Electromagnetic Geophysical Fields (eBook)

This book develops the theory of electromagnetic (EM) precursors to seaquakes (i.e. underwater earthquakes) and tsunamis, including the sequential stages of the transformation of a weak seismic mechanical excitation of the sea bottom into EM signals in the atmosphere.  It further examines the relationship between geophysics and biophysics, using appropriate mathematical support, and a new model of the magnetic location of the epicenter of a possible land earthquake is described, as well as a block-scheme of the multidisciplinary multilevel seaquake monitoring complex. Also discussed are measured changes of brain bioelectric activity and heart functioning under the influence of moderate geomagnetic storms.   

 Written for researchers and specialists (e.g. upper level undergraduates, postgraduates, scientists) in mathematical, computational, geophysical, biophysical, geodynamical, seismological and prognostic disciplines, this book provides multidisciplinary data and analytical tools supporting the theory and practice of seismic prognosis, promoting further understanding of novel marine and land monitoring systems.

Dr. Oleg Bencionovich Novik has published over one hundred papers and a monograph on partial and ordinary differential equations, namely: string-diffusion systems of partial differential equations, ordinary differential equations with shock waves, applications in hydrodynamics, magneto-thermo-elasticity theory, optimal control in hydrogeology, and geophysics including the magnetic storms' influence on the brain, land, and marine geodynamics. He is a researcher at IZMIRAN and part-time lecturer in mathematical and functional analysis, partial differential equations, ordinary differential equations, and optimization theory at St. Petersburg State University, Moscow Energy Institute (Technical University), and Moscow State Geological Prospecting University.

Maxim Nikolaevich Volgin is a Ph. D student at IZMIRAN where he is investigating the computational methods for partial differential equations and their application in the magnetic location of the earthquake epicenters. The results are published in Russian and English, including papers presented at scientific conferences, and will be included in his PhD thesis.