Journal of Textile Research ›› 2023, Vol. 44 ›› Issue (04): 204-211.doi: 10.13475/j.fzxb.20210907408

• Machinery & Accessories • Previous Articles     Next Articles

Vibration analysis of high speed warp knitting machine based on fast empirical mode decomposition

CHEN Zhihao1, BAO Wenjie1, LI Fucai1(), JING Bo1, HUANG Chaolin2, SUN Jianwen2   

  1. 1. State Key Laboratory of Mechanical System and Vibration, Shanghai Jiao Tong University, Shanghai 200240, China
    2. Changde Textile Machinery Co., Ltd., Changde, Hunan 415000, China
  • Received:2021-09-22 Revised:2022-11-09 Online:2023-04-15 Published:2023-05-12

Abstract:

Objective Warp knitting machine is one of the most important machines used widely in the textile industry. Aiming at the problems that excessive vibration of a high-speed warp knitting machine at high speed and the overlapping of mechanism motion signal and structure vibration signal, which makes it difficult to separate fault characteristics, a vibration fault diagnosis method for high speed warp knitting machine based on fast empirical mode decomposition (FAEMD) algorithm is proposed.
Method Firstly, the original vibration signal was decomposed into finite intrinsic mode functions (IMFs) by FAEMD algorithm. Then, the correlation between each IMF component and the original signal was calculated. Combining with the motion characteristics of the warp knitting machine, an analysis was carried out to determine the most relevant intrinsic mode function and its removal. Finally, the remaining components are recombined to extract the structural vibration signal. The specific process is shown in Fig. 3.
Results The proposed method was applied to the vibration analysis of a high speed warp knitting machine. Abnormal sound caused by excessive vibration occurred when a certain type of high-speed warp knitting machine runs at the speed of 1 700 r/min, 1 900 r/min and 2 000 r/min. To tackle this, the location of measuring points and the directions of measuring signals were determined according to the structural characteristics of the warp knitting machine. The measuring points were bed, comb bed, slotted needle bed, needle core bed and settler sheet bed, and the directions were vertical and length(Fig. 5). Then static test was carried out to determine the natural frequencies of the main parts of the warp knitting machine in three directions i.e. length, front, back and vertical, before the dynamic test was carried out. The speed change started from 1 600 r/min and increased to 2 000 r/min at a 50 r/min step to obtain vibration signals of main components at different speeds. According to the structural characteristics of the drive crankshaft of the warp knitting machine(Fig. 6), the main frequency of analysis was determined to be three times the frequency of the speed. The original signal features and the features extracted by the traditional EMD algorithm were not consistent with the fault phenomena. The proposed method was applied to the vibration signals of warp knitting machines, and the signal features consistent with the fault phenomena were successfully extracted (Fig. 7). By combining the static test results with the dynamic test results, it was finally determined that the reason for the excessive vibration of the structure was that the frequency of the driving force was close to the natural frequency of the bed, the settler sheet bed and the comb bed in the vertical direction at some specific speed, so as to produce the resonance phenomenon.
Conclusion In order to solve the problem of excessive vibration of high-speed warp knitting machine at a specific speed, a new vibration analysis method of warp knitting machine is proposed in this paper. The FAEMD algorithm and Pearson correlation coefficient are innovated to remove the mechanism motion signals of warp knitting machine and keep the structural vibration signals for analysis. In practical application, it is found that for the same signals, the number of IMF decomposed by EMD algorithm is more than that obtained by FAEMD algorithm, and the correlation of signals is poor. This method can improve the problem of end-point effect and mode aliasing of traditional EMD algorithm, and can effectively extract the fault characteristics of vibration acceleration signal of warp knitting machine, which provides a feasible method for vibration fault diagnosis of warp knitting machine.

Key words: high-speed warp knitting machine, vibration analysis, fast empirical mode decomposition (FAEMD), correlation analysis, fault diagnosis

CLC Number: 

  • TS103

Fig. 1

FAEMD flow chart"

Fig. 2

Signal reconstruction flow chart"

Fig. 3

Fault diagnosis scheme"

Tab. 1

Natural frequencies of main parts of a high speed warp knitting machineHz"

部位 X方向
(前后方向)
Y方向
(长度方向)
Z方向
(垂直方向)
床身 37、87 150 37、87
梳栉床 200 130 100
沉降片床 180 210 96
槽针床 215 234 240
针芯床 160 250 196

Fig. 4

Vibration signal of each measuring point (rotating speed 2 000 r/min, 0.25 s). (a) Settler bed vertical vibration; (b) Needle core bed vertical vibration; (c) Slotted needle bed vertical vibration; (d) Bed vertical vibration; (e) Comb bed vertical vibration; (f) Comb bed length vibration"

Fig. 5

Installation position of each sensor and direction of measured signal. (a) Sinker bed sensor position (vertical); (b) Needle core bed sensor position (vertical); (c) Slotted needle bed sensor position (vertical); (d) Bed sensor position (vertical); (e) Comb bed sensor position (vertical, length)"

Fig. 6

Crankshaft structure of warp knitting machine"

Fig. 7

Trend of third harmonic amplitude of vertical signal with speed. (a) Original signal; (b) EMD algorithm; (c) FAEMD algorithm"

Fig. 8

Trend of third harmonic amplitude of reconstructed signal in comb bed length direction with speed"

Tab. 2

Comparison of EMD and FAEMD decomposition results"

分解
算法
信号分量 皮尔森相关系数
EMD IMF1-IMF5 0.151 8 0.152 2 0.377 1 0.879 3 0.663 6
EMD IMF6-IMF10 -0.094 5 0.001 9 0.005 3 0.001 7 0.006 4
FAEMD IMF1-IMF5 0.163 6 0.545 2 0.931 4 0.363 5 0.023 7

Fig. 9

Comparison of decomposition results of different algorithms. (a) Signal components obtained by FAEMD algorithm; (b) Signal components obtained by EMD algorithm"

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