Line source time domain electromagnetic response numerical calculation method based on meshless method
A technology of time-domain electromagnetic and gridless method, which is applied in calculation, complex mathematical operation, electrical digital data processing, etc., to achieve the effect of good smoothness and high simulation accuracy
Patent Information
- Authority / Receiving Office
- CN · China
- Patent Type
- Applications(China)
- Current Assignee / Owner
- Publication Date
- 2016-03-23
Smart Images
Figure 1 Figure 2 Figure 3
Abstract
Description
technical field
[0001] The invention relates to an electromagnetic field numerical calculation method in the field of geophysical exploration, in particular to a line source time-domain electromagnetic response numerical calculation method based on a gridless method. Background technique
[0002] Time domain electromagnetic methods, or transient electromagnetic methods, is an artificial source electromagnetic detection method based on the principle of electromagnetic induction. At present, this method is widely used in metal ore exploration, coal mine hydrogeological survey and engineering exploration and other fields.
[0003] Electromagnetic field numerical simulation is the basis of data processing and inversion interpretation, and plays a fundamental and global role in geophysical numerical calculations. The existing transient electromagnetic numerical calculation methods mainly include integral equation method (IEM), finite difference method (FDM), finite element metho...
Examples
Embodiment
[0034] see Figure 5 combine figure 1 As shown, a numerical calculation method of time-domain electromagnetic response of line source based on mesh-free method, including:
[0035] 1) Set model parameters, including node settings, electrical parameter settings, background grid settings, and initial field value settings;
[0036] Such as figure 1 Meshless Gaussian points, field nodes, domain of influence Ω shown I , the local domain Ω x A schematic diagram of the background unit, including the solution domain Ω in the background integral network 1, including nodes 3 represented by black dots, and Gaussian integration points or calculation points 2 represented by hollow circles, within the solution domain Ω of a background integral network 1, Influence domain Ω I Refers to the influence area of a node, the influence domain Ω I The center of is the field node, and the local domain Ω x Then it is the area selected for the least square fitting of the calculation point, and...