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In an effort to further advance our understanding of the evolution of the Sulu–Dabie orogen and its complex interactions with the Tanlu fault, and to tackle non-unique geophysical interpretations, we characterize the 3D geological structures and dynamics of the Sulu–Dabie orogen and its environs using various data processing and interpretation of a very large suite of gravimetric, magnetic, magnetotelluric, geothermal, and seismic data. We have modeled regional geothermal field of the lithosphere by incorporating both surface heat flow and Curie-point depths inverted from magnetic anomalies. This gives better constraints on regional thermal lithospheric thicknesses, which are found to be small (mostly between 55 and 95 km), conformable to other geophysical results, and supportive of lithospheric de-rooting. From regional geotherms and Bouguer gravity anomalies, we assess depths, temperatures and heat flow of the Moho, and find that mantle contributes a little over 70% of the total surface heat flow. Large differences in thermal lithospheric thicknesses and geothermal activities are found between the Sulu and the Dabie segments of the Sulu–Dabie orogen. These differences result, at least partially, from large vertical differential movement at the lithospheric scale across the Tanlu fault, as seen from both reflection seismic sections and gravity anomalies. Within the Sulu–Dabie orogenic belt, reduction to the pole and 3D analytic signal analysis on magnetic anomalies reveal that positive magnetic anomalies associated with this belt are most due to gneiss, migmatite and Mesozoic granites, whereas ultrahigh-pressure metamorphic zones show weak or negative magnetic anomalies. This interesting magnetic contrast between ultrahigh-pressure metamorphic rocks and surrounding rocks suggests that ultrahigh-pressure metamorphic minerals are either only weakly magnetized, or possibly retrograded and remagnetized over a long time span or in a period of reversed magnetization. Hig

In a gravity prospecting area, it is unreasonable to use the same density value over the whole area to calculate Bouguer correction values. A new analysis based on geometry theory and fractals was applied to the gravimetric field to obtain the optimum Bouguer correction density from the minimum fractal dimension of the anomaly. The new method was used to process gravity data for the Dongchuan orebody, giving the optimum Bouguer correction density for different subregions. A triangular-element model was used to calculate the terrain correction value, so as to give more accurate gravity anomalies less correlated with terrain. The new anomalies have been used to predict the locations of the mineralised belts., In a gravity prospecting area, it is unreasonable to use the same density value over the whole area to calculate Bouguer correction values. A new analysis based on geometry theory and fractals was applied to the gravimetric field to obtain the optimum Bouguer correction density from the minimum fractal dimension of the anomaly. The new method was used to process gravity data for the Dongchuan orebody, giving the optimum Bouguer correction density for different subregions. A triangular-element model was used to calculate the terrain correction value, so as to give more accurate gravity anomalies less correlated with terrain. The new anomalies have been used to predict the locations of the mineralised belts.