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基于常项值和先验节点的全纯嵌入潮流计算方法 被引量:8
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作者 李雪 姚超凡 +2 位作者 姜涛 李华鹏 陈厚合 《电力自动化设备》 EI CSCD 北大核心 2023年第2期142-150,共9页
在采用现有全纯嵌入潮流计算方法求解大规模电力系统潮流时,幂级数阶数过高,易导致解析延拓发散,收敛性较差,且计算冗余度高。提出一种基于常项值和先验节点的全纯嵌入潮流计算新方法。构建基于常项值的全纯嵌入潮流计算模型,通过动态... 在采用现有全纯嵌入潮流计算方法求解大规模电力系统潮流时,幂级数阶数过高,易导致解析延拓发散,收敛性较差,且计算冗余度高。提出一种基于常项值和先验节点的全纯嵌入潮流计算新方法。构建基于常项值的全纯嵌入潮流计算模型,通过动态更新常项值提高潮流收敛性;提出先验节点电压幅值预判机制以提高计算效率;提出2种节点类型转换方案。通过不同规模测试系统对所提方法进行分析验证,结果表明,所提方法不依赖于初值,可准确、高效地求解出潮流解,比牛顿-拉夫逊法和传统全纯嵌入潮流计算方法具有更好的潮流收敛性。 展开更多
关键词 潮流 全纯嵌入法 常项值 先验节点 解析延拓
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Thirty years of chronic current account deficit 1972—2001: The case of Pakistan
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作者 Saqib Gulzar 惠晓峰 《Journal of Harbin Institute of Technology(New Series)》 EI CAS 2006年第5期559-563,共5页
Pakistan has been suffering from a chronic deficit in the current account for many decades. Current account deficit strengthens the foreign currency against the home currency which makes imports of good and services m... Pakistan has been suffering from a chronic deficit in the current account for many decades. Current account deficit strengthens the foreign currency against the home currency which makes imports of good and services more expensive as compared to exports and causes devaluation of home currency. The main objective of this paper is to find out how the current account deficit is influenced by different economic factors. Our regression model’s estimated results indicate that the percentage change in the volume of imports, foreign direct investments and total consumption are positively correlated and, on the other hand, exports, workers remittance, growth in agriculture and manufacturing are negatively correlated with the current account balance of Pakistan during the observed period 1972-2001. 展开更多
关键词 current account deficit DEVALUATION foreign direct investment total consumption
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Application of the Generalized Differential Quadrature Method in Solving Burgers' Equations
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作者 R.Mokhtari A.Samadi Toodar N.G.Chegini 《Communications in Theoretical Physics》 SCIE CAS CSCD 2011年第12期1009-1015,共7页
The aim of this paper is to obtain numerical solutions of the one-dimensional,two-dimensional and coupled Burgers' equations through the generalized differential quadrature method(GDQM).The polynomial-based differ... The aim of this paper is to obtain numerical solutions of the one-dimensional,two-dimensional and coupled Burgers' equations through the generalized differential quadrature method(GDQM).The polynomial-based differential quadrature(PDQ) method is employed and the obtained system of ordinary differential equations is solved via the total variation diminishing Runge-Kutta(TVD-RK) method.The numerical solutions are satisfactorily coincident with the exact solutions.The method can compete against the methods applied in the literature. 展开更多
关键词 generalized differential quadrature method (GDQM) total variation diminishing Runge-Kutta(TVD-RK) method Burgers' equations
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