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Earth Systems and Environment Journal - chinese

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<label id="lbl_site_name">Earth Systems and Environment Journal</label> </h2> </div> </div> <style> .Content_title { color: #060; background-color: #f8f8f8; border-radius: 10px; padding: 15px; margin-top: 20px; display: block; margin-right: 10px; margin-left: 10px; font-family: 'DroidKufi-Regular'; font-size: 30px; box-shadow: 0px 0px 5px #adadad; border-bottom: 8px solid #b9915e!important; } </style> <table id="ContentPlaceHolder1_ViewTable" style="width:&#32;100%;&#32;height:&#32;400px;"> <tr valign="top"> <td align="center"> <div id="main"> <div> <table cellspacing="10" id="ContentPlaceHolder1_DetailsView1" style="height:50px;width:100%;"> <tr> <td align="justify" colspan="2"> <html> <head> <meta charset="utf-8"> <title>Untitled Document</title> </head> <body style="direction: rtl; text-align: right;"> <img class=img-fluid alt="" class="img-responsive" src="/Images/902888/Untitled-2%20copy.jpg" width="100%" height="auto"> <h2 style="text-align: center;">《地球系统与环境》杂志<br> 2017至2022年发表的文章</h2> <p><a href="https://www.springer.com/journal/41748?detailsPage=pltci_3138733">《地球系统与环境》杂志</a> 发表同行评议的原创研究和评论文章，涉及与地球科学和环境相关的广泛主题。 该杂志由 Springer 与沙特阿拉伯阿卜杜勒阿齐兹国王大学 (KAU) 联合出版。 该杂志选择有助于我们理解地球系统相互作用组成部分（例如大气、海洋、冰冻圈、陆地、水圈等）的结构和行为的文章。 特别强调控制气候和气候变化的物理和生物地球化学过程。 ESEV 在 SCOPUS（CiteScore 2019=2.0、CiteScore 2020=3.7 和 CiteScore 2021=7.1）和新兴资源引文索引 (ESCI) 中被索引，预计将在 2021 年获得其第一个影响因子。</p> <hr> <h3>主题</h3> <p>发表的文章涵盖了广泛的科学主题。 这些分类如下：</p> <table class="table table-bordered"> <tbody> <tr> <td><a href="https://esev.kau.edu.sa/Pages-Agriculture.aspx">农业</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Marine-Science.aspx">海洋科学</a></td> </tr> <tr> <td><a href="https://esev.kau.edu.sa/Pages-COVID-19.aspx">新冠肺炎</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Meteorology-and-Climate.aspx">气象与气候</a></td> </tr> <tr> <td><a href="https://esev.kau.edu.sa/Pages-CMIP6.aspx">IPCC CMIP6</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Remote-Sensing-and-GIS.aspx">遥感与GIS</a></td> </tr> <tr> <td><a href="https://esev.kau.edu.sa/Pages-Drought.aspx">干旱</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Water-Resources.aspx">水资源</a></td> </tr> <tr> <td><a href="https://esev.kau.edu.sa/Pages-Environmental-Sciences.aspx">环境科学</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Geology.aspx">地质学</a></td> </tr> </tbody> </table> <hr> <h3>国别</h3> <p>许多针对特定地理区域或国家的已发表论文均按“国家”分类，可以按以下方式访问：</p> <table class="table table-bordered"> <tbody> <tr> <td><a href="https://esev.kau.edu.sa/Pages-Afghanistan.aspx">阿富汗</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Jordan.aspx">约旦</a></td> </tr> <tr> <td><a href="https://esev.kau.edu.sa/Pages-Algeria.aspx">阿尔及利亚</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Pakistan.aspx">巴基斯坦</a></td> </tr> <tr> <td><a href="https://esev.kau.edu.sa/Pages-Argentina.aspx">阿根廷</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Peru.aspx">秘鲁</a></td> </tr> <tr> <td><a href="https://esev.kau.edu.sa/Pages-Bahrain.aspx">巴林</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Senegal.aspx">塞内加尔</a></td> </tr> <tr> <td><a href="https://esev.kau.edu.sa/Pages-Bangladesh.aspx">孟加拉国</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Kenya.aspx">肯尼亚</a></td> </tr> <tr> <td><a href="https://esev.kau.edu.sa/Pages-Belize.aspx">伯利兹</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Kuwait.aspx">科威特</a></td> </tr> <tr> <td><a href="https://esev.kau.edu.sa/Pages-Benin.aspx">贝宁</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Liberia.aspx">利比里亚</a></td> </tr> <tr> <td><a href="https://esev.kau.edu.sa/Pages-Bolivia.aspx">玻利维亚</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Malaysia.aspx">马来西亚</a></td> </tr> <tr> <td><a href="https://esev.kau.edu.sa/Pages-Bhutan.aspx">不丹</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Mali.aspx">马里</a></td> </tr> <tr> <td><a href="https://esev.kau.edu.sa/Pages-Burkina-Faso.aspx">布基纳法索</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Mauritania.aspx">毛里塔尼亚</a></td> </tr> <tr> <td><a href="https://esev.kau.edu.sa/Pages-Brazil.aspx">巴西</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Mexico.aspx">墨西哥</a></td> </tr> <tr> <td><a href="https://esev.kau.edu.sa/Pages-Cameroon.aspx">喀麦隆</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Morocco.aspx">摩洛哥</a></td> </tr> <tr> <td><a href="https://esev.kau.edu.sa/Pages-Canada.aspx">加拿大</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Nepal.aspx">尼泊尔</a></td> </tr> <tr> <td><a href="https://esev.kau.edu.sa/Pages-Chile.aspx">智利</a></td> <td><a href="https://esev.kau.edu.sa/Pages-New-Zealand.aspx">新西兰</a></td> </tr> <tr> <td><a href="https://esev.kau.edu.sa/Pages-China.aspx">中国</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Niger.aspx">尼日尔</a></td> </tr> <tr> <td><a href="https://esev.kau.edu.sa/Pages-Colombia.aspx">哥伦比亚</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Nigeria.aspx">尼日利亚</a></td> </tr> <tr> <td><a href="https://esev.kau.edu.sa/Pages-Cuba.aspx">古巴</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Oman.aspx">阿曼</a></td> </tr> <tr> <td><a href="https://esev.kau.edu.sa/Pages-Dominican-Republic.aspx">多明尼加共和国</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Saudi-Arabia.aspx">沙特阿拉伯</a></td> </tr> <tr> <td><a href="https://esev.kau.edu.sa/Pages-Ecuador.aspx">厄瓜多尔</a></td> <td><a href="https://esev.kau.edu.sa/Pages-South-America.aspx">南美洲</a></td> </tr> <tr> <td><a href="https://esev.kau.edu.sa/Pages-Egypt.aspx">埃及</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Spain.aspx">西班牙</a></td> </tr> <tr> <td><a href="https://esev.kau.edu.sa/Pages-El-Salvador.aspx">萨尔瓦多</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Sri-Lanka.aspx">斯里兰卡</a></td> </tr> <tr> <td><a href="https://esev.kau.edu.sa/Pages-Ethiopia.aspx">埃塞俄比亚</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Sudan.aspx">苏丹</a></td> </tr> <tr> <td><a href="https://esev.kau.edu.sa/Pages-France.aspx">法国</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Tanzania.aspx">坦桑尼亚</a></td> </tr> <tr> <td><a href="https://esev.kau.edu.sa/Pages-Germany.aspx">德国</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Turkey.aspx">火鸡</a></td> </tr> <tr> <td><a href="https://esev.kau.edu.sa/Pages-Ghana.aspx">加纳</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Ukraine.aspx">乌克兰</a></td> </tr> <tr> <td><a href="https://esev.kau.edu.sa/Pages-Greece.aspx">希腊</a></td> <td><a href="https://esev.kau.edu.sa/Pages-United-Arab-Emirates.aspx">阿拉伯联合酋长国</a></td> </tr> <tr> <td><a href="https://esev.kau.edu.sa/Pages-Guatemala.aspx">危地马拉</a></td> <td><a href="https://esev.kau.edu.sa/Pages-United-Kingdom.aspx">英国</a></td> </tr> <tr> <td><a href="https://esev.kau.edu.sa/Pages-Guinea.aspx">几内亚</a></td> <td><a href="https://esev.kau.edu.sa/Pages-United-States-of-America.aspx">美国</a></td> </tr> <tr> <td><a href="https://esev.kau.edu.sa/Pages-Honduras.aspx">洪都拉斯</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Uruguay.aspx">乌拉圭</a></td> </tr> <tr> <td><a href="https://esev.kau.edu.sa/Pages-India.aspx">印度</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Vietnam.aspx">越南</a></td> </tr> <tr> <td><a href="https://esev.kau.edu.sa/Pages-Iraq.aspx">伊拉克</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Venezuela.aspx">委内瑞拉</a></td> </tr> <tr> <td><a href="https://esev.kau.edu.sa/Pages-Italy.aspx">意大利</a></td> <td><a href="https://esev.kau.edu.sa/Pages-West-Africa.aspx">西非（非洲西部</a></td> </tr> <tr> <td><a href="https://esev.kau.edu.sa/Pages-Ivory-Coast.aspx">象牙海岸</a></td> </tr> </tbody> </table> <hr> <h3>卷和期数</h3> <p>ESEV 在 2017、2018、2019、2020 和 2021 年出版了与地球系统科学和环境相关的问题。 它们可通过以下链接获得：</p> <table class="table table-bordered"> <tbody> <tr> <td colspan="1">第一卷 01 (2017)</td> <td colspan="1">第一卷 02 (2018)</td> <td colspan="1">第一卷 03 (2019)</td> <td colspan="1">第一卷 04 (2020)</td> <td colspan="1">第一卷 05 (2021)</td> <td colspan="1">第一卷 06 (2022)</td> </tr> <tr> <td><a href="https://esev.kau.edu.sa/Pages-volume-01-Issues-01-2017.aspx">第一期 01</a></td> <td><a href="https://esev.kau.edu.sa/Pages-volume-02-Issues-01-2018.aspx">第一期 01</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Volume-03-Issues-01-2019.aspx">第一期 01</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Volume-04-Issues-01-2020.aspx">第一期 01</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Volume-05-Issues-01-2021.aspx">第一期 01</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Volume-06-Issues-01-2022.aspx">第一期 01</a></td> </tr> <tr> <td><a href="https://esev.kau.edu.sa/Pages-volume-01-Issues-02-2017.aspx">第一期 02</a></td> <td><a href="https://esev.kau.edu.sa/Pages-volume-02-Issues-02-2018.aspx">第一期 02</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Volume-03-Issues-02-2019.aspx">第一期 02</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Volume-04-Issues-02-2020.aspx">第一期 02</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Volume-05-Issues-02-2021.aspx">第一期 02</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Volume-05-online-2021.aspx">在线的 </a></td> </tr> <tr> <td>&nbsp;</td> <td><a href="https://esev.kau.edu.sa/Pages-volume-02-Special-Issue-2018.aspx">第一期 03</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Volume-03-Issues-03-2019.aspx">第一期 03</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Volume-04-Issues-03-2020.aspx">第一期 03</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Volume-05-Issues-03-2021.aspx">第一期 03</a></td> <td>&nbsp;</td> </tr> <tr> <td>&nbsp;</td> <td>&nbsp;</td> <td>&nbsp;</td> <td><a href="https://esev.kau.edu.sa/Pages-Volume-04-Issues-04-2020.aspx">第一期 04</a></td> <td><a href="https://esev.kau.edu.sa/Pages-Volume-05-Issues-04-2021.aspx">第一期 04</a></td> <td>&nbsp;</td> </tr> </tbody> </table> <hr> <h3>特刊:</h3> <p>《地球系统与环境》 <a href="https://www.kau.edu.sa/Files/902888/Files/159810_vol20180203.pdf">特刊 </a>杂志还在2018年由世界气候变化影响研究中心在巴基斯坦伊斯兰堡举办的有关气候变化科学与政策国际会议上发表了一些特刊。这些特刊包括气候科学、水、农业、粮食安全，气候变化影响、减缓巴基斯坦气候变化的讨论研究。如果想看这些文章请点击以下链接 <a href="https://www.kau.edu.sa/Files/902888/Files/159810_vol20180203.pdf">(特刊)</a>.</p> <hr> <h3>与提交研究文章有关的说明</h3> <p>该杂志欢迎来自世界各地投稿。论文是否接受取决于其主题是否符合期刊的研究内容，论文的原创性和科学价值。</p> <hr> <h3>编辑主任</h3> <p>撰稿人可以通过以下网址投递稿件</p> <p><a href="https://www.springer.com/journal/41748/editors?detailsPage=pltci_3138733">https://www.springer.com/journal/41748/editors?detailsPage=pltci_3138733</a></p> <p>作者可以通过以下方式提交他们的文章：</p> <p><a href="https://www.editorialmanager.com/esev/default.aspx">https://www.editorialmanager.com/esev/default.aspx</a></p> <p>请使用 ESEV 网站注册 <a href="https://www.editorialmanager.com/esev/Default.aspx">“现在注册”</a> 如果这是您第一次向期刊投稿，请选择此选项。</p> <hr> <h3>作者说明和教程</h3> <p>可以在此处访问有关提交过程的信息和教程：</p> <ul> <li> <a href="https://www.springer.com/earth+sciences+and+geography/earth+system+sciences/journal/41748?detailsPage=pltci_3138733">发表说明</a></li> <li><a href="https://www.ariessys.com/wp-content/uploads/EM-Author-English.pdf">发表介绍</a></li> </ul> </body> </html> </td> </tr> </table> </div> </div> <hr 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