Setting up a vortex generator (blocking fluid) in the fluid and alternately generating regular vortices from both sides of the vortex generator is called a Karman vortex street, as shown in Figure 1. The vortices are arranged asymmetrically downstream of the vortex generator. Assuming the frequency of vortex occurrence is f, the average velocity of the measured medium flow is U, the width of the vortex generator face is d, and the diameter of the body is D. According to the principle of Karman vortex street, there is the following relationship: where: the average flow velocity on both sides of the vortex generator, m/s Strouhal number, the ratio of the arch area on both sides of the vortex generator to the cross-sectional area of the pipeline; the instantaneous volume flow rate of the Karman vortex street is: the instrument coefficient of the K meter, the pulse number/m3 (P/m3) K is not only related to the geometric dimensions of the vortex generator and pipeline, but also to the Strouhal number. The Strouhal number is a dimensionless parameter that is related to the shape of the vortex generator and the Reynolds number. Figure 2 shows the relationship between the Strouhal number of a cylindrical vortex generator and the Reynolds number of a pipeline. As can be seen from the figure, in the range of Re=2104~7106, St can be regarded as a constant. This is the curve of the relationship between Strouhal number and Reynolds number in the normal working range of the instrument