阐述一个能实现大型企业办公自动化的工作流系统的设计思想。该系统采用了基于.NET框架的多层体系结构,较好地体现了C#面向对象和面向组件的特性,整个系统具有良好的健壮性和可扩展性。同时介绍了在.NET平台下如何结合K2.NET进行工作流...阐述一个能实现大型企业办公自动化的工作流系统的设计思想。该系统采用了基于.NET框架的多层体系结构,较好地体现了C#面向对象和面向组件的特性,整个系统具有良好的健壮性和可扩展性。同时介绍了在.NET平台下如何结合K2.NET进行工作流应用的开发,最终实现了一个具有通用性的功能较为完善的加班费用报销审批子系统TEMA(Transport Expense and MealAllowance)。展开更多
合环电流评估技术对于配电网馈线合环转供电操作具有重要意义,为了提高主动配电网馈线合环电流计算的准确性,文中从融入源荷数据分布特性及预测的角度,提出基于双重K2算法和概率潮流(double K2 algorithm and probability load flow,DK2...合环电流评估技术对于配电网馈线合环转供电操作具有重要意义,为了提高主动配电网馈线合环电流计算的准确性,文中从融入源荷数据分布特性及预测的角度,提出基于双重K2算法和概率潮流(double K2 algorithm and probability load flow,DK2-PLF)的主动配电网馈线合环电流评估方法。首先,采用基于DK2算法的贝叶斯网络描述源荷相关性样本;其次,利用Cholesky分解方法处理获得的源荷相关性样本,以半不变量法计算主动配电网馈线合环电流的累积概率分布;然后,对主动配电网馈线合环电流从合环成功率和越限程度两方面进行安全性评估;最后,以贵州某城市为算例,对10 kV配电网系统开展馈线合环电流评估研究。得出以下结论:一是从概率密度、累积分布、最大误差三方面比较,相比于K2算法,DK2算法源荷预测值的概率密度、累积分布误差较小,验证了DK2算法的优越性;二是从累积分布、最大误差两方面比较,采用Cholesky分解的半不变量法对比未采用Cholesky分解的半不变量法、蒙特卡洛法,其累积分布误差较小,采用Cholesky分解的半不变量法满足主动配电网馈线合环电流评估要求;三是从合环成功率、合环越限程度两方面比较,采用半不变量法计算的合环电流安全性指标结果与仿真结果偏差在电网经验误差5%范围内,说明基于DK2-PLF的主动配电网馈线合环电流评估方法可为合环辅助决策提供参考。展开更多
Excellent fits to a couple of the data-sets on the temperature (T)-dependent upper critical field (Hc2) of H3S (critical temperature, Tc ≈ 200 K at pressure ≈ 150 GPa) reported by Mozaffari, et al. (2019) were obtai...Excellent fits to a couple of the data-sets on the temperature (T)-dependent upper critical field (Hc2) of H3S (critical temperature, Tc ≈ 200 K at pressure ≈ 150 GPa) reported by Mozaffari, et al. (2019) were obtained by Talantsev (2019) in an approach based on an ingenious mix of the Ginzberg-Landau (GL), the Werthamer, Helfand and Hohenberg (WHH), and the Gor’kov, etc., theories which have individually been employed for the same purpose for a long time. Up to the lowest temperature (TL) in each of these data-sets, similarly accurate fits have also been obtained by Malik and Varma (2023) in a radically different approach based on the Bethe-Salpeter equation (BSE) supplemented by the Matsubara and the Landau quantization prescriptions. For T TL, however, while the (GL, WHH, etc.)-based approach leads to Hc2(0) ≈ 100 T, the BSE-based approach leads to about twice this value even at 1 K. In this paper, a fit to one of the said data-sets is obtained for the first time via a thermodynamic approach which, up to TL, is as good as those obtained via the earlier approaches. While this is interesting per se, another significant result of this paper is that for T TL it corroborates the result of the BSE-based approach.展开更多
文摘阐述一个能实现大型企业办公自动化的工作流系统的设计思想。该系统采用了基于.NET框架的多层体系结构,较好地体现了C#面向对象和面向组件的特性,整个系统具有良好的健壮性和可扩展性。同时介绍了在.NET平台下如何结合K2.NET进行工作流应用的开发,最终实现了一个具有通用性的功能较为完善的加班费用报销审批子系统TEMA(Transport Expense and MealAllowance)。
文摘合环电流评估技术对于配电网馈线合环转供电操作具有重要意义,为了提高主动配电网馈线合环电流计算的准确性,文中从融入源荷数据分布特性及预测的角度,提出基于双重K2算法和概率潮流(double K2 algorithm and probability load flow,DK2-PLF)的主动配电网馈线合环电流评估方法。首先,采用基于DK2算法的贝叶斯网络描述源荷相关性样本;其次,利用Cholesky分解方法处理获得的源荷相关性样本,以半不变量法计算主动配电网馈线合环电流的累积概率分布;然后,对主动配电网馈线合环电流从合环成功率和越限程度两方面进行安全性评估;最后,以贵州某城市为算例,对10 kV配电网系统开展馈线合环电流评估研究。得出以下结论:一是从概率密度、累积分布、最大误差三方面比较,相比于K2算法,DK2算法源荷预测值的概率密度、累积分布误差较小,验证了DK2算法的优越性;二是从累积分布、最大误差两方面比较,采用Cholesky分解的半不变量法对比未采用Cholesky分解的半不变量法、蒙特卡洛法,其累积分布误差较小,采用Cholesky分解的半不变量法满足主动配电网馈线合环电流评估要求;三是从合环成功率、合环越限程度两方面比较,采用半不变量法计算的合环电流安全性指标结果与仿真结果偏差在电网经验误差5%范围内,说明基于DK2-PLF的主动配电网馈线合环电流评估方法可为合环辅助决策提供参考。
文摘Excellent fits to a couple of the data-sets on the temperature (T)-dependent upper critical field (Hc2) of H3S (critical temperature, Tc ≈ 200 K at pressure ≈ 150 GPa) reported by Mozaffari, et al. (2019) were obtained by Talantsev (2019) in an approach based on an ingenious mix of the Ginzberg-Landau (GL), the Werthamer, Helfand and Hohenberg (WHH), and the Gor’kov, etc., theories which have individually been employed for the same purpose for a long time. Up to the lowest temperature (TL) in each of these data-sets, similarly accurate fits have also been obtained by Malik and Varma (2023) in a radically different approach based on the Bethe-Salpeter equation (BSE) supplemented by the Matsubara and the Landau quantization prescriptions. For T TL, however, while the (GL, WHH, etc.)-based approach leads to Hc2(0) ≈ 100 T, the BSE-based approach leads to about twice this value even at 1 K. In this paper, a fit to one of the said data-sets is obtained for the first time via a thermodynamic approach which, up to TL, is as good as those obtained via the earlier approaches. While this is interesting per se, another significant result of this paper is that for T TL it corroborates the result of the BSE-based approach.
