Invention Grant
- Patent Title: Method for the computer-aided simulation of technical processes
- Patent Title (中): 计算机辅助模拟技术过程的方法
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Application No.: US12085926Application Date: 2006-11-22
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Publication No.: US08214180B2Publication Date: 2012-07-03
- Inventor: Peter Klein , Dirk Merten
- Applicant: Peter Klein , Dirk Merten
- Applicant Address: DE München
- Assignee: Fraunhofer-Gesellschaft . . . e.V.
- Current Assignee: Fraunhofer-Gesellschaft . . . e.V.
- Current Assignee Address: DE München
- Agency: Jacobson Holman PLLC
- Priority: DE102005057697 20051202
- International Application: PCT/EP2006/011197 WO 20061122
- International Announcement: WO2007/062769 WO 20070607
- Main IPC: G06F7/60
- IPC: G06F7/60 ; G06F17/10 ; G06G7/48

Abstract:
The invention relates to a method for computer-aided simulation of technical processes. Methods of this type are required in particular in evolution simulation models of technical, in particular physical and/or chemical processes, which are intended to be propagated in time (evolution). The method according to the invention for computer-aided simulation of the temporal propagation of technical processes as evolution problem, which is described by at least two different mathematical models as sub-evolution problems which use discretization entities which are different from each other and are propagated in time by means of model-specific algorithms, the simulation being implemented by means of a large number of calculation units, is characterized in that the mathematical models are reproduced on a single coherent graph structure (1) with the discretization entities as nodes (2) and the neighborhood relations thereof as edges (3), edges (3a, 3b) being produced between discretization entities belonging to the same model and also edges (3c) between discretization entities belonging to different models, respectively for the nodes assigned respectively to one mathematical model, for the edges (3a, 3b) between nodes belonging to the same model and also for nodes belonging to different models, respectively specific evolution operators being indicated, and the graph being propagated in time using these evolution operators.
Public/Granted literature
- US20090228248A1 Method for the Computer-Aided Simulation of Technical Processes Public/Granted day:2009-09-10
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