Liquid drop surface tension measuring method based on OpenCV, terminal and medium

The invention discloses a liquid drop surface tension measuring method based on OpenCV, a terminal and a medium. An accurate method for measuring the surface tension of a liquid drop is determined through combination of OpenCV machine vision and contour fitting. The method comprises the following st...

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Main Authors FU GUANGJIE, CHEN SHICHAO, XU HUIYAO, WANG TINGLU, LI XIN, RUI YUNJUN, CAI JUNQING
Format Patent
LanguageChinese
English
Published 30.04.2024
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Abstract The invention discloses a liquid drop surface tension measuring method based on OpenCV, a terminal and a medium. An accurate method for measuring the surface tension of a liquid drop is determined through combination of OpenCV machine vision and contour fitting. The method comprises the following steps: firstly, preprocessing an original liquid drop image to obtain an actual contour of a liquid drop; and then according to an initial value of a Bundy number beta set by Neesson, solving a Young-Laplace equation by using a four-order Runge-Kutta algorithm to obtain an abscissa x, an ordinate y and a curvature radius R, and on the basis, obtaining an initially-fitted theoretical contour diagram. And then fixing the radius R of curvature, constructing an error function, using cubic spline interpolation to assist in calculating an arc length parameter si, and using a Newton-Raphson method to determine an arc length parameter corresponding to a minimum error along the curve. Finally, an LMF-AO algorithm is used for
AbstractList The invention discloses a liquid drop surface tension measuring method based on OpenCV, a terminal and a medium. An accurate method for measuring the surface tension of a liquid drop is determined through combination of OpenCV machine vision and contour fitting. The method comprises the following steps: firstly, preprocessing an original liquid drop image to obtain an actual contour of a liquid drop; and then according to an initial value of a Bundy number beta set by Neesson, solving a Young-Laplace equation by using a four-order Runge-Kutta algorithm to obtain an abscissa x, an ordinate y and a curvature radius R, and on the basis, obtaining an initially-fitted theoretical contour diagram. And then fixing the radius R of curvature, constructing an error function, using cubic spline interpolation to assist in calculating an arc length parameter si, and using a Newton-Raphson method to determine an arc length parameter corresponding to a minimum error along the curve. Finally, an LMF-AO algorithm is used for
Author XU HUIYAO
CHEN SHICHAO
RUI YUNJUN
WANG TINGLU
CAI JUNQING
FU GUANGJIE
LI XIN
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– fullname: CAI JUNQING
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DocumentTitleAlternate 一种基于OpenCV的液滴表面张力的测量方法、终端及介质
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Snippet The invention discloses a liquid drop surface tension measuring method based on OpenCV, a terminal and a medium. An accurate method for measuring the surface...
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COMPUTING
COUNTING
IMAGE DATA PROCESSING OR GENERATION, IN GENERAL
PHYSICS
Title Liquid drop surface tension measuring method based on OpenCV, terminal and medium
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