New Uniform Motion & Fermi–Walker Derivative of Symplectic Regular Curves

Abstract

In this this paper, we have dealed optical model for  symplectic curve  to make new optical conditions with optical motions by using Fermi-Walker transportation  such as Uniformly optical accelerated motion, unchanged optical direction motion and uniformly circular optical motion We also investigate  optical modelling relations between  Fermi-Walker transportation and optıcal motions in symplectic space.