Applied Physics and Mathematics Index of articles published in the journals "Applied Physics and Mathematics" in 2022. << Back APPLIED PHYSICS V.A. LEUS ON AN UNAVOIDABLE RELATIVISTIC PARADOX More » A.V. FROLOV MODELING OF USE OF A USEFUL LINEAR-FREQUENCY SIGNAL IN A SYSTEM OF DISTRIBUTED RECEIVERS IN A WATER TRANSPORT More » A.I. FILIPPOV TRANSCILLYATORY EFFECTS IN A MEDIUM WITH CELLULAR TWODIMENSIONAL STATIONARY FLOWS More » V.D. PAVLOV NON-MECHANICAL MOMENT OF INERTIA IN THE SPACECRAFT POSITIONING SYSTEM More » V.B. TERENTEV ASSESSMENT OF NON-COLLISION OF THE AIRCRAFT WITH FRAGMENTS APPLIED AVIATION MEANS More » E.Yu. SHACHNEVA, V.Ya. KHENTOV DETERMINATION OF SALT CONTENT IN CUMULATIVE DROPS More » E.Yu. SHACHNEVA, V.Ya. KHENTOV ION ADSORPTION IMBALANCE DURING THE FORMATION OF CUMULATIVE DROPLETS More » P.E. PANFILOV, N.N. BIKKULOVA, R.A. YAKSHIBAEV, G.R. AKMANOVA, D.I. SAFARGALIEV, A.R. KURBANGULOV ON THE DEFORMATIONAL BEHAVIOR OF CU1.8SE SINGLE CRYSTALS AT ROOM TEMPERATURE More » A.I. AKIMOV, V.N. ELISEEV INVESTIGATION OF HEAT TRANSFER IN THE MANUFACTURE OF COMPOSITES IN INSTALLATIONS OF AUTOMATIC MANAGEMENT OF TECHNOLOGICAL PROCESSES AT ALL STAGES OF PRODUCTION More » V.A. LEUS HOW DO ELECTRIC AND MAGNETIC FIELDS MOVE? More » V.A. LEUS ELECTROKINEMATICS OF A CHARGED SPHERE AND A TRUE RELATIVISTIC PARADOX More » A.A. MOISEEV LAND-BASED IDENTIFICATION OF SATELLITE’S CONTROL More » S.N. GUZEVICH EUCLID’S POSTULATES – THE CONDITION OF MODEL EQUILIBRIUM IN NATURE More » S.N. GUZEVICH NATURAL NUMBER SYSTEM WITH RELIABILITY More » SH.A. PIRALISHVILI, N.A. KALYAEVA, R.A. DIDENKO A PHYSICAL AND MATHEMATICAL MODEL OF THE HYPOTHESIS OF INTERACTION OF VORTICES IN SWIRLING FLOWS WITH ENERGY SEPARATION PROCESSES More » KHU YUYKHUEY, K.A. NEUSYPIN, M.S. SELEZNEVA, A.V. PROLETARSKIY INVESTIGATION OF THE CRITERION FOR THE DEGREE OF OUTPUT CONTROLLABILITY IN THE SYNTHESIS OF A CONTROL SYSTEM FOR A HIGHLY MANEUVERABLE AIRCRAFT WITH ANGULAR ACCELERATION FEEDBACK More » APPLIED MATHEMATICS A.V. KUKUSHKIN ON APSIDAL PRECESSION OF NON-ELLIPTICAL OVAL ORBITS AS AN EXISTING SOLUTION TO THE NEWTONIAN TWO-BODY PROBLEM. PART 1 More » V.K. LEONTIEV, E.N. GOPRDEEV, M.-S.А. VOLKOV CLASSICAL CONTINUITY AND ITS DISCRETE VARIANT More » M.G. VOLINSKAYA ON A CERTAIN PROBLEM FOR A HYPERBOLIC EQUATION WITH A NONLOCAL-INTEGRAL CONDITION More » A.V. KUKUSHKIN ON APSIDAL PRECESSION OF NON-ELLIPTICAL OVAL ORBITS AS AN EXISTING SOLUTION TO THE NEWTONIAN TWO-BODY PROBLEM. PART 2 More » A.B. KISELEV, D.P. LOGINOV NUMERICAL MODELING OF FRAGMENTATION OF SPHERICAL SHELLS UNDER BLAST OF EXPLOSIVE CHANGE IN ITS CAVITY More » V.L. VOLFSON ESTIMATION OF ASYMPTOTICS OF MOMENTS OF ARITHMETIC FUNCTIONS HAVING A LIMIT DISTRIBUTION IN AN ARITHMETIC PROGRESSION More » S.N. CHUKANOV, I.S. CHUKANOV ANALYSIS OF REGIONAL STABILITY OF DYNAMICAL SYSTEMS USING METHODS OF ALGEBRAIC GEOMETRY More » V.L. VOLFSON ASYMPTOTICS OF THE NUMBER OF PRIMES AND SUMS OF FUNCTIONS OF PRIMES IN A SUBSET OF NATURAL NUMBERS More » S.G. SINEV, A.A. ROMANOV ON THE METHODOLOGY FOR MANAGING THE OPERABILITY OF HARDWARE OF PROTECTED INFORMATION PROCESSING SYSTEMS More » A.I. AKIMOV, A.S. KOLBINTSEVA, N.G. MARCHENKOVA, V.N. ELISEEV NUMERICAL AND ANALYTICAL SOLUTIONS OF THE PROBLEM OF HEAT TRANSFER AND MASS TRANSFER AT THE STAGE OF HEATING AND POLYMERIZATION IN THE MANUFACTURE OF COMPOSITE STRUCTURES USING DIFFERENTIAL TRANSFO RMATIONS More » N.S. BAYRAMOVA INVESTIGATION OF THE RESOLVENTS OF HIGHER-ORDER OPERATOR-DIFFERENTIAL EQUATIONS GIVEN ON THE SEGMENT More » V.L. VOLFSON ASYMPTOTICS OF THE NUMBER OF PRIMES AND SUMS OF FUNCTIONS OF PRIMES IN A SUBSET OF NATURAL NUMBERS More » A.M. PETROV A SIMPLE ANALYTICAL SOLUTION TO THE INVERSE KEPLER PROBLEM More »