New approaches to the development of data fusion algorithms for inertial network systems are described. The aim of this development is to increase the accuracy of estimates of inertial state vectors in all the network nodes, including the navigation states, and also to improve the fault tolerance of inertial network systems. An analysis of distributed inertial sensing models is presented and ne...

A review of theoretical and experimental studies in the field compression heating a plasma target an external magnetic field, which has recently been called magneto-inertial fusion (MIF), carried out. MIF is concept magnetically driven inertial that involves magnetization fuel, laser pre-heating, implosion to create conditions. An analysis current state work on magnetized targets effect main pa...

For the case of modeling in nonlinear ideal formulation oscillations an infinitely thin profile wing-propulsion, three components thrust force coefficient were distinguished - inertial, circulating, and vortex. The contribution to traction each obtained is investigated mechanisms wing formation at different types are explained. It revealed that inertial-circulating principle underlies work wing...

Human inertial thinking schemes can be formed through learning, which are then applied to quickly solve similar problems later. However, when problems are significantly different, inertial thinking generally presents the solutions that are definitely imperfect. In such cases, people will apply creative thinking, such as reverse thinking, to solve problems. Similarly, machine learning methods al...

Electromagnetic waves are the analytical solutions of Maxwell's equations that represent one of the most elegant and concise ways to state the fundamentals of electricity and magnetism. From them one can develop most of the working relationships in the electric and magnetic fields. Considering deeply the effect of charge variation in Maxwell’s equations for time varying electric and magnetic fi...

For a smooth Deligne-Mumford stack X , we describe a large number of inertial products on K(IX ) and A∗(IX ) and inertial Chern characters. We do this by developing a theory of inertial pairs. Each inertial pair determines an inertial product on K(IX ) and an inertial product on A∗(IX ) and Chern character ring homomorphisms between them. We show that there are many inertial pairs; indeed, ever...