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geoscene3d:add_geophysics:2dgeophysics_ert [2023/12/13 09:56] – sbr_i-gis.dk | geoscene3d:add_geophysics:2dgeophysics_ert [2023/12/13 12:10] (current) – external edit 127.0.0.1 |
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The first data ’block’ from the Res2DInv file is used, and the coordinates for the model sections are in a separate file:\\ | The first data ’block’ from the Res2DInv file is used, and the coordinates for the model sections are in a separate file:\\ |
Be aware that name in the header do not contain special symbols or spaces. This will give syntacs errors.\\ | Be aware that name in the header do not contain special symbols or spaces. This will give syntacs errors. |
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{{:geoscene3d:add_geophysics:4a13f6c827cebb9bd3b7feb127249604.png}} | {{:geoscene3d:add_geophysics:4a13f6c827cebb9bd3b7feb127249604.png}} |
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Import the data file:\\ | Import the data file:\\ |
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