particle swarm optimization algorithm

  • 文章类型: Journal Article
    我们开发了一种基于粒子群优化算法和遗传算子的全局优化程序PGA,用于原子簇结构。PGA程序的有效性和效率可以通过有效获得四面体Au20和双环管B20,并通过模拟和实验光电子能谱(PESs)之间的比较来识别基态ZrSi17-20-${\\mathrm{ZrSi}}}_{17\\hbox{-}20}^{-}$$$团簇来证明。然后,PGA用于搜索Mgn-${\\mathrm{Mg}}_n^{-}$$(n=3-30)簇的全局最小结构,已经发现了尺寸为n=6、7、12、14的新结构,并且首先确定了中型21-30。模拟光谱和实验光谱之间的高度一致性再次证明了PGA程序的效率。基于这些Mgn-$${\\mathrm{Mg}}_n^{-}$$(n=3-30)簇的基态结构,随后探索了它们的结构演变和电子性质。Au20,B20,ZrSi17-20-${\\mathrm{ZrSi}}_{17\\hbox{--}20}^{--}$$,和Mgn-$${\\mathrm{Mg}}_n^{-}$$(n=3-30)集群表明PGA计划在探索其他集群的全局最小值方面具有广阔的潜力。该代码可根据要求免费提供。
    We have developed a global optimization program named PGA based on particle swarm optimization algorithm coupled with genetic operators for the structures of atomic clusters. The effectiveness and efficiency of the PGA program can be demonstrated by efficiently obtaining the tetrahedral Au20 and double-ring tubular B20, and identifying the ground state ZrSi 17 - 20 - $$ {\\mathrm{ZrSi}}_{17\\hbox{--} 20}^{-} $$ clusters through the comparison between the simulated and the experimental photoelectron spectra (PESs). Then, the PGA was applied to search for the global minimum structures of Mg n - $$ {\\mathrm{Mg}}_n^{-} $$ (n = 3-30) clusters, new structures have been found for sizes n = 6, 7, 12, 14, and medium-sized 21-30 were first determined. The high consistency between the simulated spectra and the experimental ones once again demonstrates the efficiency of the PGA program. Based on the ground-state structures of these Mg n - $$ {\\mathrm{Mg}}_n^{-} $$ (n = 3-30) clusters, their structural evolution and electronic properties were subsequently explored. The performance on Au20, B20, ZrSi 17 - 20 - $$ {\\mathrm{ZrSi}}_{17\\hbox{--} 20}^{-} $$ , and Mg n - $$ {\\mathrm{Mg}}_n^{-} $$ (n = 3-30) clusters indicates the promising potential of the PGA program for exploring the global minima of other clusters. The code is available for free upon request.
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  • 文章类型: Journal Article
    结肠腺癌(COAD)是一种高死亡率的结肠癌。其早期症状不明显,其晚期伴随着各种严重危及患者生命的并发症。协助COAD的早期诊断,提高COAD的检测效率,本文提出了一种基于改进粒子群算法的多级阈值图像分割(MIS)方法来分割COAD图像。首先,提出了一种具有替换机制的多策略融合粒子群优化算法(DRPSO)。DRPSO中的非线性惯性权重和正弦-余弦学习因子有助于平衡算法的探索和开发阶段。结合MGO的种群重组策略增强了种群多样性,有效防止了算法过早停滞。基于变异的最终替换机制增强了算法逃避局部最优的能力,有助于算法获得高精度解。此外,在CEC2020和CEC2022测试集上的比较实验表明,DRPSO在收敛精度和速度方面优于其他最先进的算法。其次,通过结合非局部均值二维直方图和二维Renyi熵,本文提出了一种基于DRPSO算法的MIS方法,已成功应用于COAD病理图像的细分问题。分割实验结果表明,上述方法获得的分割图像质量相对较高,性能指标优越:PSNR=23.556,SSIM=0.825,FSIM=0.922。总之,基于DRPSO算法的MIS方法在辅助COAD诊断和病理图像分割方面显示出巨大的潜力。
    Colon adenocarcinoma (COAD) is a type of colon cancers with a high mortality rate. Its early symptoms are not obvious, and its late stage is accompanied by various complications that seriously endanger patients\' lives. To assist in the early diagnosis of COAD and improve the detection efficiency of COAD, this paper proposes a multi-level threshold image segmentation (MIS) method based on an enhanced particle swarm algorithm for segmenting COAD images. Firstly, this paper proposes a multi-strategy fusion particle swarm optimization algorithm (DRPSO) with a replacement mechanism. The non-linear inertia weight and sine-cosine learning factors in DRPSO help balance the exploration and exploitation phases of the algorithm. The population reorganization strategy incorporating MGO enhances population diversity and effectively prevents the algorithm from stagnating prematurely. The mutation-based final replacement mechanism enhances the algorithm\'s ability to escape local optima and helps the algorithm to obtain highly accurate solutions. In addition, comparison experiments on the CEC2020 and CEC2022 test sets show that DRPSO outperforms other state-of-the-art algorithms in terms of convergence accuracy and speed. Secondly, by combining the non-local mean 2D histogram and 2D Renyi entropy, this paper proposes a DRPSO algorithm based MIS method, which is successfully applied to the segments the COAD pathology image problem. The results of segmentation experiments show that the above method obtains relatively higher quality segmented images with superior performance metrics: PSNR = 23.556, SSIM = 0.825, and FSIM = 0.922. In conclusion, the MIS method based on the DRPSO algorithm shows great potential in assisting COAD diagnosis and in pathology image segmentation.
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  • 文章类型: Journal Article
    近年来,高血压已成为全球疾病和死亡的主要原因之一。人群中生活方式的改变导致高血压患病率增加。这项研究提出了一种非接触式血压估算方法,该方法使患者可以方便地监测其血压值。通过利用网络摄像头来跟踪面部特征和感兴趣区域(ROI)以获取前额图像,采用独立分量分析(ICA)来消除伪影信号。随后,利用光波反射原理计算生理参数。Nelder-Mead(NM)单纯形法与粒子群优化(PSO)算法相结合,对经验参数进行优化,从而提高计算效率,准确确定血压估计的最优解。还讨论了光照强度和相机距离对实验结果的影响。此外,测量时间仅为10s。通过与其他已发表文献中的方法进行比较,证明了所提出方法的优越精度和效率。
    In recent years, hypertension has become one of the leading causes of illness and death worldwide. Changes in lifestyle among the population have led to an increasing prevalence of hypertension. This study proposes a non-contact blood pressure estimation method that allows patients to conveniently monitor their blood pressure values. By utilizing a webcam to track facial features and the region of interest (ROI) for obtaining forehead images, independent component analysis (ICA) is employed to eliminate artifact signals. Subsequently, physiological parameters are calculated using the principle of optical wave reflection. The Nelder-Mead (NM) simplex method is combined with the particle swarm optimization (PSO) algorithm to optimize the empirical parameters, thus enhancing computational efficiency and accurately determining the optimal solution for blood pressure estimation. The influences of light intensity and camera distance on the experimental results are also discussed. Furthermore, the measurement time is only 10 s. The superior accuracy and efficiency of the proposed methodology are demonstrated by comparing them with those in other published literature.
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  • 文章类型: Journal Article
    在过去的几十年里,软件行业已经扩展到包括所有行业。由于利益相关者倾向于使用它来完成他们的工作,软件公司寻求估计软件的成本,其中包括计算努力,时间,和所需的资源。尽管许多研究人员努力估计它,预测精度结果仍然不准确和不稳定。估计它需要很多努力。因此,迫切需要有助于成本估算的现代技术。本文试图在时间序列预测的背景下,通过结合卷积神经网络(CNN)和粒子群算法(PSO),提出一种基于深度学习和机器学习技术的模型。它可以实现特征提取和超参数的自动调整,这减少了选择参数的手动工作,并有助于微调。PSO的使用还增强了CNN模型的鲁棒性和泛化能力,其迭代性质允许有效发现超参数相似性。该模型在13个不同的基准数据集上进行了训练和测试,并通过六个指标进行了评估:平均绝对误差(MAE),均方误差(MSE),平均幅度相对误差(MMRE),均方根误差(RMSE),中值幅度相对误差(MdMRE),和预测精度(PRED)。比较结果表明,对于所有数据集和评估标准,所提出的模型的性能都优于其他方法。结果对于预测软件成本估算非常有希望。
    Over the past decades, the software industry has expanded to include all industries. Since stakeholders tend to use it to get their work done, software houses seek to estimate the cost of the software, which includes calculating the effort, time, and resources required. Although many researchers have worked to estimate it, the prediction accuracy results are still inaccurate and unstable. Estimating it requires a lot of effort. Therefore, there is an urgent need for modern techniques that contribute to cost estimation. This paper seeks to present a model based on deep learning and machine learning techniques by combining convolutional neural networks (CNN) and the particle swarm algorithm (PSO) in the context of time series forecasting, which enables feature extraction and automatic tuning of hyperparameters, which reduces the manual effort of selecting parameters and contributes to fine-tuning. The use of PSO also enhances the robustness and generalization ability of the CNN model and its iterative nature allows for efficient discovery of hyperparameter similarity. The model was trained and tested on 13 different benchmark datasets and evaluated through six metrics: mean absolute error (MAE), mean square error (MSE), mean magnitude relative error (MMRE), root mean square error (RMSE), median magnitude relative error (MdMRE), and prediction accuracy (PRED). Comparative results reveal that the performance of the proposed model is better than other methods for all datasets and evaluation criteria. The results were very promising for predicting software cost estimation.
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  • 文章类型: Journal Article
    作为建筑质量的关键保证和基石,深基坑变形预测的重要性不容忽视。然而,深基坑变形数据具有非线性和不稳定性的特点,这将增加变形预测的难度。针对这一特点和传统变形预测方法难以挖掘不同时间跨度数据之间的相关性,考虑了变分模式分解(VMD)在处理非平稳序列和门控周期单元(GRU)在处理复杂时间序列数据中的优势。一种结合粒子群优化(PSO)的预测模型,变分模式分解,提出了一种门控循环单元。首先,利用PSO算法优化的VMD对原始数据进行分解,得到Internet消息格式(IMF)。其次,采用粒子群优化的GRU模型对各IMF进行预测。最后,将各组分的预测值等权重求和,得到最终预测值。实例研究结果表明,PSO-GRU预测模型对原始序列的平均绝对误差,EMD分解,VMD分解数据为0.502mm,0.462mm,和0.127毫米,分别。与LSTM的预测均方误差相比,GRU,和PSO-LSTM预测模型,PSO-GRU对VMD分解的PTB0数据下降了62.76%,75.99%,和53.14%,分别。PTB04数据下降了70%,85.17%,和69.36%,分别。此外,与PSO-LSTM模型相比,按模型时间计算,下降了8.57%。当预测步长从三个阶段增加到五个阶段时,四个预测模型对原始数据的平均误差,EMD分解的数据,VMD分解数据增加了28.17%,3.44%,和14.24%,分别。VMD分解的数据更有利于模型预测,能有效提高模型预测精度。预测步长的增加将降低变形预测的准确性。所构建的PSO-VMD-GRU模型具有精度可靠、应用范围广等优点,能有效指导基坑工程的施工。
    As a key guarantee and cornerstone of building quality, the importance of deformation prediction for deep foundation pits cannot be ignored. However, the deformation data of deep foundation pits have the characteristics of nonlinearity and instability, which will increase the difficulty of deformation prediction. In response to this characteristic and the difficulty of traditional deformation prediction methods to excavate the correlation between data of different time spans, the advantages of variational mode decomposition (VMD) in processing non-stationary series and a gated cycle unit (GRU) in processing complex time series data are considered. A predictive model combining particle swarm optimization (PSO), variational mode decomposition, and a gated cyclic unit is proposed. Firstly, the VMD optimized by the PSO algorithm was used to decompose the original data and obtain the Internet Message Format (IMF). Secondly, the GRU model optimized by PSO was used to predict each IMF. Finally, the predicted value of each component was summed with equal weight to obtain the final predicted value. The case study results show that the average absolute errors of the PSO-GRU prediction model on the original sequence, EMD decomposition, and VMD decomposition data are 0.502 mm, 0.462 mm, and 0.127 mm, respectively. Compared with the prediction mean square errors of the LSTM, GRU, and PSO-LSTM prediction models, the PSO-GRU on the PTB0 data of VMD decomposition decreased by 62.76%, 75.99%, and 53.14%, respectively. The PTB04 data decreased by 70%, 85.17%, and 69.36%, respectively. In addition, compared to the PSO-LSTM model, it decreased by 8.57% in terms of the model time. When the prediction step size increased from three stages to five stages, the mean errors of the four prediction models on the original data, EMD decomposed data, and VMD decomposed data increased by 28.17%, 3.44%, and 14.24%, respectively. The data decomposed by VMD are more conducive to model prediction and can effectively improve the accuracy of model prediction. An increase in the prediction step size will reduce the accuracy of the deformation prediction. The PSO-VMD-GRU model constructed has the advantages of reliable accuracy and a wide application range, and can effectively guide the construction of foundation pit engineering.
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  • 文章类型: Journal Article
    近年来,群智能优化方法在机械设计等领域得到了越来越多的应用,微电网调度,无人机技术,神经网络训练,多目标优化。在本文中,提出了一种多策略粒子群优化混合蒲公英优化算法(PSODO),这是基于蒲公英优化算法的优化能力存在优化速度慢、易陷入局部极值的问题。这种混合算法通过引入粒子群算法强大的全局搜索能力和蒲公英算法特有的个体更新规则(即,上升,坠落和着陆)。蒲公英的上升和下降阶段也有助于将更多的变化和探索引入搜索空间,从而更好地平衡全球和本地搜索。实验结果表明,与其他算法相比,提出的PSODO算法大大提高了全局最优值搜索能力,收敛速度和优化速度。通过在CEC2005中求解22个基准函数和3个复杂度不同的工程设计问题,并与其他优化算法进行比较,验证了PSODO算法的有效性和可行性。
    In recent years, swarm intelligence optimization methods have been increasingly applied in many fields such as mechanical design, microgrid scheduling, drone technology, neural network training, and multi-objective optimization. In this paper, a multi-strategy particle swarm optimization hybrid dandelion optimization algorithm (PSODO) is proposed, which is based on the problems of slow optimization speed and being easily susceptible to falling into local extremum in the optimization ability of the dandelion optimization algorithm. This hybrid algorithm makes the whole algorithm more diverse by introducing the strong global search ability of particle swarm optimization and the unique individual update rules of the dandelion algorithm (i.e., rising, falling and landing). The ascending and descending stages of dandelion also help to introduce more changes and explorations into the search space, thus better balancing the global and local search. The experimental results show that compared with other algorithms, the proposed PSODO algorithm greatly improves the global optimal value search ability, convergence speed and optimization speed. The effectiveness and feasibility of the PSODO algorithm are verified by solving 22 benchmark functions and three engineering design problems with different complexities in CEC 2005 and comparing it with other optimization algorithms.
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  • 文章类型: Journal Article
    金纳米孔阵列,混合金属/电介质超表面由厚金膜中周期性排列的空气孔组成,对局部和传播的表面等离子体激元都表现出通用的支持。利用他们的能力,特别是在面向表面等离子体共振的应用中,要求精确的光学调谐。在这项研究中,定制的粒子群优化算法,在AnsysLumericalFDTD中实现,在布拉格条件下,用于光学调谐被视为二维光栅的金纳米孔阵列。考虑了正方形和三角形阵列的配置。研究了粒子群优化算法的收敛性和进化性,并建立了一个数学模型来解释其结果。
    Gold nanohole arrays, hybrid metal/dielectric metasurfaces composed of periodically arranged air holes in a thick gold film, exhibit versatile support for both localized and propagating surface plasmons. Leveraging their capabilities, particularly in surface plasmon resonance-oriented applications, demands precise optical tuning. In this study, a customized particle swarm optimization algorithm, implemented in Ansys Lumerical FDTD, was employed to optically tune gold nanohole arrays treated as bidimensional gratings following the Bragg condition. Both square and triangular array dispositions were considered. Convergence and evolution of the particle swarm optimization algorithm were studied, and a mathematical model was developed to interpret its outcomes.
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  • 文章类型: Journal Article
    振动位移是振动筛故障诊断的关键参数之一。由于现场工作条件和设备等各种因素,对振动筛加速度信号的监测可能会受到干扰。为了获得振动筛的准确位移信号,提出了基于改进Savitzky-Golay(S-G)滤波器的振动加速度转换为位移的方法。采用粒子群优化(PSO)算法对固定多项式的S-G滤波器窗口长度进行优化。滤波器被级联以对信号进行多次去噪。计算平滑先验方法(SPA)的合理正则化参数,以从加速度信号中删除趋势项。通过在频域中对预处理的加速度数据进行积分来获得振动位移。结果表明,提高了滤波器参数选择的客观性,去噪效果显著。级联后滤波器的滤波效果进一步提高。其随着级联的级数的增加而变得更好。所提出的方法可以准确地获得振动位移。搭建振动测试平台,验证了方法的正确性。
    Vibration displacement is one of the key parameters in fault diagnosis of vibrating screens. Monitoring of acceleration signals of vibrating screens can be disturbed due to various factors such as on-site working conditions and equipment. In order to obtain accurate displacement signals of vibrating screen, the method for converting vibration acceleration to displacement based on improved Savitzky-Golay (S-G) filter is proposed. The Particle Swarm Optimization (PSO) algorithm is used to optimize the window length of the S-G filter with the fixed polynomial. The filters are cascaded to denoise the signals multiple times. The reasonable regularization parameter of the Smoothed Prior Approach (SPA) is calculated to remove the trend item from the acceleration signals. The vibration displacement is obtained by integrating the preprocessed acceleration data in the frequency domain. The results demonstrate that the objectivity of parameter selection of filter is improved, and the denoising effect is significant. The filtering effect of the filter is further improved after cascading. It becomes better as the number of stages of cascade increases. The vibration displacement can be obtained accurately by the proposed method. The vibration test platform is built to verify the correctness of the method.
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  • 文章类型: Journal Article
    本文开发了一种基于粒子群优化(PSO)算法的浓度检索技术,用于免校准波长调制光谱系统。与基于Levenberg-Marquardt(LM)算法的常用技术相比,基于PSO的方法对激光调谐参数的预表征依赖性较小。我们分析了影响基于PSO的技术性能的关键参数,并通过测试确定了其最佳参数值。此外,我们对两种技术检测C2H2浓度的效果进行了比较分析。结果表明,基于PSO的浓度检索技术在实现相同精度方面比基于LM的浓度检索技术快约63倍。在5秒内,基于PSO的技术可以产生与预期值基本一致的发现。
    This paper develops a concentration retrieval technique based on the particle swarm optimization (PSO) algorithm, which is used for a calibration-free wavelength modulation spectroscopy system. As compared with the commonly used technique based on the Levenberg-Marquardt (LM) algorithm, the PSO-based method is less dependent on the pre-characterization of the laser tuning parameters. We analyzed the key parameters affecting the performance of the PSO-based technique and determined their optimal parameter values through testing. Furthermore, we conducted a comparative analysis of the efficacy of two techniques in detecting C2H2 concentration. The results showed that the PSO-based concentration retrieval technique is about 63 times faster than the LM-based one in achieving the same accuracy. Within 5 s, the PSO-based technique can produce findings that are generally consistent with the values anticipated.
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  • 文章类型: Journal Article
    动态减振器(DVA)广泛用于防止建筑物和桥梁振动,以及车辆悬架和其他领域,由于其优良的阻尼性能。DVA参数的可靠优化是提高其性能的关键。在本文中,结合传统理论和智能算法,研究了一种新型的三元件型DVA模型的H∞优化问题,该模型包括一个惯性装置和一个接地的负刚度弹簧。首先,为了确保系统的稳定性,最佳调谐频率比的具体解析表达式,刚度比,通过定点理论确定质量比和惰性质量比的近似阻尼比,为算法优化提供了一个迭代范围。其次,粒子群优化(PSO)算法用于进一步同时优化DVA的四个参数。对传统定点理论和智能PSO算法的效果进行了综合比较和分析。结果验证了传统理论和智能算法的耦合效果优于单独的定点理论,并且可以使幅频响应曲线上的两个共振峰几乎相等,仅靠定点理论是很难实现的。最后,在谐波和随机激励下,我们将所提出的模型与其他DVA模型进行了比较。通过比较振幅-频率曲线,行程长度,均方响应,时间历史图,方差和下降比率,显然,建立的DVA具有良好的振动吸收效果。研究结果为工程应用中设计更有效的同类型DVA模型提供了理论和算法支持。
    Dynamic vibration absorbers (DVAs) are extensively used in the prevention of building and bridge vibrations, as well as in vehicle suspension and other fields, due to their excellent damping performance. The reliable optimization of DVA parameters is key to improve their performance. In this paper, an H∞ optimization problem of a novel three-element-type DVA model including an inerter device and a grounded negative stiffness spring is studied by combining a traditional theory and an intelligent algorithm. Firstly, to ensure the system\'s stability, the specific analytical expressions of the optimal tuning frequency ratio, stiffness ratio, and approximate damping ratio with regard to the mass ratio and inerter-mass ratio are determined through fixed-point theory, which provides an iterative range for algorithm optimization. Secondly, the particle swarm optimization (PSO) algorithm is used to further optimize the four parameters of DVA simultaneously. The effects of the traditional fixed-point theory and the intelligent PSO algorithm are comprehensively compared and analyzed. The results verify that the effect of the coupling of the traditional theory and the intelligent algorithm is better than that of fixed-point theory alone and can make the two resonance peaks on the amplitude-frequency response curves almost equal, which is difficult to achieve using fixed-point theory alone. Finally, we compare the proposed model with other DVA models under harmonic and random excitation. By comparing the amplitude-frequency curves, stroke lengths, mean square responses, time history diagrams, variances and decrease ratios, it is clear that the established DVA has a good vibration absorption effect. The research results provide theoretical and algorithm support for designing more effective DVA models of the same type in engineering applications.
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