CN108489578A - The branched linear weighing method of the one-dimensional angle of weighing system - Google Patents

The branched linear weighing method of the one-dimensional angle of weighing system Download PDF

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CN108489578A
CN108489578A CN201810280073.9A CN201810280073A CN108489578A CN 108489578 A CN108489578 A CN 108489578A CN 201810280073 A CN201810280073 A CN 201810280073A CN 108489578 A CN108489578 A CN 108489578A
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weighing
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angle
value
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CN108489578B (en
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王立文
席建中
韩成春
乔淑云
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Xuzhou University of Technology
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    • GPHYSICS
    • G01MEASURING; TESTING
    • G01GWEIGHING
    • G01G9/00Methods of, or apparatus for, the determination of weight, not provided for in groups G01G1/00 - G01G7/00

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  • General Physics & Mathematics (AREA)
  • Force Measurement Appropriate To Specific Purposes (AREA)
  • Indication And Recording Devices For Special Purposes And Tariff Metering Devices (AREA)

Abstract

The branched linear weighing method of the one-dimensional angle of weighing system, it is characterized in that:In system weighs gravitational field, size of the different gravity to power caused by the sensor in each supporting point, direction, the spatial position of position and permission, form the respective value of a complete monodrome continuous function, it is gravitational field of weighing that the respective value changes in one-dimensional space angle, its a certain section of linear change value in one-dimensional space angle is taken to be used as respective value of weighing, or it takes a certain section of respective value variation and is evenly distributed, the average value of this section can be calculated with least square method, the calculating average value is also used as straight line, simultaneous equations are established to be accepted or rejected, its process is the branched linear weighing method of the one-dimensional angle of weighing system, this method feature is to keep sensor used minimum, circuit is most simple.

Description

多支点称重系统一维角度线性称重方法One-dimensional angular linear weighing method of multi-support weighing system

技术领域technical field

本发明涉及多支点称重系统一维角度线性称重方法,特别是针对多支点称重系统的一维角度线性称重方法。The invention relates to a one-dimensional angle linear weighing method for a multi-fulcrum weighing system, in particular to a one-dimensional angle linear weighing method for a multi-fulcrum weighing system.

背景技术Background technique

国外在30年代就有称重电子应用,之后英国的应用学者杰克逊研制出金属箔式电阻应变器,美国BLH和Revere公司创造电路补偿调整工艺提高负荷传感器的准确性和稳定性。70年代后美国霍格斯特姆利用切应力设计出切应力负荷传感器和铝合金小量程负荷传感器,分别称重和测力传感器制定了R60国际建议和数字式称重传感器。美国的斯坦因、德国的埃多姆利用有限元法(弹性体)设计并计算负荷传感器,而后苏联研制出系列防蠕变补偿电阻应变计,使电子计价秤向多样化发展。而后,美英苏分别发明用低弹性模量铝合金做多量平行结构,解决灵敏度和刚度问题,使正应力转换为切应力,完成小量程称重的关键问题。又发明了蠕变补偿电阻应变计,使传感器精度得到进一步提高。到1985年,R60国际建议颁布下发将该R60下发至各成员国,目前执行的标准R60-2000年版本,是进入称重电子国际市场的通行证。国内起步较晚,但发展较快,进入2000年后称重电子有了长足的发展。赛摩电气股份有限公司代表我国称重电子发展的缩影,在该行业领先一步,它起草并参与制定了电子称重的国家标准,成功上市代码300466。纵观称重电子发展,是不断解决实际应用中的工艺、新设计理念、结构与之对应的电子电路的改变,使其发展到今天。随着市场的应用范围的拓展及工艺制造成熟,竞争加剧,故而称重电子发展趋势是小型化、检测调节自动化、安装维修便利化、模块化、集成化、信息处理自动化、最重要的是低成本化。Foreign countries had electronic weighing applications in the 1930s, and then the British application scholar Jackson developed a metal foil resistance strain gauge, and American BLH and Revere companies created a circuit compensation adjustment process to improve the accuracy and stability of the load sensor. After the 1970s, Hogstrom in the United States designed a shear stress load sensor and an aluminum alloy small-range load sensor by using shear stress, and formulated R60 international recommendations and digital load cells for weighing and force sensors respectively. Stein in the United States and Edom in Germany used the finite element method (elastomer) to design and calculate the load sensor, and then the Soviet Union developed a series of anti-creep compensation resistance strain gauges, which made the electronic price scale develop in a diversified way. Then, the United States, Britain and the Soviet Union invented the use of low elastic modulus aluminum alloys to make multiple parallel structures to solve the sensitivity and stiffness problems, convert normal stress into shear stress, and complete the key problem of small-scale weighing. Also invented the creep compensation resistance strain gauge, so that the accuracy of the sensor is further improved. By 1985, R60 International suggested promulgating and distributing the R60 to all member countries. The currently implemented standard R60-2000 version is a passport to enter the international weighing electronics market. It started late in China, but developed rapidly. After 2000, weighing electronics had made great progress. Saimo Electric Co., Ltd. represents the epitome of the development of weighing electronics in my country. It is one step ahead in this industry. It drafted and participated in the formulation of the national standard for electronic weighing, and successfully listed with the code 300466. Throughout the development of weighing electronics, it is to continuously solve the changes in the technology, new design concept, and structure of the electronic circuit corresponding to it in practical applications, so that it can develop to this day. With the expansion of the application range of the market and the maturity of process manufacturing, competition intensifies, so the development trend of weighing electronics is miniaturization, detection and adjustment automation, installation and maintenance facilitation, modularization, integration, information processing automation, and most importantly, low cost. costing.

发明内容Contents of the invention

本发明提供了多支点称重系统一维角度线性称重方法,较好地动态称重悬浮而引起的刚性不足问题、降低称重电子成本价格、降低称重电子维护保养维修成本、简化称重电子结构支架实现智能化和模块化。The invention provides a one-dimensional angular linear weighing method of a multi-fulcrum weighing system, which can better dynamically weigh the problem of insufficient rigidity caused by suspension, reduce the cost and price of weighing electronics, reduce the maintenance and repair cost of weighing electronics, and simplify weighing The electronic structure bracket realizes intelligence and modularization.

本发明专利的目的是这样实现的:多支点称重系统一维角度线性称重方法,其特征是:在系统称重重力场中,不同重力对每一个支撑点中的传感器所产生的力的大小、方向、作用点及允许的空间位置,形成一个完整的单值连续函数的对应值,该对应值在一维空间角度内变化即为称重重力场,取其在一维空间角度内某一段线性变化值作为称重对应值,该方法称为多支点称重系统一维角度线性称重方法;The purpose of the patent of the present invention is achieved in this way: the one-dimensional angle linear weighing method of the multi-support weighing system is characterized in that: in the system weighing gravity field, the force produced by the sensor in each supporting point by different gravitational forces The size, direction, point of action and allowable spatial position form the corresponding value of a complete single-valued continuous function. The corresponding value changes within the one-dimensional space angle, which is the weighing gravity field, whichever is a certain value within the one-dimensional space angle A segment of linear change value is used as the weighing corresponding value, and this method is called the one-dimensional angle linear weighing method of multi-support weighing system;

多支点称重系统一维角度线性称重方法的具体步骤:The specific steps of the one-dimensional angular linear weighing method of the multi-fulcrum weighing system:

步骤一:根据力的大小、方向、作用点及允许的空间位置,确定每一个支撑点中的传感器位置;Step 1: Determine the position of the sensor in each support point according to the magnitude, direction, point of action and allowable spatial position of the force;

步骤二:每一个传感器只能确定一个对应数值的空间场,在该空间场内确定一个方向,在该方向内找出一段对应数值变化量最小的空间角度,当足够小时即趋向0则该段的为一条直线;Step 2: Each sensor can only determine a space field with a corresponding value, determine a direction in the space field, and find a space angle with the smallest change in the corresponding value in this direction ,when enough hours that tends to 0, then the segment be a straight line;

步骤三:当某一段对应值变化小于±5%且分布均匀,可用最小二乘法计算出该段的平均值,该计算平均值为一条直线;Step 3: When the change of the corresponding value of a certain section is less than ±5% and the distribution is uniform, the least square method can be used to calculate the value of the section Average, the calculated average is a straight line;

步骤四:写出每一只传感器的直线线性方程及其对应的适用范围;Step 4: Write out the linear equation of each sensor and its corresponding scope of application;

步骤五:以此类推,写出所有传感器的线性方程,完成线性联立方程组;Step 5: By analogy, write the linear equations of all sensors and complete the linear simultaneous equations;

步骤六:根据线性联立方程组计算,去掉近似、重复的线性方程和与其对应的传感器,最后确定该支撑点的线性方程及传感器个数,该线性方程的特点是所使用的传感器最少的、电路最简单的。Step 6: According to the calculation of linear simultaneous equations, remove the approximate and repeated linear equations and the corresponding sensors, and finally determine the linear equation and the number of sensors of the support point. The characteristic of this linear equation is that the sensors used are the fewest, The simplest circuit.

附图说明Description of drawings

图1本发明的方法流程图。Fig. 1 is a flow chart of the method of the present invention.

具体实施方式Detailed ways

实施例1:多支点称重系统一维角度线性称重方法,其特征是:在系统称重重力场中,不同重力对每一个支撑点中的传感器所产生的力的大小、方向、作用点及允许的空间位置,形成一个完整的单值连续函数的对应值,该对应值在一维空间角度内变化即为称重重力场,取其在一维空间角度内某一段线性变化值作为称重对应值,该方法称为多支点称重系统一维角度线性称重方法;Embodiment 1: multi-support point weighing system one-dimensional angle linear weighing method is characterized in that: in the system weighing gravity field, the magnitude, direction and action point of the force produced by different gravity to the sensor in each support point and the allowable spatial position to form the corresponding value of a complete single-valued continuous function, the corresponding value changes within the one-dimensional space angle is the gravitational field, and a certain linear change value within the one-dimensional space angle is taken as the weighing force field. Weight corresponding value, this method is called one-dimensional angle linear weighing method of multi-support weighing system;

多支点称重系统一维角度线性称重方法的具体步骤:The specific steps of the one-dimensional angular linear weighing method of the multi-fulcrum weighing system:

步骤一:根据力的大小、方向、作用点及允许的空间位置,确定每一个支撑点中的传感器位置;Step 1: Determine the position of the sensor in each support point according to the magnitude, direction, point of action and allowable spatial position of the force;

步骤二:每一个传感器只能确定一个对应数值的空间场,在该空间场内确定一个方向,在该方向内找出一段对应数值变化量最小的空间角度,当足够小时即趋向0则该段的为一条直线;Step 2: Each sensor can only determine a space field with a corresponding value, determine a direction in the space field, and find a space angle with the smallest change in the corresponding value in this direction ,when enough hours that tends to 0, then the segment be a straight line;

步骤三:当某一段对应值变化小于±5%且分布均匀,可用最小二乘法计算出该段的平均值,该计算平均值为一条直线;Step 3: When the change of the corresponding value of a certain section is less than ±5% and the distribution is uniform, the least square method can be used to calculate the value of the section Average, the calculated average is a straight line;

步骤四:写出每一只传感器的直线线性方程及其对应的适用范围;Step 4: Write out the linear equation of each sensor and its corresponding scope of application;

步骤五:以此类推,写出所有传感器的线性方程,完成线性联立方程组;Step 5: By analogy, write the linear equations of all sensors and complete the linear simultaneous equations;

步骤六:根据线性联立方程组计算,去掉近似、重复的线性方程和与其对应的传感器,最后确定该支撑点的线性方程及传感器个数,该线性方程的特点是所使用的传感器最少的、电路最简单的。Step 6: According to the calculation of linear simultaneous equations, remove the approximate and repeated linear equations and the corresponding sensors, and finally determine the linear equation and the number of sensors of the support point. The characteristic of this linear equation is that the sensors used are the fewest, The simplest circuit.

Claims (1)

1. the branched linear weighing method of the one-dimensional angle of weighing system, it is characterized in that:In system weighs gravitational field, different gravity To the size of power, direction, position and the spatial position of permission caused by the sensor in each supporting point, one is formed The respective value of complete monodrome continuous function, the respective value changes gravitational field of as weighing in one-dimensional space angle, take its A certain section of linear change value is known as the branched one-dimensional angle of weighing system as respective value of weighing, this method in one-dimensional space angle Linear weighing method;
The specific steps of the branched linear weighing method of the one-dimensional angle of weighing system:
Step 1:According to the size of power, direction, position and the spatial position of permission, the sensing in each supporting point is determined Device position;
Step 2:Each sensor can only determine the spatial field of a corresponding numerical value, and a direction is determined in the spatial field, The space angle of one section of corresponding numerical value change amount minimum is found out in the direction, whenWhen sufficiently smallTend to 0 then should SectionFor straight line;
Step 3:When the variation of a certain section of respective value less than ± 5% and is evenly distributed, this section can be calculated with least square method Average value, the calculating average value are straight line;
Step 4:Write out the straight linear equation of each sensor and its corresponding scope of application;
Step 5:And so on, the linear equation of all the sensors is write out, Simultaneous linear equation is completed;
Step 6:It is calculated according to Simultaneous linear equation, removes approximate, linear equation that is repeating and corresponding sensor, The characteristics of finally linear equation and number of probes of the determining supporting point, the linear equation is that used sensor is minimum , circuit it is simplest.
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Citations (7)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
JP2666209B2 (en) * 1986-09-22 1997-10-22 株式会社テック Manufacturing method of load cell
CN101029845A (en) * 2007-01-19 2007-09-05 关振伟 Supporting-point bearing equation for debugging and installing large automobile weighing apparatus
CN101532871A (en) * 2008-03-13 2009-09-16 欧姆龙株式会社 Axle load measuring system and vehicle separating method
CN101603849A (en) * 2008-06-09 2009-12-16 株式会社百利达 Multi-point scale and its manufacturing method
CN101832837A (en) * 2010-05-11 2010-09-15 东南大学 Decoupling method for multidimensional force sensor based on coupling error modeling
CN102175569A (en) * 2011-03-01 2011-09-07 武汉理工大学 Underground iron ore dynamic weighing and real-time grate analyzing method
CN107402059A (en) * 2017-07-28 2017-11-28 杭州高达软件系统股份有限公司 One kind driving kinds of goods Weighing method

Patent Citations (7)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
JP2666209B2 (en) * 1986-09-22 1997-10-22 株式会社テック Manufacturing method of load cell
CN101029845A (en) * 2007-01-19 2007-09-05 关振伟 Supporting-point bearing equation for debugging and installing large automobile weighing apparatus
CN101532871A (en) * 2008-03-13 2009-09-16 欧姆龙株式会社 Axle load measuring system and vehicle separating method
CN101603849A (en) * 2008-06-09 2009-12-16 株式会社百利达 Multi-point scale and its manufacturing method
CN101832837A (en) * 2010-05-11 2010-09-15 东南大学 Decoupling method for multidimensional force sensor based on coupling error modeling
CN102175569A (en) * 2011-03-01 2011-09-07 武汉理工大学 Underground iron ore dynamic weighing and real-time grate analyzing method
CN107402059A (en) * 2017-07-28 2017-11-28 杭州高达软件系统股份有限公司 One kind driving kinds of goods Weighing method

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