Operators available are addition (+), soustraction (-), division (/) : “1/x” will compute the inverse of the ‘Resistivity’ All attribute already in the mesh object areĪvailable from the x dictionary and can be sed as x.Į.g. Parameters formula strįormula as a string. NOTE: this function present a security risk as it allows execution computeAttribute ( formula, name, dump = None ) Ĭompute a new attribute for each meshResults. checkTxSign ( ) Ĭhecking and correcting the polarity of the transfer resistances (flat 2D surveys only !). If True, the updated mesh with the region will be plotted. If not None, the region will be plotted against this axes. If True, the inversion will keep the starting resistivity of this If True the boundary of the region will be blocky if inversion Parameters xz arrayĪrray with two columns for the x and y coordinates. addRegion ( xz, res0 = 100, phase0 = 1, blocky = False, fixed = False, ax = None, iplot = False ) Īdd region according to a polyline defined by xz and assign it ResError = res*(percent/100) + resError Parameters percent floatĮrror in percent. Modelling errors in unconventional surveys. addFlatError ( percent = 2.5 ) Īdd a flat percentage error to resistivity data (for each survey in addData ( ** kwargs ) Īdds data to the survey - used usually to add reciprocal datasets Parameters **kwargs: Keyword arguments to be passed to Survey.addData() addFilteredIP ( ) Īdd filtered IP to the dataframes. Complex equivalents are cR2 and cR3t.Īutomatically infered when creating the survey. typ str, optionalĮither R2 or R3t for 3D. Master class to handle all processing around the inversion codes. The ‘Project’ class wraps all main interactions between R* executablesĪnd other filtering or meshing part of the code.
This file is part of the ResIPy project ( ResIPy authors and contributors
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