In this paper, the relationships between geodesic torsions, normal
curvatures and geodesic curvatures of the parameter curves intersecting at
any angle on timelike surfaces in Lorentz-Minkowski 3- space are obtained by
various equations. In addition, new equivalents of well-known formulas (O.
Bonnet, Euler, Liouville) are found in this space. Finally, the examples of
these surfaces are given.