWan-Chiu LiJean-Claude Dulac
    • Jean-Laurent MalletWan-Chiu LiJean-Claude Dulac
    • G06G7/48
    • G06T17/05G06T17/20
    • A method of transforming an input stratigraphic grid SGrid which represents a region including one or more geological discontinuities is now disclosed. At least one target cell that is local to one or more geological discontinuities is transformed by displacing at least one target vertex of the target cell of the input SGrid in a selected direction that: i) is selected to approximate a local tangent of the reference horizon; and ii) is oriented from the target vertex to a representative manifold representing one of the geological discontinuities and/or an intersection between two or more of the geological discontinuities. A magnitude of a displacement by which the target vertex is moved is determined according to a non-Euclidian distance between the target vertex of the target cell of the input SGrid and the representative manifold.
    • 现在公开了一种转换表示包括一个或多个地质不连续区域的输入地层格栅SGrid的方法。 通过在所选择的方向上移位输入的SGrid的目标单元的至少一个目标顶点来转换对一个或多个地质不连续性局部的至少一个目标单元,其中:i)被选择为近似参考水平面的局部切线 ; 并且ii)从目标顶点定向到表示地质不连续性之一和/或两个或更多个地质不连续点之间的交叉点的代表性歧管。 根据输入的SGrid的目标单元的目标顶点和代表歧管之间的非欧几里德距离来确定移动目标顶点的位移的大小。
    • 27. 发明申请
    • Method For Building A Three Dimensional Cellular Partition Of A Geological Domain
    • 建立地质域三维细胞分区的方法
    • US20080021684A1
    • 2008-01-24
    • US11628559
    • 2004-06-02
    • Jean-Claude DulacJean-Laurent Mallet
    • Jean-Claude DulacJean-Laurent Mallet
    • G06G7/50
    • G01V11/00
    • The invention concerns a method for building a three-dimensional (3D) cellular partition covering a 3D geological domain by defining the cells of the partition, characterized in that said method comprises the following steps A “3D screen construction step” for constructing a 3D screen which is a 3D elementary partition covering the geological domain, said 3D screen being composed of a plurality of voxels (Vi) which are elementary volume elements, A “voxel painting step” for associating a cell identifier (Cell-id) to each voxel, A “cell definition step” for defining the cells of the geological domain, each cell of the geological domain being defined as the subset of voxels of the 3D screen associated to the same cell identifier, thereby allowing the definition of the cells of the geological domain without having to code the geometry and/or topology of said cells in said geological volume. The invention further provides a “parametric” method and a “cookiecutter” method using such method for building a 3D cellular partition.
    • 本发明涉及通过定义分区的单元来构建覆盖3D地质域的三维(3D)蜂窝分区的方法,其特征在于所述方法包括以下步骤:用于构建3D屏幕的“3D屏幕构造步骤” 所述3D屏幕由作为基本体元件的多个体素(Vi)组成; A“体素绘画步骤”,用于将单元标识符(Cell-id)与每个体素相关联, 用于定义地质域的单元的“单元定义步骤”,地质域的每个单元被定义为与相同的单元标识符相关联的3D屏幕的体素的子集,由此允许对地质域的单元格的定义 而不必对所述地质体积中的所述细胞的几何和/或拓扑进行编码。 本发明还提供了一种使用这种用于构建3D蜂窝分区的方法的“参数”方法和“烹饪器”方法。
    • 28. 发明授权
    • Modeling continuous properties on discontinuous surfaces
    • 在不连续表面上建模连续性质
    • US06820043B2
    • 2004-11-16
    • US09927417
    • 2001-08-09
    • Jean-Laurent MalletRichard CognotT. Ait Ettajer
    • Jean-Laurent MalletRichard CognotT. Ait Ettajer
    • G06F1710
    • G06F17/5018
    • A method of establishing continuity of a property which is interpolated over a surface defined by at least two primary nodes. The method includes identifying first and second portions of a boundary which defines a discontinuity in the surface. The method further includes defining the first and second portions of the boundary by at least one secondary node on each portion, and interpolating the property from a first primary node to a second primary node by utilizing the secondary nodes. When the property is characterized by determined values at primary nodes on the surface, the continuity of the property can be established as substantially the same value of the property at the selected secondary nodes. When the surface is characterized by a given gradient at each of the secondary nodes, the continuity of the property can be established as substantially the same gradient at the selected secondary nodes.
    • 一种建立在由至少两个主节点限定的表面上插值的属性的连续性的方法。 该方法包括识别限定表面中的不连续性的边界的第一和第二部分。 该方法还包括通过每个部分上的至少一个辅助节点来界定边界的第一和第二部分,以及通过利用次要节点将属性从第一主节点内插到第二主节点。 当属性在表面上的主节点上由确定的值表征时,可以将属性的连续性建立为在所选择的次节点处的基本相同的属性值。 当表面在每个次级节点处以给定的梯度表征时,可以将所述属性的连续性建立为在所选次级节点处基本上相同的梯度。