To the issue of the physical meaning of the Laplace – Runge – Lenz vector

In the paper there is presented the Laplace – Runge – Lenz vector as physical force parameter in the regard of its dimension. Based on the expression of the LRL vector the vector equation is generated where each term has force dimension. In this case, the LRL vector is the determinant of the sum of gravitation forces and fictitious producing no work forces. Failing the gravitation forces or other real ones, the body motion can be considered as the constant motion in the compensated vector field of producing no work forces. Such an approach can be justified by the viewpoint of the Newton’s laws, the body motion while the forces are absent and the body motion in the compensated field of forces are equivalent and similar to each other.