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ZnSe/NiO heterostructure-based chemiresistive-type sensors for low-concentration NO_(2) detection 被引量:5
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作者 Wei Liu Ding Gu +3 位作者 Jian-Wei Zhang Xiao-Gan Li Marina N.Rumyantseva Alexander M.Gaskov 《Rare Metals》 SCIE EI CAS CSCD 2021年第6期1632-1641,共10页
Novel ZnSe/NiO heterostructure nanocomposites were successfully prepared by one-step hydrothermal method.The ZnSe/NiO-based sensor exhibits a response of~96.47% to 8×10^(-6) NO_(2) at 140℃,which is significantly... Novel ZnSe/NiO heterostructure nanocomposites were successfully prepared by one-step hydrothermal method.The ZnSe/NiO-based sensor exhibits a response of~96.47% to 8×10^(-6) NO_(2) at 140℃,which is significantly higher than those of intrinsic ZnSe-based(no response)and NiO-based(~19.65%)sensors.The theoretical detection limit(LOD)of the sensor is calculated to be 8.91×10^(-9),indicating that the sensor can be applied to detect the ultralow concentrations of NO_(2).The effect of NiO content on the gas-sensing performance of the nanocomposites was investigated in detail.The optimal NiO content in the nanocomposite is determined to be15.16%to achieve the highest response.The as-fabricated sensor also presents an excellent selectivity to several possible interferents such as methanol,ethanol,acetone,benzene,ammonia and formaldehyde.The enhanced sensing performance can be attributed to the formation of p-p heterostructures between ZnSe and NiO,which induces the charge transfer across the interfaces and yields more active sites. 展开更多
关键词 ZnSe/NiO heterostructure NO_(2)detection Gas sensors Charge transfer
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An inexact alternating proximal gradient algorithm for nonnegative CP tensor decomposition 被引量:2
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作者 WANG DeQing CONG FengYu 《Science China(Technological Sciences)》 SCIE EI CAS CSCD 2021年第9期1893-1906,共14页
Nonnegative tensor decomposition has become increasingly important for multiway data analysis in recent years. The alternating proximal gradient(APG) is a popular optimization method for nonnegative tensor decompositi... Nonnegative tensor decomposition has become increasingly important for multiway data analysis in recent years. The alternating proximal gradient(APG) is a popular optimization method for nonnegative tensor decomposition in the block coordinate descent framework. In this study, we propose an inexact version of the APG algorithm for nonnegative CANDECOMP/PARAFAC decomposition, wherein each factor matrix is updated by only finite inner iterations. We also propose a parameter warm-start method that can avoid the frequent parameter resetting of conventional APG methods and improve convergence performance.By experimental tests, we find that when the number of inner iterations is limited to around 10 to 20, the convergence speed is accelerated significantly without losing its low relative error. We evaluate our method on both synthetic and real-world tensors.The results demonstrate that the proposed inexact APG algorithm exhibits outstanding performance on both convergence speed and computational precision compared with existing popular algorithms. 展开更多
关键词 tensor decomposition nonnegative CANDECOMP/PARAFAC block coordinate descent alternating proximal gradient inexact scheme
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