Research and Application of Contactless Measurement of Transformer Winding Tilt Angle Based on Machine Vision

Abstract

In the process of producing winding coils for power transformers, it is necessary to detect the tilt angle of the winding, which is one of the important parameters that affects the physical performance indicators of the transformer. The current detection method is manual measurement using a contact angle ruler, which is not only time-consuming but also has large errors. To solve this problem, this paper adopts a contactless measurement method based on machine vision technology. Firstly, this method uses a camera to take pictures of the winding image and performs a 0° correction and preprocessing on the image, using the OTSU method for binarization. An image self-segmentation and splicing method is proposed to obtain a single-wire image and perform skeleton extraction. Secondly, this paper compares three angle detection methods: the improved interval rotation projection method, quadratic iterative least squares method, and Hough transform method and through experimental analysis, compares their accuracy and operating speed. The experimental results show that the Hough transform method has the fastest operating speed and can complete detection in an average of only 0.1 s, while the interval rotation projection method has the highest accuracy, with a maximum error of less than 0.15°. Finally, this paper designs and implements visualization detection software, which can replace manual detection work and has a high accuracy and operating speed.

Trawl Grid Structure Design and Analysis Using the Finite Element Method

“…For this, the experiments were carried out at four-speed levels of 0.5, 1.0, 1.5, and 2.0 m/s on the tensile tester machine and in a simulated environment to evaluate the mechanical workability when the speed changes. Determination of the stress curve at the position of maximum stress of the mesh structure based on the higher-order curve is shown in Equation ( 13) and the mechanical work curve prepared by the least squares method [36,37] is shown in Equation ( 14).…”