disclosure of Invention
The purpose of the invention is as follows: the invention aims to provide a deviation correction-based method for determining the optimal rotation speed of pollen pini pollen removal, which can automatically perform quantitative collection and subpackage of pollen pini.
The technical scheme is as follows: the invention provides a deviation correction-based method for determining the optimal rotation speed for pollen pini pollen removal, which comprises the following steps:
s1, determining main working parameters of pollen pini pollen removal;
s2, determining a powder removing rotating speed completion value based on Weibull distribution under an actual working condition;
s3, calculating the deviation degree of the total mass center of the loose flower spike in the pollen removing device;
s4, calculating the dryness coefficient of the pine pollen;
and S5, determining the optimal rotation speed of pollen pini pollen shedding based on deviation correction.
Further, determining main working parameters of pollen pini pollen removal: the quality of the pine cones after each picking is measured by a quality sensor and recorded as MiNumbering the sequence i of each picking, wherein i is 1, 2, 3.. N, and N is the total number of picked pine pollen ears entering the roller; obtaining the inner radius of the roller as R through actual measurement; in AdamsAnd introducing a three-dimensional model of the pollen-shedding roller complete machine into the body dynamics simulation software, setting boundary constraint and rolling load, performing simulation calculation by using a post-processing module, and finally extracting the optimal centripetal force F for pollen shedding of the spica.
Further, based on the determination of the powder removal rotation speed completion value under the Weibull distribution actual working condition: pollen pini pollen removing operation is carried out according to the known parameters of S1, the actual rotating speed of the pollen pini pollen removing device is measured for multiple times by a rotating speed sensor before operation, the number of each measurement is j, and the actual rotating speed obtained by the jth measurement is recorded as njQ, Q is expressed as a total number of types for measuring the actual rotational speed thereof, and then compared with a theoretically preset rotational speed n0Comparing at 200 r/min; after a plurality of times of measurement, all the detected actual rotating speeds of the powder removing device are led into MATLAB software to automatically fit the Weibull distribution curve
Wherein, f (j, beta)1,β2,β3) The distribution equation of Weibull of the actually measured powder removing rotating speed is shown, j is the number of the rotating speed of the powder removing device, and j is 1, 2, 3. Beta is a1Size parameters for the Weibull distribution equation; beta is a2Is the shape parameter of Weibull distribution equation; beta is a3Position parameters of Weibull distribution equation; e is the number of fingers.
Then calculating the corresponding value Z of the intermediate density by substituting f (j) into the following formula
jSo as to obtain the corresponding actual rotation speed of the powder removal
Then the rotation speed n between the two and the theoretical preset rotation speed is obtained through calculation
0The ratio of 200r/min is recorded as α
Wherein, f (j) is a Weibull distribution equation of the actually measured powder removing rotating speed; j is a type number for measuring the rotating speed of the powder removing device, and j is 1, 2, 3.. Q; q is the total number of types for measuring the actual rotating speed; c [ f (x)]
maxThe probability maximum value under the equation mode of all the actual rotating speeds is obtained; c [ f (x)]
minThe probability minimum value in the equation mode of all the actual rotating speeds is obtained; z
jIntermediate density value of actual rotation speed;
intermediate density value Z for actual rotation speed
jThe corresponding powder removing rotating speed; n is
0Taking 200r/min as a theoretically preset rotating speed; alpha is the ratio of the actual rotational speed to the theoretical rotational speed.
Further, calculating the deviation degree of the total mass center of the loose flower spike in the pollen removing device: the radius of the roller in the pollen removing device is R according to the measurement of S1, but due to the fact that the shapes of the pine pollen ears actually entering the inside of the roller are different and the mass distribution is not uniform, the coordinate of the ith pine pollen ear in the roller device in the plane is (x) detected by a coordinate measuring machinei,yi) N, wherein N is the total number of the picked pine pollen ears entering the roller, and the total mass center is (x) calculated through the mass center0,y0) Thereby obtaining the actual rolling radius d after correction
Wherein M isiN, i is the mass of the i-th picking of the pine spikes measured by the mass sensor, 1, 2, 3.. N; n represents the total number of the picked pine pollen ears entering the roller; (x)0,y0) Calculating the position of the total mass center of the pine flower spike in the pollen removing device; (x)i,yi) The coordinates of the ith pine pollen ear in the plane in the roller device are obtained through the detection of a coordinate measuring instrument; n ═ 1, 2, 3.; n represents the total number of the picked pine pollen ears entering the roller; d is the actual rolling radius of the pine pollen after deviation correction; r is the inner radius of the drum.
Further, calculating the pollen pini dryness coefficient: the moisture content in the loose flower spikes is detected through a penetration type microwave moisture meter, the phenomenon that the flower spikes are easy to adhere in the rolling pollen removal process is avoided, the dryness of the loose flower spikes can cause certain influence on the pollen removal effect of the loose flower spikes, and the moisture content measured through the penetration type microwave moisture meter is recorded as k1Then with an empirical standard k0Comparing to obtain the dryness coefficient of the pine cones, and recording as k
Wherein k is the dryness coefficient of the pine pollen ears; k is a radical of1Measured moisture content of the pine pollen ear, k0Is the common standard moisture content of the pine pollen.
Further, determining the optimal rotation speed of pollen pini pollen removal based on deviation correction: according to the parameter data calculated and determined in S1-S4, the optimal rotation speed of pollen pini pollen removal after deviation correction is
Wherein n is the optimal rotation speed of pollen pini pollen removal after deviation correction; f is pollen pini completely removedAn optimal centripetal force; miThe mass of the i-th picking of the pine pollen spikes, i is 1, 2, 3.. N, and N is the total number of the picked pine pollen spikes entering the roller; d is the actual rolling radius of the pine pollen after deviation correction; alpha is the ratio of the actual rotating speed to the theoretical rotating speed; k is the pollen pini dryness coefficient.
Has the advantages that: according to the method, the optimal rotating speed of pollen pini pollen shedding is determined under the correction of a plurality of influence deviations, so that accurate picking and vibration screening can be realized for different types and heights of pines in pine forests, full-automatic integrated pollen pini collection pollen shedding work can be realized, the yield of pollen pini pollen shedding is greatly improved, the cost of collecting and producing seeds of pollen pini is reduced, and the pollution and waste of pollen pini are greatly reduced.
Detailed Description
The method for determining the optimal pine pollen ear pollen-removal rotating speed based on deviation correction comprises the following steps:
s1, determining main working parameters of pollen pini pollen removal:
the quality of the pine cones after each picking is measured by a quality sensor and recorded as MiNumbering the sequence i of each picking, wherein i is 1, 2, 3.. N, and N is the total number of picked pine pollen ears entering the roller; obtaining the inner radius of the roller as R through actual measurement; and (3) introducing a three-dimensional model of the whole pollen-removing roller into Adams multi-body dynamics simulation software, setting boundary constraint and rolling load, then carrying out simulation calculation by using a post-processing module, and finally extracting the optimal centripetal force F for pollen emergence of the flower spikes.
S2, determining a powder removal rotating speed completion value based on Weibull distribution under an actual working condition:
pollen pini pollen removing operation is carried out according to the known parameters of S1, the actual rotating speed of the pollen pini pollen removing device is measured for multiple times by a rotating speed sensor before operation, the number of each measurement is j, and the actual rotating speed obtained by the jth measurement is recorded as nj,j=1,2,Q, Q is expressed as the total number of types for measuring the actual rotational speed thereof, and then compared with the theoretically preset rotational speed n0Comparing at 200 r/min; after a plurality of times of measurement, all the detected actual rotating speeds of the powder removing device are led into MATLAB software to automatically fit the Weibull distribution curve
Wherein, f (j, beta)1,β2,β3) The distribution equation of Weibull of the actually measured powder removing rotating speed is shown, j is the number of the rotating speed of the powder removing device, and j is 1, 2, 3. Beta is a1Size parameters for the Weibull distribution equation; beta is a2Is the shape parameter of Weibull distribution equation; beta is a3Position parameters of Weibull distribution equation; e is the number of fingers.
Then calculating the corresponding value Z of the intermediate density by substituting f (j) into the following formula
jSo as to obtain the corresponding actual rotation speed of the powder removal
Then the rotation speed n between the two and the theoretical preset rotation speed is obtained through calculation
0The ratio of 200r/min is recorded as α
Wherein, f (j) is a Weibull distribution equation of the actually measured powder removing rotating speed; j is a type number for measuring the rotating speed of the powder removing device, and j is 1, 2, 3.. Q; q is the total number of types for measuring the actual rotating speed; c [ f (x)]
maxThe probability maximum value under the equation mode of all the actual rotating speeds is obtained; c [ f (x)]
minSummary of equation modes for all actual rotational speedsA minimum value of rate; z
jIntermediate density value of actual rotation speed;
intermediate density value Z for actual rotation speed
jThe corresponding powder removing rotating speed; n is
0Taking 200r/min as a theoretically preset rotating speed; alpha is the ratio of the actual rotational speed to the theoretical rotational speed.
S3, calculating the deviation degree of the total mass center of the loose flower spikes in the pollen removing device:
the radius of the roller in the pollen removing device is R according to the measurement of S1, but due to the fact that the shapes of the pine pollen ears actually entering the inside of the roller are different and the mass distribution is not uniform, the coordinate of the ith pine pollen ear in the roller device in the plane is (x) detected by a coordinate measuring machinei,yi) N, wherein N is the total number of the picked pine pollen ears entering the roller, and the total mass center is (x) calculated through the mass center0,y0) Thereby obtaining the actual rolling radius d after correction
Wherein M isiN, i is the mass of the i-th picking of the pine spikes measured by the mass sensor, 1, 2, 3.. N; n represents the total number of the picked pine pollen ears entering the roller; (x)0,y0) Calculating the position of the total mass center of the pine flower spike in the pollen removing device; (x)i,yi) The coordinates of the ith pine pollen ear in the plane in the roller device are obtained through the detection of a coordinate measuring instrument; n ═ 1, 2, 3.; n is expressed as pluckedThe total number of the loose panicles entering the roller; d is the actual rolling radius of the pine pollen after deviation correction; r is the inner radius of the drum.
S4, calculating the dryness coefficient of the pine pollen ears:
the moisture content in the loose flower spikes is detected through a penetration type microwave moisture meter, the phenomenon that the flower spikes are easy to adhere in the rolling pollen removal process is avoided, the dryness of the loose flower spikes can cause certain influence on the pollen removal effect of the loose flower spikes, and the moisture content measured through the penetration type microwave moisture meter is recorded as k1Then with an empirical standard k0Comparing to obtain the dryness coefficient of the pine cones, and recording as k
Wherein k is the dryness coefficient of the pine pollen ears; k is a radical of1Measured moisture content of the pine pollen ear, k0Is the common standard moisture content of the pine pollen.
S5, determining the optimal rotation speed of pollen pini pollen removal based on deviation correction:
according to the parameter data calculated and determined in S1-S4, the optimal rotation speed of pollen pini pollen removal after deviation correction is
Wherein n is the optimal rotation speed of pollen pini pollen removal after deviation correction; f is the optimal centripetal force for completely removing pollen from the pine pollen; miThe mass of the i-th picking of the pine pollen spikes, i is 1, 2, 3.. N, and N is the total number of the picked pine pollen spikes entering the roller; d is the actual rolling radius of the pine pollen after deviation correction; alpha is the ratio of the actual rotating speed to the theoretical rotating speed; k is the pollen pini dryness coefficient.