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381.
382.
研究一类具有分布时滞和反应扩散的随机细胞神经网络的稳定性。通过构造Lyapunov泛函,并利用It公式、半鞅收敛定理以及不等式技巧,得到了系统几乎必然指数稳定的充分条件。 相似文献
383.
针对目前对武器装备寿命周期费用估算建模难以实施的情况,以准确预测武器装备寿命周期费用的主要组成部分—装备使用保障费用为出发点,依据装备使用保障费用的特点建立了装备使用保障费用的灰色组合预测模型,指出了用蚁群算法优化组合权系数的不足,并提出了新的优化方法—遗传算法。最后,结合实例验证说明了该模型的预测效果优于蚁群优化的方法,为准确估算武器装备寿命周期费用提供了依据。 相似文献
384.
This paper studies a periodic‐review pricing and inventory control problem for a retailer, which faces stochastic price‐sensitive demand, under quite general modeling assumptions. Any unsatisfied demand is lost, and any leftover inventory at the end of the finite selling horizon has a salvage value. The cost component for the retailer includes holding, shortage, and both variable and fixed ordering costs. The retailer's objective is to maximize its discounted expected profit over the selling horizon by dynamically deciding on the optimal pricing and replenishment policy for each period. We show that, under a mild assumption on the additive demand function, at the beginning of each period an (s,S) policy is optimal for replenishment, and the value of the optimal price depends on the inventory level after the replenishment decision has been done. Our numerical study also suggests that for a sufficiently long selling horizon, the optimal policy is almost stationary. Furthermore, the fixed ordering cost (K) plays a significant role in our modeling framework. Specifically, any increase in K results in lower s and higher S. On the other hand, the profit impact of dynamically changing the retail price, contrasted with a single fixed price throughout the selling horizon, also increases with K. We demonstrate that using the optimal policy values from a model with backordering of unmet demands as approximations in our model might result in significant profit penalty. © 2005 Wiley Periodicals, Inc. Naval Research Logistics, 2006 相似文献
385.
The focus of this paper is on determining the requirements of different component options of a modular end‐product in an uncertain environment. We explicitly model two distinct sources of uncertainty: stochastic end‐product demand and unknown market proportions for the different product options available. Our cost minimizing model focuses on determining the optimal requirements policies for component options that meet a pre‐set service level. We show that simple common‐sense requirements policies are not generally optimal; there is a non‐linear connection between service level and component requirements that is hard to characterize without a detailed analysis. © 2006 Wiley Periodicals, Inc. Naval Research Logistics, 2006 相似文献
386.
Accelerated degradation testing (ADT) is usually conducted under deterministic stresses such as constant‐stress, step‐stress, and cyclic‐stress. Based on ADT data, an ADT model is developed to predict reliability under normal (field) operating conditions. In engineering applications, the “standard” approach for reliability prediction assumes that the normal operating conditions are deterministic or simply uses the mean values of the stresses while ignoring their variability. Such an approach may lead to significant prediction errors. In this paper, we extend an ADT model obtained from constant‐stress ADT experiments to predict field reliability by considering the stress variations. A case study is provided to demonstrate the proposed statistical inference procedure. The accuracy of the procedure is verified by simulation using various distributions of field stresses. © 2006 Wiley Periodicals, Inc. Naval Research Logistics, 2006. 相似文献
387.
履带车辆悬挂系统关键部件疲劳寿命预测技术研究 总被引:3,自引:0,他引:3
针对履带车辆悬挂系统关键部件-扭力轴的疲劳寿命预测技术展开研究,首先利用机械系统动力学仿真软件ADAMS建立了悬挂系统多刚体动力学模型, 应用模态集成方法在悬挂多刚体模型中集成扭力轴柔性体,通过添加约束与载荷边界条件,建立悬挂系统刚/柔体耦合模型。通过对典型工况的仿真计算,可以得到扭力轴上每个节点的载荷时间历程与应力时间历程,结合扭力轴的材料特性,并考虑应力集中系数、平均应力修正等各种影响因素,实现悬挂系统扭力轴疲劳寿命的预测。最后将实验结果同仿真结果进行了比较,得到了具有工程意义的结论。 相似文献
388.
本文应用Schmitt-Keim方法对59式-57mm高射炮炮管内壁表面裂纹的疲劳寿命进行计算,并对计算结果进行回归分析,得出计算该炮管各种裂纹疲劳寿命的近似公式。结果表明当内壁具有常见的短而浅的裂纹时,其疲劳寿命大于磨损寿命。 相似文献
389.
本文根据张开型半椭圆表面裂纹趋于“平衡’,的规律,划分了工程中常见的半椭圆形表面裂纹的种类。通过计算得出曲线。根据初始裂纹的类型,从图中查得疲劳寿命,从而简化了工程实用计算。 相似文献
390.
洪厚胜 《军械工程学院学报》1989,(1)
本文提出一个具有密度函数 (α>0,β≠0,λ>0,μ≥0)的四参数寿命分布S(α,β,λ,μ),然后证明了它的一些基本性质,据形状参数对(α,β)的不同取值,找出了失效率λ(t)关于时间t的五种变化规律:不变;递减;递增;先增后减;先减后增,并显示出不变失效率是其余四种失效率当(α,β)→(1,1)时的极限。 相似文献