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| 1 | A finite-element-aided ultrasonic method for measuring central oil-film thickness in a roller-raceway tribo-pair显示文摘Roller bearings support heavy loads by riding on an ultra-thin oil film(between the roller and raceway),the thickness of which is critical as it reflects the lubrication performance.Ultrasonic interfacial reflection,which facilitates the non-destructive measurement of oil-film thickness,has been widely studied.However,insufficient spatial resolution around the rolling line contact zone remains a barrier despite the use of miniature piezoelectric transducers.In this study,a finite-element-aided method is utilized to simulate wave propagation through a three-layered structure of roller-oil-raceway under elastohydrodynamic lubrication(EHL)with nonlinear characteristics of the i)deformed curvature of the cylindrical roller and ii)nonuniform distribution of the fluid bulk modulus along the circumference of the oil layer being considered.A load and speed-dependent look-up table is then developed to establish an accurate relationship between the overall reflection coefficient(directly measured by an embedded ultrasonic transducer)and objective variable of the central oil-film thickness.The proposed finite-element-aided method is verified experimentally in a rollerraceway test rig with the ultrasonically measured oil-flm thickness corresponding to the values calculated using the EHLtheory. | Pan DOU Tonghai WU Zhaopeng LUO Peiping YANG Zhongxiao PENG Min YU Tom REDDYHOFF | 2022 | Friction2022，10，6： | 0 |
| 2 | Distribution and molecular variability of four tobacco viruses in China显示文摘Dear Editor,Plant viruses cause great economic losses to tobacco production(Dai et al.,2012).Many types of viruses have been reported to infect tobacco plants,including Tobacco mosaic virus(TMV)(Chen et al.,2014),Cucumber mosaic virus(CMV)(Dai et al.,2012),Tobacco | Kuan Wu Wei Chen Zhaopeng Luo BingWang Julong Cheng Zhensheng Kang | 2016 | Virologica Sinica2016，31，6： | 0 |
| 3 | Study on oxygen transport and titanium oxidation in coating cracks under parallel gas flow based on LBM modelling显示文摘The oxygen transportation from surrounding air to coating cracks is an important factor in the oxidation and ignition of titanium alloy. In this work, the oxygen transport and surface oxidation of titanium in inclined cracks of coating under parallel airflow are studied with the lattice Boltzmann method(LBM).A boundary scheme of LBM about surface reaction is developed. The conversion factors are utilized to build the relationship between the physical scale and the lattice scale. The reliability of the LBM model is validated by the finite element method(FEM). The results show that the convective mass transport driven by the surrounding airflow and the vortex structure formed inside the crack are the two significant factors that influence the oxygen transport in cracks. The convective mass transfer plays a major role in oxygen transport when the inclination angle of the crack is small. For the cases with a large inclination angle, the oxygen transfer from the top to the bottom of the crack is mainly controlled by mass diffusion mechanism. The oxygen concentration in inclined cracks is generally less than that in vertical cracks, and oxidation and ignition of the substrate titanium might be more likely to occur in relatively vertical cracks. | Shengfeng Luo Song Zhang Yiping Zeng Hui Zhang Lili Zheng Zhaopeng Xu | 2023 | Chinese Journal of Chemical Engineering2023，56，4： | 0 |
| 4 | 植物碳、氮、磷在不同火烧强度下的分配策略显示文摘森林野火是影响北方针叶林演替过程中养分分配规律的重要因素。然而,植物叶片和细根之间的碳(C)、氮(N)、磷(P)分配策略在不同强度森林野火后的研究尚不充分。本研究旨在探讨不同野火强度下叶片和细根间C、N、P的分配策略。运用化学计量学理论和异速生长方程,选取中国东北大兴安岭地区的4个不同火烧强度(未火烧、低、中、高)恢复10年后的火烧迹地为研究样地,比较不同火烧强度下各物种叶片和细根的C、N、P含量。研究结果表明,与未受到火烧的样地相比,轻度火烧迹地的植物叶片和细根C浓度增加,重度火烧迹地植物叶片N浓度最高,但是细根N浓度最低。N:P比值的平均值大于16的结果表示植物养分利用策略在高火烧强度下趋于P限制。更重要的是,随着火烧严重程度的增加,细根与叶片间的C、N、P分配规律出现由异速生长向等速生长的转变,即随着火烧强度的增加,元素分配表现为对叶片的分配多于细根。这些结果表明,植物叶片和细根之间的元素分配策略在受到不同强度的野火干扰以后发生了失衡。本研究加深了我们对火后森林生态系统演替过程中植物与土壤养分动态的认识。 | Zhaopeng Song Zhaolei Li Yiqi Luo Yanhong Liu | 2022 | Journal of Plant Ecology2022，15，2： | 0 |
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