Day 1 :
Laser Neutrino Annihilation Synergistic Applicator LLC, USA
Keynote: The planet Earth
Time : 09:00-09:30
Edwin Zong has completed his Medical Degree from Shanghai University of Chinese Medicine and New York College of Osteopathic Medicine. He has completed his specialty training in Internal Medicine from KMC/University of California, Los Angeles. He is the Medical Director of Oasis Medical Group Inc. and Laser Neutrino Annihilation Synergistic Applicator LLC, USA. He has published more than 20 papers in reputed journals.
The planet’s atmosphere plays a key role for heat preservation, while it is aff ected by planet’s mass and E/M fi eld. Th e world’s electric production has almost tripled in the last century. Along with Earth’s inherited motion, the electrifi cation of our home planet has increased its E/M fi eld, which causes global re-climate/gas retaining or warming. It is evidenced by the tremendous increase of the Earth’s lightning/storms in the past twenty years. Th e global warming is not about temperature or sea water upsurge. It is all about the accelerated water lost! It is evidenced with glaciers liquefying. Ice serves an essential H2O preservation by slowing its evaporating for any planets/asteroids. Our earth has already lost a quarter of its H2O. Th e current trend of our civilization is to accelerate rather than decelerate earth’s inevitable desertifi cation-a hastened suicidal process committed by humans to eradicate humans entirely. To save our oasis planet for next generation, I have envisioned a roadmap for cosmos reconstructive engineering known as “global and regional environment catastrophe prevention and restoration or GRE-CPR” which is frequently dubbed as “Earth CPR”. Earth CPR focuses on planet’s waste disposition and recycling. Similar to your hospital visit, a simple and straightforward physics/modern medicine has been developed to preserve oxygen and water for your malfunctioned organs. It is now a 911 calling for the birth of our new space industry for your dysfunctional planet.
University of Louisville, USA
Keynote: Numerical Hartree-Fock and correlation calculations of the properties of diatomic molecules
Time : 09:30-10:00
John C Morrison has received his PhD in Physics from Johns Hopkins University. After working as a Research Associate at the Argonne Laboratory, he moved to Sweden where he received a number of grants from the Swedish Research Council to build a research group in Theoretical Atomic Physics at Chalmers University of Technology in Gothenburg, Sweden. His research in Sweden led to the publication of the monograph Atomic Many-body Theory, which originally appear as volume 13 of the Springer series on Chemical Physics. The second edition of the book, which was published as volume 3 of the Springer series on Atoms and Plasmas, has become a Springer classic. Returning to USA in 1983, he obtained a Faculty Position in the Department of Physics and Astronomy in the University of Louisville where he continues to carry on research in Atomic and Molecular Physics. The second edition of his recent textbook, “Modern Physics for Scientists and Engineers” (Elsevier, 2015), is based on his teaching of modern physics and quantum mechanics at University of Louisville. His research interests include Theoretical Atomic and Molecular Physics with applications particularly in Astrophysics.
A summary will be given of various approaches that can be used for doing first-principle calculations on atoms and molecules. The theoretical approaches considered include the multi-configuration Hartee-Fock method and many-body perturbation theory. Because molecules lack spherical symmetry, the orbital equations for molecules typically involve many more independent variables. While the Hartree-Fock equations for atoms involve a single radial variable and the two-electron pair equation for atoms involve two radial variables, the Hartree-Fock equations for diatomic molecules involves two independent variables and the pair equation for diatomic molecules involve five independent variables. To deal with these problems of higher-dimensionality, our mathematical collaborators have developed numerical methods for dividing the variable space into smaller sub-regions in which the equations can be solved independently. This domain decomposition theory is described and numerical results are given for Hartree-Fock calculations for diatomic molecules and for numerical solutions of the first-order pair equation, which can be used to evaluate the goldstone diagrams that arise in many-body calculations of molecular spectra. The goal of our calculations is to describe the energy levels and transition probabilities of diatomic molecules to a high level of accuracy. In our contributed paper in this conference, we will show how such methods can be used to calculate the energy of two helium atoms approaching each other in cold atomic collisions and to obtain the spectral fingerprints of CO and OH molecules in planetary atmospheres.
Kazan Federal University, Russia
Keynote: Dynamics of multidimensional nonlinear wave structures of the soliton and vortex types in dispersive complex media: Theory, simulation and applications
Time : 10:00-10:30
Vasily Yu Belashov has done his PhD (Radiophysics) and Doctor of Science (Physics and Mathematics). His main fields of research are: Theory and numerical simulation of the dynamics of multi-dimensional nonlinear waves, solitons and vortex structures in plasmas and other dispersive media. Currently, he is a Professor at the Kazan Federal University. He was the Coordinator of Studies for the International Program “Solar Terminator” (1987-1992), and took part in Programs WITS/WAGS and STEP. He is author of 288 publications and one book “Solitary Waves in Dispersive Complex Media”.
This paper is devoted to a one of the most interesting and rapidly developing areas of modern nonlinear physics and mathematics i.e. the theoretical, analytical and advanced numerical study of the structure and dynamics of two- and three-dimensional solitons and nonlinear waves described by Kadomtsev-Petviashvili, derivative nonlinear Schrodinger classes of equations and also the vortex systems described by Euler-type equations. Special attention is paid to generalizations (relevant to various complex physical media) of these equations, accounting for high-order dispersion corrections, influence of dissipation, instabilities, and stochastic fluctuations of the wave fields. This is consistent representation of the both early known and new original results obtained by author and also some generalizations in theory and numerical simulation of the nonlinear waves, solitons and vortex dynamics in dispersive media. On a level with detail consideration of pure theoretical aspects, special attention is paid to the applications of the theory in different fields of modern physics including plasma physics (such as 2D and 3D ion-acoustic, fast magnetosonic and Alfven nonlinear wave structures and vortex dynamics), hydrodynamics (evolution of 2D nonlinear waves on shallow water with depth varying in space and time) and physics of the upper atmosphere (transformation of 2D internal gravity waves and traveling ionospheric disturbances in regions with sharp gradients of the parameters of medium).