A Dynamical Approach to Position Vector of Timelike Curve by Vectorial Momentum, Torque and Tangential Dual Curve

Abstract In this study, the position vector of a timelike curve $$\wp$$ ? is stated by linear combination its Serret Frenet frame with differentiable functions. The definition tangential dual using these Moreover, torque defined and investigated. New dynamically physical results are depending on direction tangent component curve. Then, W again Therefore, solutions differential equation two different types values curvature torsion obtained. By functions obtained as result solutions, Depending curve, given for cases separately.