We present the results of transport study of vortex dynamics in YBa 2 Cu 3 O 6.87 crystals in the magnetic field H||c. In low magnetic fields, H < 4 kOe, the measurements were performed in the range of vortex velocities n = -10 4 -2 m/s, which covers thermal creep and flux flow modes. The pinning force F p nonmonotonically depends on magnetic field in both modes, though low-field minimum in the F H p ( ) curve shifts to higher fields with increased velocity n, that is interpreted as partial ordering the vortex lattice. The increase of the pinning force F p upon increasing the field, which is observed in the flux flow mode in fields H ³ 3 kOe, is interpreted by presence of finite transverse barriers. The barriers result in preserving the entangled vortex solid phase for the above-barrier vortex motion along the action of the Lorentz force. We also show that field variation of the depinning current has a single maximum, while field variation of the pinning force inside deep creep mode has two maxima. Appearance of two maxima is associated with nonmonotonous field variation of the activation energy U pl , which corresponds to plastic vortex creep mediated by motion of the dislocations. [12]. Two alternative explanations [13,14] predict transformation of an ordered vortex solid (VS) phase, which forms in low fields and is characterized by a decrease of the force F p with increased field, to a disordered VS phase, which forms in high fields and is characterized by increase of the force F p with the field. These models are supported by correlation between the field H OD corresponded to an ordering in the VS structure [15] and onset of the F p increase [7] in BiCaSrCuO crystals. It should be noted that the «Lindemann criteria model» [13] predicts gradual transition from the topologically ordered VS to topologically disordered VS, which imply gradual crossover from the decreased to increased branch of the F H p ( ) dependence. In contrast, the quantitative theory proposed in Ref. 14 predicts real phase transition from the vortex-lattice state to the vortex-glass state, which is accompanied by sharp increase in the depinning current. Therefore these two models can be dis-