| MAGNETIC TRANSITION IN SPIN ICE. |
| Spin ice are called crystals (for example – titanate disprosium), in which ordered configuration of spins is formed at temperature close to absolute zero. Vectors of spins in junction points are arranged in the form of cross-shaped combination from two pairs. In one pair vectors are directed towards center, in other – from center. |
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| IMPULSE POWER SECRETS |
| Water is the main source of the future environmental-friendly power; that’s why topicality of the search of the ways of the solution of this problem is increased continuously. But there exist the forces, which prevent it delinquently. |
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| NEW FORMULATION OF MENDELEEV'S PERIODIC LAW. |
| A possibility of a mathematical description and prediction of the periodically varying properties of elements and their compounds is demonstrated, and the corresponding equations are designed. Therewith a single equation is valid for a whole block (s + p, or d, or f) of the periodic system; the number of all s + p-, or d-, or f-electrons of the atom serve as independent variable. A corresponding new formulation of the periodic law is suggested. Examples are presented of description with equations developed for the ionization energies and the covalent atomic radii, and also for the enthalpies of formation for elements in the gas phase. The wide prospects for the description with these equations of the other properties of elements and their numerous compounds are indicated. |
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| INTRODUCTION TO MECHANODYNAMICS |
| Newton’s dynamics operated within 322 years with the vivid features of a violation of the cause and effect relationships originating from its first law. A transition of dynamics into the framework of the cause and effect relationships has proved to be possible only when the new scientific notions have been introduced and its laws have been systematized. |
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| AÑÑELERATOR LHC: "NEW CHEMISTRY". |
| In connection with the start of accelerator LHC (Large Hadron Collider) in the European center of nuclear researches (CERN) the possibility of catastrophic consequences of forthcoming experiments on this scientific installation is discussed in news media. There are fears that during head-on collisions of high-energy protons or heavy ions there is a possibility of formation of microscopic "black holes" and other abnormal phenomena that can lead to unpredictable global consequences. |
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| CHIBOLTON MESSAGE OF AN EXTRATERRESTRIAL CIVILIZATION IS DECIPHERED. |
| Chilbolton message of an extraterrestrial civilization is deciphered”, writes: “ Extraterrestrial humanoid reason has answered our message directed to depths of space in which descriptions of the Earth and Mankind have been given. We have deciphered their answer”.
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| THE CREATION OF THE UNIVERSE |
| Scientists would like to have such a theory which could explain behavior of the whole matter world – from elementary particles to galaxies, so called “a theory of everything”. I’d like to introduce to you the theory of such kind. |
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| EXPONENTS OF CIRCUMFERENCE AS PHASE CURVES OF NONLINEAR DYNAMICALLY SYSTEMS. |
| At the investigation of dynamically systems for the determination of their integral parameters we recommend the introduction of complex parameter of wholeness and also finding and decision of complex differential equation, to which it satisfies. |
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| ANALYSIS OF MOTION OF A PROOFMASS IN THE CENTRAL SYMMETRICAL GRAVITATIONAL FIELD BY USE OF A RELATIVISTIC DYNAMICS EQUATION |
| A relativistic dynamics equation for the trajectory of motion of a proofmass in the central symmetrical gravitational field has been written and solved by four approximations with regard for the dependence of mass of a material body and the gravitational field . Some differences from the solution of the classic equation of dynamics have been shown already at the second approximation, namely an additional small quantity appears in the energy integral. |
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| BIFURCATIONS OF EXPONENT OF CIRCUMFERENCE. NUMBERS OF BASIN. |
| Phase trajectories of linear dynamically systems are often represent closed cycles, near to the circumferences.Most typical nonlinear problem, yielding to analytically solving, is the problem of determining of dynamics of system, logarithms of which dynamic parameters are subordinated to lineal regularities. |
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