全部文献期刊会议图书|学者科研项目
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作者:Haishun Sun , Jinyu Wen
来源:[J].Electric Power Systems Research(IF 1.694), 2014, Vol.107, pp.51-58
摘要:Abstract(#br)Eigenvalue analysis is extensively used in power system subsynchronous resonance (SSR) study. For SSR analysis, dynamic representation of the network is required, whereas both the state variables selection and the state equations formation for the network are difficu...
作者:HaiShun Sun , Ju Liu ...
来源:[J].Chinese Science Bulletin(IF 1.319), 2013, Vol.58 (36), pp.4557-4565
摘要:Abstract(#br)The initiative participation of wind power generators in power system frequency regulation is an inevitable demand to ensure power system safe operation with large-scale wind power integration. However, it is principally difficult for conventional wind turbines to pa...
作者:HaiShun Sun , JiaMing Li ...
来源:[J].Science China Technological Sciences(IF 1.187), 2014, Vol.57 (8), pp.1578-1587
摘要:Abstract(#br)Mining the inherent persistence property of the time series of wind power is crucial for forecasting and controlling wind power. Few common methods exist that can fully depict and quantify the persistence property. Based on the definition of the active power output s...
作者:Haishun Sun , Wei Yao
来源:[J].Energies(IF 1.844), 2017, Vol.10 (8)
摘要:This paper proposes a decentralized nonlinear synergetic governor controller (NSGC) for turbine generators to enhance power system stability by using synergetic control theory and the feedback linearization technique. The precise feedback linearization model of a turbine-generato...
作者:Haishun Sun
来源:[J].Journal of Contemporary Asia, 1999, Vol.29 (3), pp.362-382
摘要:This article investigates the impact of direct foreign investment (DFI) on the foreign trade of China. It firstly presents a theoretical discussion of the impact of DFI on foreign trade from both macro and micro-economic views, and then provides an empirical study of the role of ...
作者:Haishun Sun
来源:[J].Journal of the Asia Pacific Economy, 1999, Vol.4 (2), pp.317-339
摘要:This paper investigates the impact of foreign direct investment (FDI) on the foreign trade of China. It firstly presents a theoretical discussion of the impact of FDI on foreign trade from both macro- and microeconomic views, and then provides an empirical study of the role of fo...
作者:Haishun Sun , Ashok Parikh
来源:[J].Regional Studies, 2001, Vol.35 (3), pp.187-196
摘要:The relationship between exports and economic growth is strong in developing economies. Both externality effects of exports on the non-exports sector and higher marginal productivity in the exports sector in relation to the non-exports sector play an important role i<font color="red">...</font></td></tr></tbody></table><div class="document_down clearfix"><div class="fl mr15"><span><a title="全文获取" href="http://d.scholar.cnki.net/link/doi/STJDLAST/STJD9CB62E499CE46D054D5C883BC8BF10C4" target="_blank"><img src="images/springer-s.gif"/>全文获取</a></span></div><div class="fl mr15 position-re none zzgcWth"><span><a title="纸质馆藏位置信息" href="Javascript:void(0)">纸质馆藏</a><ul class="zzgcDiv"></ul></span><span class="caret-dw"></span></div></div></div></div><div class="record_document"><div class="document_frame"><div class="document_title"><div class="text"><input type="checkbox" name="FileNameM" onclick="ChangeDigitalDisplayName();" value="SJWDLAST!SJWD00000911711!!" id="r_id"><span class="title"><span class="gotodetaillink"><a href="http://d.scholar.cnki.net/detail/SJWDLAST/SJWD00000911711" target="_blank">Foreign Direct Investment and Regional Export Performance in China</a></span></span></div></div><table class="tableResult" cellspacing="0" cellpadding="0"><tbody><tr><td class="item">作者:<a href="result.aspx?q=%e4%bd%9c%e8%80%85%3a(Haishun+Sun)" target="_self"><font color="red">Haishun Sun</font></a></tr><tr><td class="item">来源:<a title="期刊" href="javascript:void(0);" style="text-decoration:none;">[J]</a>.<span class="first"><a href="result.aspx?q=%e6%9d%a5%e6%ba%90%3a(Journal+of+Regional+Science)" target="_self">Journal of Regional Science</a>, 2001, Vol.41 (2), pp.317-336</span><span class="tab"></span></td></tr><tr><td class="item">摘要:This paper investigates the impact of foreign direct investment (FDI) on the export performance of China at the provincial level. First, it presents a theoretical discussion of the impact of FDI on foreign trade, and then an empirical study of the impact of FDI on the export<font color="red">...</font></td></tr></tbody></table><div class="document_down clearfix"><div class="fl mr15"><span><a title="全文获取" href="http://d.scholar.cnki.net/link/doi/SJWDLAST/SJWD00000911711" target="_blank"><img src="images/springer-s.gif"/>全文获取</a></span></div><div class="fl mr15 position-re none zzgcWth"><span><a title="纸质馆藏位置信息" href="Javascript:void(0)">纸质馆藏</a><ul class="zzgcDiv"></ul></span><span class="caret-dw"></span></div></div></div></div><div class="record_document"><div class="document_frame"><div class="document_title"><div class="text"><input type="checkbox" name="FileNameM" onclick="ChangeDigitalDisplayName();" value="WWMERGEJ03!SJGI0474559C09207068823A6FB2B08F3632!!" id="r_id"><span class="title"><span class="gotodetaillink"><a href="http://d.scholar.cnki.net/detail/WWMERGEJ03/SJGI0474559C09207068823A6FB2B08F3632" target="_blank">Investigation on SSCI between PMSGs-based wind farm and AC network</a></span></span></div></div><table class="tableResult" cellspacing="0" cellpadding="0"><tbody><tr><td class="item">作者:<a href="result.aspx?q=%e4%bd%9c%e8%80%85%3a(Haishun+Sun)" target="_self"><font color="red">Haishun Sun</font></a> , <a href="result.aspx?q=%e4%bd%9c%e8%80%85%3a(Long+Wang)" target="_self">Long Wang</a> ...</tr><tr><td class="item">来源:<a title="期刊" href="javascript:void(0);" style="text-decoration:none;">[J]</a>.<span class="first"><a href="result.aspx?q=%e6%9d%a5%e6%ba%90%3a(IET+Renewable+Power+Generation)" target="_self">IET Renewable Power Generation</a>, 2019, Vol.13 (16), pp.2958-2965</span><span class="tab"></span></td></tr><tr><td class="item">摘要:The sub-synchronous control interaction (SSCI) has frequently occurred in the direct-drive permanent magnetic synchronous generators (PMSGs) based wind farm integrated to the weak AC network. The system strength, i.e. short-circuit ratio (SCR) has been believed as the critic<font color="red">...</font></td></tr></tbody></table><div class="document_down clearfix"><div class="fl mr15"><span><a title="全文获取" href="http://d.scholar.cnki.net/link/doi/WWMERGEJ03/SJGI0474559C09207068823A6FB2B08F3632" target="_blank"><img src="images/springer-s.gif"/>全文获取</a></span></div><div class="fl mr15 position-re none zzgcWth"><span><a title="纸质馆藏位置信息" href="Javascript:void(0)">纸质馆藏</a><ul class="zzgcDiv"></ul></span><span class="caret-dw"></span></div></div></div></div></div><div class="div_dataset_turnpage"><div class="div_dataset_result_pagination"><span class="nowPage">1</span><span class="page"><a href="javascript:void(0);" onclick="turnPage(2);">2</a></span><span class="page"><a href="javascript:void(0);" onclick="turnPage(3);">3</a></span><span class="page"><a href="javascript:void(0);" onclick="turnNext();">下页</a></span></div><div style="clear:both;"></div></div><input type="hidden" 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" 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