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Dassault Systemes
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COMSOL Inc
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COMSOL Inc
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COMSOL Inc
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MathWorks Inc
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ANSYS inc
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Journal: Journal of Nondestructive Evaluation
Article Title: Finite Element Modelling of a Reflection Differential Split-D Eddy Current Probe Scanning Surface Notches
doi: 10.1007/s10921-020-00673-6
Figure Lengend Snippet: Dimensions and material properties of the commercial split-D probe’s components
Article Snippet: A half 3-D CAD model for a differential
Techniques: Data-independent acquisition, Permeability
Journal: Journal of Nondestructive Evaluation
Article Title: Finite Element Modelling of a Reflection Differential Split-D Eddy Current Probe Scanning Surface Notches
doi: 10.1007/s10921-020-00673-6
Figure Lengend Snippet: a Experimental setup for measuring the split-D probe’s differential impedance as the probe scans three reference notches with different depths in aluminum. b Schematic of the split-D probe’s orientation and scan direction with respect to an EDM notch
Article Snippet: A half 3-D CAD model for a differential
Techniques:
Journal: Journal of Nondestructive Evaluation
Article Title: Finite Element Modelling of a Reflection Differential Split-D Eddy Current Probe Scanning Surface Notches
doi: 10.1007/s10921-020-00673-6
Figure Lengend Snippet: A schematic of the probe’s circuit consisting of an alternating voltage source that is used for exciting a driver coil, and the two receiver coils in which a voltage is induced by the driver coil. The differential voltage across these receiver coils is measured during the scan
Article Snippet: A half 3-D CAD model for a differential
Techniques:
Journal: Journal of Nondestructive Evaluation
Article Title: Finite Element Modelling of a Reflection Differential Split-D Eddy Current Probe Scanning Surface Notches
doi: 10.1007/s10921-020-00673-6
Figure Lengend Snippet: A single loop of the 8-shaped signals obtained by plotting the imaginary and real parts of the probe’s impedance on the impedance plane for a 1.008 mm, b 0.503 mm, and c 0.188 mm deep notches
Article Snippet: A half 3-D CAD model for a differential
Techniques: