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501.
Introduction In recent years,the lattice Boltzmann method(LBM)has developed into an alternative andpromising numerical scheme for simulating hydro-dynamic and aerodynamic flow[1].The success ofthe LBM can be partly attributed to the particle-based approach which is directly inherited from itspredecessor,the lattice gas automata(LGA)[1,2],unlike LGA,the LBM simulates a flow system bytracking the evolution of particle distributions in-stead of tracking single particles.For this reason,it o… 相似文献
502.
提出一种基于谱变换的IIR移变滤波器的设计方法,并利用分块翻转技术实现滤波器的线性相位特性.在满足提取100M范围内的长波不平顺成分的设计参数条件下,仿真计算IIR滤波器的频响误差.仿真结果利明:当翻转块长度为1600时,IIR线性相位滤波器能满足线性相位特性和幅频特性要求,比传统轨检FIR滤涸器节省了95.5%的乘法运算和98.0%的加法运算,前者与后者所需的缓存量之比为9614/2135.利用实测信蚓计算验证了线性相位IIR移变滤波的正确性和有效性. 相似文献
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报道了洛美沙星葡萄糖注射液的体内、体外抗菌活性,并与其口服制剂及环丙沙星注射液进行了比较。结果表明:洛美沙星注射液是一种广谱、高效、作用迅速的抗菌药物,对革兰氏阳性茵的MIC为0.31~20mg/L,对革兰氏阴性菌的MIC为0.005~10mg/L。杀菌实验表明:对金葡菌、大肠杆菌、痢疾杆菌、肺炎杆菌及绿脓杆菌为杀菌作用。抗菌效果基本不受PH、接种菌量和血清蛋白结合的影响。体内效果(ED50)优于口服制剂。体内、外抗菌活性近似于环丙沙星。 相似文献
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Based on Lyapunov stability theory, a less conservative sufficient condilions for the stabih'lies of uncertain discrete delayindependent and delay-dependent control systems are obtained by using the linear matrix inequality (LMI) approach. Judgement of the stability of time-delay systems is transformed to judgement of the feasible solution of an LMI, and hence is solved by use of MATLAB. Numerical simulations verify the validity of the proposed method. 相似文献
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Most previous works associated with transit signal priority merely focus on the optimization of signal timings, ignoring both bus speed and dwell time at bus stops. This paper presents a novel approach to optimize the holding time at bus stops, signal timings, and bus speed to provide priority to buses at isolated intersections. The objective of the proposed model is to minimize the weighted average vehicle delays of the intersection, which includes both bus delay and impact on nearby intersection traffic, ensuring that buses clear these intersections without being stopped by a red light. A set of formulations are developed to explicitly capture the interaction between bus speed, bus holding time, and transit priority signal timings. Experimental analysis is used to show that the proposed model has minimal negative impacts on general traffic and outperforms the no priority, signal priority only, and signal priority with holding control strategies (no bus speed adjustment) in terms of reducing average bus delays and stops. A sensitivity analysis further demonstrates the potential of the proposed approach to be applied to bus priority control systems in real‐time under different traffic demands, bus stop locations, and maximum speed limits. Copyright © 2016 John Wiley & Sons, Ltd. 相似文献