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One class of solutions to the equations of ideal plasticity
Senashov S.I., Savostyanova I.L., Cherepanova O.N., Lukyanov S.V.
NUMERICAL ALGORITHM FOR OPTIMIZATION OF A PROCESS OF CONICAL FLYING MODEL EQUILIBRATION ON A VERTICAL BALANCING STAND
Klyuchnikov A.V.
System analysis of dynamic problems of anisotropic plasticity theory
Senashov S.I., Savostyanova I.L., Cherepanova O.N.
Elaboration and testing of the algorithm which ensures an achievement of minimal deviation angle of flying model’s main centroidal axis of inertia during her counterbalancing in a sole correction flatness
Filonova M.M.
Elaboration and testing of the algorithm which ensures an achievement of minimal deviation angle of flying model’s main centroidal axis of inertia during her counterbalancing in a sole correction flatness
Klyuchnikov A.V.
3-dimensional solutions from two variables
Senashov S.I., Savostyanova I.S.
ABOUT NEW SOLUTIONS OF EQUATIONS OF PLASTICITY OBTAINED WITH THE HELP OF HIGHER SYMMETRIES
Senashov S.I., Filyushina E.V.
TRANSFORMATION OF EXACT SOLUTIONS OF EQUATIONS OF PLASTICITY WITH ADVANCED SYMMETRIES
Senashov S.I., Filyushina E.V., Popov E.A.
DEVELOPING AND REFINING THE ALGORITHM OF SINGLE-PLANE DYNAMIC BALANCING OF A HIGH-SPEED FLYING PROTOTYPE
Klyuchnikov A.V.
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