|Journal of Vortex science and technology is one of the top indexed, internationally published Open access peer reviewed journal in the field of vortex physics. The manuscripts publish in this journal are current research in the form of original research and review in vortex physics. All published articles are permanently archived and available at OMICS Group website in HTML, Digital, Audio and PDF formats. The articles published in this journal are indexed in Media Finder, Journal Seek and Google Scholar.
Calculating a vortex strictly speaking already stalls with the attempt of forming a field equation that is able to determine its dimensions in space and time. Even by taking into consideration all mathematical methods at hand, this four dimensional field equation (a type of thermal conduction equation) is set to be unsolvable. Such an equation can there for only be resolved by applying simplified assumptions on the vortexs dimensions in space and time. On trying to measure it we are faced with the same dilemma. Any kind of measuring probe we use would disrupt the vortex and cause it to swerve aside. We could at best detect anomalies, which would in varying measuring attempts lose their repeatability. We are ultimately having to measure and calculate the vortex effects, e.g., its losses and compare those results. Negligence and measurement errors pose an additional difficulty on our way to finding proof of existence for vortices. We are there for relying less on measurements, in relation to eddy currents, but much more on the existence of the established equations of Amperes law (1826) and the law of induction (Faraday 1831), which J. C. Maxwell in 1873 compiled and complemented. It would be hard to imagine the losses of eddy currents not to be identifiable and interpretable as such, without a set of equations. Rather a lack of uniformity, linearity and specific material properties would in this case be accepted as an explanation from a scientific point of view, then the actual causal, but not measurable eddy currents.
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