Tetrahedral ultrasonic wind sensor and measuring method thereof
A tetrahedral, ultrasonic wind technology, applied in the direction of fluid velocity measurement, measurement device, velocity/acceleration/impact measurement, etc., can solve the problems of increasing the difficulty of calculation, invalid measurement results, unusable, etc., to achieve good surface divergence, The effect of simplifying sensor structure, reducing cost and failure rate
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Embodiment 1
[0029] Embodiment 1 takes the regular tetrahedron as an example
[0030] The four ultrasonic probes 1 are arranged at the vertices of the regular tetrahedron, that is, the tetrahedron 8 defined by the center point 7 of the bottom surface of the scattering cover 6 of the four ultrasonic probes 1 is a regular tetrahedron. A regular tetrahedron means that the four sides of the tetrahedron are regular triangles, the six sides are equal, and the angles between all vertices are 60 degrees. like Figure 4 , keep a side level, take it as the XY-plane, take a vertex in the plane as the origin O, take a horizontal path starting from the origin O as the X-axis, establish a standard coordinate system according to the method described in the present invention. The regular tetrahedron has good spatial symmetry, and the included angles of its paths are equal, so when calculating the two-dimensional wind speed, three-dimensional wind speed, and X, Y, Z three-axis wind speed components in the...
Embodiment 2
[0031] Embodiment 2 takes the right-angled tetrahedron as an example
[0032] The four ultrasonic probes 1 are arranged at the vertices of the right-angled tetrahedron, that is, the tetrahedron 8 determined by the center point 7 of the bottom surface of the scattering cover 6 of the four ultrasonic probes 1 is a right-angled tetrahedron. A right-angled tetrahedron is a tetrahedron with a right-angled vertex, and three right-angled sides containing the right-angled vertex are perpendicular to each other. Therefore, take a right-angled side as the XY-plane, take the right-angled vertex as the origin O, take a right-angled side starting from the origin O as the X-axis, and the other two right-angled sides as the Y-axis and Z-axis to establish a standard coordinate system. like Figure 4 , that is, the three measurement paths a, b, and c starting from the origin coincide exactly with the X, Y, and Z axes of the standard coordinate system. According to the measurement method of t...
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