Fractional Dynamics of Relativistic Particle

Fractional dynamics of relativistic particle is discussed. Derivatives of fractional orders with respect to proper time describe long-term memory effects that correspond to intrinsic dissipative processes. Relativistic particle subjected to a non-potential four-force is considered as a nonholonomic system. The nonholonomic constraint in four-dimensional space-time represents the relativistic invariance by the equation for four-velocity u_{\mu} u^{\mu}+c^2=0, where c is a speed of light in vacuum. In the general case, the fractional dynamics of relativistic particle is described as non-Hamiltonian and dissipative. Conditions for fractional relativistic particle to be a Hamiltonian system are considered

Processing properties and quality of products produced from steel made at the Oskol Electric Steel Plant

22.00; Translated from Russian (Stal' 1988 (1) p. 85-88)Available from British Library Document Supply Centre- DSC:9022.06(BISI-Trans--26743)T / BLDSC - British Library Document Supply CentreSIGLEGBUnited Kingdo