A 2-stage strategy updating rule promotes cooperation in the prisoner's dilemma game

In this study,we propose a spatial prisoner’s dilemma game model with a 2-stage strategy updating rule,and focus on the cooperation behavior of the system.In the first stage,i.e.,the pre-learning stage,a focal player decides whether to update his strategy according to the pre-learning factor β and the payoff difference between himself and the average of his neighbors.If the player makes up his mind to update,he enters into the second stage,i.e.,the learning stage,and adopts a strategy of a randomly selected neighbor according to the standard Fermi updating rule.The simulation results show that the cooperation level has a non-trivial dependence on the pre-learning factor.Generally,the cooperation frequency decreases as the pre-learning factor increases;but a high cooperation level can be obtained in the intermediate region of 3 < β < 1.We then give some explanations via studying the co-action of pre-learning and learning.Our results may sharpen the understanding of the influence of the strategy updating rule on evolutionary games.     

EAST低温系统已研制氦透平膨胀机测试分析

EAST氦低温系统是EAST( Experimental Advanced Super-conducting Tokamak)先进超导托卡马克实验装置重要子系统之一;4 台氦透平膨胀机又是EAST氦低温系统的核心部件.文中主要对已研制出的1台氦透平膨胀机的结构、调试过程与调试结果等进行一些分析,还给出了氦透平的启动过程...     

Multivariate Vandermonde Determinants and General Birkhoff Interpolation

In this paper, we consider the Straight Line Type Node Configuration C (SLTNCC) in multivariate polynomial interpolation as the result of different kinds of transformations of lines (such as parallel translations, rotations). Corresponding to these transformations we define different kinds of interpolation problems for the SLTNCC. The expression of the confluent multivariate Vandermonde determinant of the coefficient matrix for each of these interpolation problems is obtained, and from this expression we conclude the related interpolation problem is unisolvent. Also, we give a kind of generalization of the SLTNCC in Section 5. As well, we obtain an expression of the interpolating polynomial for a kind of interpolation problem discussed in this paper.     

做好三类习题笔记

同学们考试时最害怕的事是遇到自己不知道如何动手的题和做错题目．不会做题可能是因为试题情境陌生或试题太难;而做错题是本该做对但却因为种种原因做错了．如何避免这两种情况？平时学习时做好三类习题笔记并加以反复深入分析,是行之有效的方法之一。     

圆电流空间磁场分布

在柱坐标系中,直接从磁感应强度的计算公式毕奥一萨伐尔定律出发,在更为普遍的情况下得到了圆电流空间磁场的一般分布,并绘制出磁场的空间分布图,讨论了圆电流平面上、中心轴线以及远区的磁场．     

基于广义逆矩阵的Bézier曲线近似合并

Bézier曲线近似合并算法在几何数据压缩方面有着重要的应用．研究了两条相邻Bézier曲线近似合并的问题,用矩阵的形式给出了相邻Bézier曲线可精确合并的条件,并在此基础上通过广义逆矩阵的方法求解合并逼近后的Bézier曲线．同时,对保端点插值条件的近似合并也给出了结果．最后用实例说明了算法的有效性,得到了很好的逼近效果．     

细菌纤维素膜的制备与性能

以细菌纤维素为原料,氯化锂(LiCl)/二甲基乙酰胺(DMAc)为溶剂,通过相转化法制备了细菌纤维素膜.用单纤维强力仪对膜的拉伸强度和伸长率进行测试,分析了细菌纤维素浓度、凝固浴温度、凝固浴浓度、凝固时间及塑化条件对膜力学性能的影响.结果表明:在一定范围内,随着制膜液中细菌纤维素浓度的增加、凝固浴温度的降低和凝固浴浓度的增大,膜的拉伸强度和伸长率均提高;随着甘油浓度的增大和塑化时间的延长,膜的拉伸强度逐渐减小,伸长率逐渐增大.     

二氧化碳和水气氛对高钠煤转化过程中钠迁移的影响

对新疆的两种高钠煤（伊犁煤YL、呼图壁煤HTB）进行了N₂、CO₂和H₂O气氛和不同温度下钠迁移的研究。采用逐级萃取和湿法消解法确定了原煤、半焦中钠的赋存形态,定量研究了两种煤中钠的挥发及迁移规律。结果表明,YL煤的形态钠中水溶钠占80.08%,HTB煤的形态钠中不溶钠占61.54%。不同气氛下,升高温度都可促进两种煤中钠的挥发,半焦中水溶钠比例减小,醋酸铵可溶钠比例会出现先增加后减少现象,盐酸可溶钠比例呈增加趋势。对于YL煤,CO₂气氛可抑制钠的挥发,H₂O蒸气可促进钠的挥发;900℃时,YL煤CO₂气氛下钠挥发仅为N₂气氛下的50.25%,而H₂O气氛钠挥发为N₂气氛下的111.45%。对于HTB煤,CO₂气氛也可抑制钠的挥发,900℃时CO₂气氛下钠挥发为N₂气氛的80.91%;HTB煤在H₂O蒸气下,800℃之前钠挥发高于N₂,当900℃时,钠挥发略低于N₂气氛。YL煤形态钠中以水溶钠为主,其挥发的同时会向盐酸可溶钠及不溶钠转变。而HTB煤形态钠中以不溶钠为主,其次是水溶钠,CO₂和H₂O气氛能促进不溶钠向其他可溶态钠转变。     

基于逆布雷顿循环低温氦透平膨胀机测试平台研制

为了解决EAST低温系统中氦透平膨胀机不稳定性问题和开发新的国产氦透平膨胀机,中科院等离子体物理研究所低温工程研究室研制了低温氦透平膨胀机逆布雷顿循环氦制冷机测试平台,试验平台可以对多种结构类型的低温氦透平膨胀机进行测试,运行效果良好。