It is generally believed that under the condition of relatively strong gravitational field, the effect of general relativity will be more significant. Under the condition that the gravitational field is relatively weak, we can directly use Newton's theory of gravity. However, if we think that dark matter is a kind of fluid, then general relativity can also be used to explain the more special space-time structure formed by the dark matter fluid. According to the characteristics of the fluid, when the fluid flows, two different flow phenomena, laminar flow and turbulent flow, can be formed. In this study, the Zou metric is analyzed, and it is believed that the space-time formed by dark matter turbulence can be well described by the Zou metric. On this basis, this study calculates the pulsation frequency and amplitude of dark matter turbulence in space-time, and predicts the possible impact of dark matter turbulence on visible matter. For the space-time formed by the laminar flow of dark matter, this paper attempts to establish a new two-dimensional metric. This two-dimensional metric has a structure similar to that of a uniform gravitational field. But the two-dimensional metric in this study are obtained entirely from the properties of the space-time structure. In this metric, therefore, the resulting acceleration is due to the structure of the space-time itself. When the speed of visible matter is slower than that of the dark matter fluid, the visible matter will be pulled by the dark matter fluid and continue to accelerate. Conversely, if the velocity of visible matter is lower than that of dark matter fluid, the velocity of visible matter will continue to slow down due to the dissipation of energy. In addition, this dark matter laminar space-time metric also has a very interesting phenomenon, that is, if the velocity of the visible matter is equal to the velocity of the dark matter fluid, the metric will degenerate into the flat metric of Minkowski space-time.