Working Park即办公室综合生活方式,是以绿色生态、节能环保、便捷高效为主旨的新型规划模式;它强调以人为本,使公共利益最大化,使用者身心健康最大化,将建筑、公共空间、园林、休闲设施等有机结合,营造出时尚灵动的办公与生活空间;本...Working Park即办公室综合生活方式,是以绿色生态、节能环保、便捷高效为主旨的新型规划模式;它强调以人为本,使公共利益最大化,使用者身心健康最大化,将建筑、公共空间、园林、休闲设施等有机结合,营造出时尚灵动的办公与生活空间;本文以中交汇通横琴广场的主塔楼办公室内部分为例,解析working park理念在超高层综合体建筑的室内应用成果。展开更多
Dear Editor,This letter investigates the problem of multi-dimension formation tracking(MDFT)for the cross-domain unmanned systems,including several interconnected agents,namely,unmanned aerial vehicles(UAVs)and unmann...Dear Editor,This letter investigates the problem of multi-dimension formation tracking(MDFT)for the cross-domain unmanned systems,including several interconnected agents,namely,unmanned aerial vehicles(UAVs)and unmanned surface vehicles(USVs).We assume that each agent suffers from by the mixed constraints on its velocity,control input and Euler angle.Solving the MDFT problem implies that 1)The virtual state of each USV is determined in the earth coordinate by expanding its 2D work space to the 3D space.展开更多
Element stiffness equation is very important in structural analysis, and directly influences the accuracy of the results. At present, derivation method of element stiffness equation is relatively mature under ambient ...Element stiffness equation is very important in structural analysis, and directly influences the accuracy of the results. At present, derivation method of element stiffness equation is relatively mature under ambient temperature, and the elastic phrase of material stress-strain curve is generally adopted as physical equation in derivation. However, the material stress-strain relationship is very complicated at elevated temperature, and its form is not unique, which brings great difficulty to the derivation of element stiffness equation. Referring to the derivation method of element stiffness equation at ambient temperature, by using the continuous function of stress-strain-temperature at elevated temperature, and based on the principle of virtual work, the stiffness equation of space beam element and the formulas of stiffness matrix are derived in this paper, which provide basis for finite element analysis on structures at elevated temperature.展开更多
文摘研究受限空间内过头作业人员疲劳特征,以避免疲劳累积和降低事故风险。设计了典型受限空间内过头作业试验,测量20名被试在不同受限空间高度(120 cm、140 cm)和不同工作面(侧面、顶面、正面)下的表面肌电(Surface Electromyogram,sEMG)信号和心率变异性(Heart Rate Variability,HRV)信号,记录主观疲劳评分,并对数据进行分析。结果表明:受限空间内过头作业疲劳累积明显;右肩膀和右前臂主观疲劳评分最高;左上斜方肌、右上斜方肌、右中三角肌、右冈上肌、右冈下肌和右肱桡肌中位频率(Median Frequency,MF)下降显著,右中三角肌MF下降幅度最大;相邻RR间期均值(RR mean)降低,低频成分(Low Frequency,LF)和低频高频比值(Ratio of Low Frequency to High Frequency,LF/HF)均上升;与120 cm高度相比,140 cm高度下全身及5个身体部位主观疲劳评分更高,6个肌群MF下降斜率更大,RR mean下降幅度以及LF、LF/HF上升幅度更大;工作面对主观疲劳评分、各肌群MF及HRV指标影响不显著,但正面工作面除右肱桡肌外5个肌群均疲劳累积显著,侧面和顶面工作面右上斜方肌、右中三角肌和右冈上肌3个肌群疲劳累积显著。
基金supported in part by the National Natural Science Foundation of China(62073301,62373162,62473349,U24A20268,62233007)the Shenzhen Science and Technology Program(JCYJ20240813114007010).
文摘Dear Editor,This letter investigates the problem of multi-dimension formation tracking(MDFT)for the cross-domain unmanned systems,including several interconnected agents,namely,unmanned aerial vehicles(UAVs)and unmanned surface vehicles(USVs).We assume that each agent suffers from by the mixed constraints on its velocity,control input and Euler angle.Solving the MDFT problem implies that 1)The virtual state of each USV is determined in the earth coordinate by expanding its 2D work space to the 3D space.
基金the National Natural Science Foundation of China(No.50578093)
文摘Element stiffness equation is very important in structural analysis, and directly influences the accuracy of the results. At present, derivation method of element stiffness equation is relatively mature under ambient temperature, and the elastic phrase of material stress-strain curve is generally adopted as physical equation in derivation. However, the material stress-strain relationship is very complicated at elevated temperature, and its form is not unique, which brings great difficulty to the derivation of element stiffness equation. Referring to the derivation method of element stiffness equation at ambient temperature, by using the continuous function of stress-strain-temperature at elevated temperature, and based on the principle of virtual work, the stiffness equation of space beam element and the formulas of stiffness matrix are derived in this paper, which provide basis for finite element analysis on structures at elevated temperature.
