{"currentpage":1,"firstResult":0,"maxresult":10,"pagecode":5,"pageindex":{"endPagecode":5,"startPagecode":1},"records":[{"abstractinfo":"在高温状态下,镍基单晶超合金的变形、损伤及断裂<span style=\"color:red\">分析</span>中,孔洞的长大都起着主要的作用.本研究进行了系列的蠕变、疲劳及热机械疲劳(TMF)试验.对试件的断面进行的SEM观察表明,所<span style=\"color:red\">有</span>的断面都是<span style=\"color:red\">有</span>许多小断面构成,在断面的中心,至少<span style=\"color:red\">有</span>一个孔洞.孔洞的尺寸与加载的条件相关.使用<span style=\"color:red\">晶体</span>塑性<span style=\"color:red\">有限元</span>程序对单胞模型进行<span style=\"color:red\">分析</span>,模拟孔洞的长大规律.给出了蠕变和弹塑性两种条件下的模拟结果及不同的<span style=\"color:red\">晶体</span>取向对孔穴长大的影响结果.对孔洞长大的<span style=\"color:red\">有限元分析</span><span style=\"color:red\">有</span>助于对实验结果的理解.","authors":[{"authorName":"王毅","id":"3692a1e5-eec8-45a5-84d8-5ba7c33bcdaa","originalAuthorName":"王毅"},{"authorName":"岳珠峰","id":"4f2d0062-d8da-4484-b7dc-a910f5fa8021","originalAuthorName":"岳珠峰"},{"authorName":"","id":"27049b18-4f46-41ab-8e56-bc59b7024c69","originalAuthorName":""}],"doi":"","fpage":"39","id":"7fca42a7-43a7-433b-b28b-7e0eabc1aa85","issue":"1","journal":{"abbrevTitle":"XYJSCLYGC","coverImgSrc":"journal/img/cover/XYJSCLYGC.jpg","id":"69","issnPpub":"1002-185X","publisherId":"XYJSCLYGC","title":"稀有金属材料与工程"},"keywords":[{"id":"02a39b64-93e3-4a0e-bf8e-c10ad37008a0","keyword":"空洞长大","originalKeyword":"空洞长大"},{"id":"19cc94d8-5dee-43b5-8abb-4daddc072ddf","keyword":"镍基单晶超合金","originalKeyword":"镍基单晶超合金"},{"id":"628d5f05-283f-41e1-b5a5-e5b8d4f5e4c4","keyword":"<span style=\"color:red\">晶体</span><span style=\"color:red\">有限元分析</span>","originalKeyword":"晶体有限元分析"},{"id":"988618c8-f8db-403d-b95a-fb6de1b13398","keyword":"蠕变","originalKeyword":"蠕变"},{"id":"fb8fb45c-bf74-4330-b78c-1ab7f760fa73","keyword":"疲劳","originalKeyword":"疲劳"},{"id":"c4e67d9f-6164-4175-8c3f-e3ec6af6e17c","keyword":"热机械疲劳(TMF)","originalKeyword":"热机械疲劳(TMF)"}],"language":"zh","publisherId":"xyjsclygc200601010","title":"镍基单晶超合金中孔洞长大的试验和<span style=\"color:red\">有限元分析</span>","volume":"35","year":"2006"},{"abstractinfo":"<span style=\"color:red\">晶体</span>塑性理论已被广泛应用于现<span style=\"color:red\">有</span>的<span style=\"color:red\">有限元分析</span>中,从微观角度来模拟和预测<span style=\"color:red\">晶体</span>材料的宏观各向异性力学行为及塑性变形过程中织构的演化与发展.现<span style=\"color:red\">有</span>的<span style=\"color:red\">晶体</span>塑性理论框架核心主要基于由滑移引起的塑性变形机制,在预测由滑移和孪晶引起塑性变形的材料力学响应方面还不够完善.本文以具<span style=\"color:red\">有</span>密排六方(HCP)结构的变形镁合金塑性变形过程为例,综述了以滑移和孪晶为核心的<span style=\"color:red\">晶体</span>塑性理论的理论研究和应用现状,重点评述了现<span style=\"color:red\">有</span>孪晶的数值实现方法,并预测了相应理论的发展方向.","authors":[{"authorName":"王娜","id":"8cdf452e-1659-4cc4-8d06-1ec7aaba98cc","originalAuthorName":"王娜"},{"authorName":"雷丽萍","id":"77ebe85a-01e7-4c99-9bd2-4755ff607d6f","originalAuthorName":"雷丽萍"},{"authorName":"方刚","id":"7a2fad5f-3077-4e89-8d10-0b680bfb6e08","originalAuthorName":"方刚"},{"authorName":"曾攀","id":"9c594f97-3098-45cd-88de-89e114ba1160","originalAuthorName":"曾攀"}],"doi":"10.3969/j.issn.0258-7076.2008.06.019","fpage":"766","id":"14810e93-ceb0-430b-8da1-dcaf0852180c","issue":"6","journal":{"abbrevTitle":"XYJS","coverImgSrc":"journal/img/cover/XYJS.jpg","id":"67","issnPpub":"0258-7076","publisherId":"XYJS","title":"稀有金属"},"keywords":[{"id":"0d1aab80-c7b2-4e5d-b84c-80b7dbbdba51","keyword":"<span style=\"color:red\">晶体</span>塑性","originalKeyword":"晶体塑性"},{"id":"eda6b483-874a-4867-83c3-055e32711098","keyword":"滑移","originalKeyword":"滑移"},{"id":"47ed672f-dae4-4249-b078-71f3756b75a5","keyword":"孪晶","originalKeyword":"孪晶"},{"id":"afc500ae-0cd2-4075-80ea-f00351c9b3f6","keyword":"镁合金","originalKeyword":"镁合金"},{"id":"12143a09-2e89-4b86-aa85-7582b123019d","keyword":"<span style=\"color:red\">有限元</span>法","originalKeyword":"有限元法"}],"language":"zh","publisherId":"xyjs200806019","title":"镁合金变形的<span style=\"color:red\">晶体</span>塑性<span style=\"color:red\">有限元分析</span>","volume":"32","year":"2008"},{"abstractinfo":"为了求得KDP<span style=\"color:red\">晶体</span>的应力-应变曲线以及材料的屈服应力,基于圣维南定理和实验得到的材料性能参数建立了KDP<span style=\"color:red\">晶体</span>的压痕过程仿真模型,利用ABAQUS<span style=\"color:red\">有限元分析</span>软件对KDP<span style=\"color:red\">晶体</span>压痕过程进行了<span style=\"color:red\">有限元</span>仿真,得到了KDP<span style=\"color:red\">晶体</span>的载荷-位移曲线和加/卸载过程中的等效应力变化规律.仿真结果表明:加载过程中最大应力集中在压头尖角处,卸载后最大应力分布在压头棱边所留下的压痕处,KDP<span style=\"color:red\">晶体</span>材料的屈服应力为120 MPa.","authors":[{"authorName":"王洪祥","id":"8b2962b8-471a-4274-bedb-0838bf93ebb1","originalAuthorName":"王洪祥"},{"authorName":"马恩财","id":"4b448578-2c75-49c4-9c44-c73805416220","originalAuthorName":"马恩财"},{"authorName":"高石","id":"c688b800-fba8-4e5a-b2b4-365ea7db0189","originalAuthorName":"高石"},{"authorName":"黄志群","id":"af1ce209-7faa-45ed-9186-4bad97526030","originalAuthorName":"黄志群"},{"authorName":"许乔","id":"40fda94a-4d9a-49f4-b605-f0db1c7b4fd1","originalAuthorName":"许乔"},{"authorName":"侯晶","id":"22c2f5bd-9061-4869-aa82-74b9347cd59b","originalAuthorName":"侯晶"}],"doi":"","fpage":"40","id":"d0471afe-1535-4036-a52d-098d8530aee4","issue":"1","journal":{"abbrevTitle":"CLKXYGY","coverImgSrc":"journal/img/cover/CLKXYGY.jpg","id":"14","issnPpub":"1005-0299","publisherId":"CLKXYGY","title":"材料科学与工艺"},"keywords":[{"id":"b6eef6b1-ce3a-4931-a93a-32839921d07c","keyword":"KDP<span style=\"color:red\">晶体</span>","originalKeyword":"KDP晶体"},{"id":"a621f3f9-4554-4bc3-8de7-65dd8368da66","keyword":"力学性能","originalKeyword":"力学性能"},{"id":"f3d697ee-13e3-4e33-ada6-bc2bf16963e9","keyword":"压痕试验","originalKeyword":"压痕试验"},{"id":"5c0c03e6-7615-477d-8408-80177d619b0e","keyword":"<span style=\"color:red\">有限元分析</span>","originalKeyword":"有限元分析"}],"language":"zh","publisherId":"clkxygy200901010","title":"磷酸二氢钾(KDP)<span style=\"color:red\">晶体</span>纳米压痕过程的<span style=\"color:red\">有限元分析</span>","volume":"17","year":"2009"},{"abstractinfo":"金属材料的各向异性对板材成形性能具<span style=\"color:red\">有</span>很大影响.本文建立了率无关多<span style=\"color:red\">晶体</span><span style=\"color:red\">有限元</span>模型,并将取向空间中的<span style=\"color:red\">晶体</span>取向分配给各个单元的积分点.从而对面心立方金属轧制板材冲压过程中制耳的大小和分布,采用<span style=\"color:red\">晶体</span>塑性<span style=\"color:red\">有限元分析</span>,并通过试验结果进行验证.高纯铝板在轧制过程主要形成高强的旋转立方织构,织构组分比较单一,因此具<span style=\"color:red\">有</span>明显的制耳现象,并且制耳呈45°方位.","authors":[{"authorName":"张少睿","id":"ddaefbd5-0305-45bb-a9ee-9e5a1262dd06","originalAuthorName":"张少睿"},{"authorName":"李大永","id":"8d94f820-6632-48fc-be1a-765aacd078e5","originalAuthorName":"李大永"},{"authorName":"罗应兵","id":"69089d86-95ef-4a21-a05a-2707289e5c29","originalAuthorName":"罗应兵"},{"authorName":"彭颖红","id":"2aceb0f2-daec-457a-ab02-985fb71a2f3b","originalAuthorName":"彭颖红"}],"doi":"10.3969/j.issn.1673-2812.2004.04.003","fpage":"479","id":"147dcfb0-3c1d-4b52-a120-00c2ad0db5d1","issue":"4","journal":{"abbrevTitle":"CLKXYGCXB","coverImgSrc":"journal/img/cover/CLKXYGCXB.jpg","id":"13","issnPpub":"1673-2812","publisherId":"CLKXYGCXB","title":"材料科学与工程学报"},"keywords":[{"id":"abb6665f-4226-4af7-9993-0fb4aa14adc6","keyword":"面心立方金属","originalKeyword":"面心立方金属"},{"id":"166f8389-0c60-4e62-9c30-b588392c9458","keyword":"率无关","originalKeyword":"率无关"},{"id":"118b23c9-ccec-4b18-acb4-5a057bf49e6b","keyword":"织构","originalKeyword":"织构"},{"id":"8a38ff89-d9c5-4b22-b3d1-030f9b15e0b1","keyword":"多<span style=\"color:red\">晶体</span>塑性模型","originalKeyword":"多晶体塑性模型"}],"language":"zh","publisherId":"clkxygc200404003","title":"冷轧高纯铝板深冲过程的率无关多<span style=\"color:red\">晶体</span><span style=\"color:red\">有限元分析</span>","volume":"22","year":"2004"},{"abstractinfo":"以大型商用<span style=\"color:red\">有限元</span>软件ABAQUS为计算平台,基于等参梯度单元法的思想,建立功能梯度材料结构的<span style=\"color:red\">有限元分析</span>模型,进行<span style=\"color:red\">有限元</span>计算<span style=\"color:red\">分析</span>.数值算例表明,等参梯度<span style=\"color:red\">有限</span>单元法的应力和位移计算结果均与解析解吻合得很好.根据设计组分材料Y-TZP弹性模量的三种工况,讨论了弹性模量梯度系数对<span style=\"color:red\">有限元</span>计算结果的影响.通过<span style=\"color:red\">有限元</span>网格加密的数值算例,发现等参梯度<span style=\"color:red\">有限</span>单元法具<span style=\"color:red\">有</span>精度高和收敛快的特点.","authors":[{"authorName":"黄立新","id":"1bab33e3-a262-4abb-b772-c1ec5f171917","originalAuthorName":"黄立新"},{"authorName":"杨真真","id":"8ce08e1b-89d6-4671-bcfc-109b9672e49f","originalAuthorName":"杨真真"},{"authorName":"张晓磊","id":"939f0224-cbb7-4f51-acdb-87246d6740cf","originalAuthorName":"张晓磊"},{"authorName":"阳明","id":"361acf9b-b7bd-4cb1-8e10-ed5a123e9135","originalAuthorName":"阳明"}],"doi":"","fpage":"33","id":"aa6be404-5c37-453b-ab54-4ff686f4e09b","issue":"2","journal":{"abbrevTitle":"BLGFHCL","coverImgSrc":"journal/img/cover/BLGFHCL.jpg","id":"6","issnPpub":"1003-0999","publisherId":"BLGFHCL","title":"玻璃钢/复合材料"},"keywords":[{"id":"38639eea-aada-4d76-9715-1a9b1ccc998a","keyword":"功能梯度材料","originalKeyword":"功能梯度材料"},{"id":"325c6ac6-59fd-4e2a-964a-20f8531e063c","keyword":"等参梯度单元","originalKeyword":"等参梯度单元"},{"id":"d4bf3da3-de75-435c-9f60-46f1917478ba","keyword":"梯度系数","originalKeyword":"梯度系数"},{"id":"e1f0b5bc-11d9-473b-bf65-6242b2c2f4ac","keyword":"<span style=\"color:red\">有限元分析</span>","originalKeyword":"有限元分析"}],"language":"zh","publisherId":"blgfhcl201402007","title":"基于ABAQUS的功能梯度材料等参梯度<span style=\"color:red\">有限元分析</span>","volume":"","year":"2014"},{"abstractinfo":"本文对玻璃钢板加固混凝土梁界面应力进行了<span style=\"color:red\">有限元分析</span>,研究了不同玻璃钢板长度、厚度对界面应力的影响,得到了界面应力随玻璃钢板长度、厚度变化的规律.<span style=\"color:red\">有限元</span>计算结果与试验结果吻合较好.","authors":[{"authorName":"丁亚红","id":"0b52b660-8686-437a-ab6c-16c1b8de4099","originalAuthorName":"丁亚红"},{"authorName":"张春生","id":"28c22a11-6823-4fad-b96b-6937e610893e","originalAuthorName":"张春生"},{"authorName":"曾宪桃","id":"362b62ab-62cc-4fb6-89ed-a72c22c93a17","originalAuthorName":"曾宪桃"}],"doi":"10.3969/j.issn.1003-0999.2005.05.002","fpage":"6","id":"838bc80e-69b3-4fc8-8f3b-a2c988f38baf","issue":"5","journal":{"abbrevTitle":"BLGFHCL","coverImgSrc":"journal/img/cover/BLGFHCL.jpg","id":"6","issnPpub":"1003-0999","publisherId":"BLGFHCL","title":"玻璃钢/复合材料"},"keywords":[{"id":"f432672b-7db5-4fec-8111-e3bcadf54bbe","keyword":"玻璃钢板","originalKeyword":"玻璃钢板"},{"id":"ab2a5e86-9eee-4e38-afbf-c809243e2b88","keyword":"界面应力","originalKeyword":"界面应力"},{"id":"d1792b7c-6781-431c-9051-eed7abafefb9","keyword":"<span style=\"color:red\">有限元分析</span>","originalKeyword":"有限元分析"}],"language":"zh","publisherId":"blgfhcl200505002","title":"玻璃钢板加固混凝土梁界面应力<span style=\"color:red\">有限元分析</span>","volume":"","year":"2005"},{"abstractinfo":"本文基于ABAQUS建立了二维声子<span style=\"color:red\">晶体</span>体波能带结构的<span style=\"color:red\">有限元</span>计算方法.该方法首先利用周期性边界条件和Bloch定理,将周期结构的<span style=\"color:red\">有限元</span>离散特征方程化归到一个周期单胞内的复系数特征方程,然后将其分为实部和虚部两组方程,并在周期单胞边界上应用Bloch定理,求解得到的实数特征方程,获得频散曲线.与已<span style=\"color:red\">有</span>计算方法相比,该方法在适用性、计算速度、精确度和收敛性等方面具<span style=\"color:red\">有</span>明显的优越性.在此基础上使用发展的<span style=\"color:red\">有限元</span>方法<span style=\"color:red\">分析</span>研究了不同形状的声子<span style=\"color:red\">晶体</span>微腔的能带结构特性.结果表明这些<span style=\"color:red\">晶体</span>结构对于特定频率的声波可以将其限制在声子<span style=\"color:red\">晶体</span>微腔内,在一定环境下<span style=\"color:red\">有</span>着较好的吸声降噪功能.","authors":[{"authorName":"李建宝","id":"9549c714-bd7f-4818-8e04-69d3360a8cf4","originalAuthorName":"李建宝"},{"authorName":"汪越胜","id":"2f4749c7-51dc-4d54-b716-1778f03f299c","originalAuthorName":"汪越胜"},{"authorName":"张传增","id":"7fbaa5f7-4706-41f6-8330-a2d2130c0726","originalAuthorName":"张传增"}],"doi":"","fpage":"649","id":"deafaf63-7593-4101-b3ac-6f6d0680b5a4","issue":"3","journal":{"abbrevTitle":"RGJTXB","coverImgSrc":"journal/img/cover/RGJTXB.jpg","id":"57","issnPpub":"1000-985X","publisherId":"RGJTXB","title":"人工晶体学报"},"keywords":[{"id":"9e9d3e01-bc44-4534-ab97-ddde0d1281a4","keyword":"声子<span style=\"color:red\">晶体</span>","originalKeyword":"声子晶体"},{"id":"d66dec02-f6ef-42d4-83c1-d047ee84f367","keyword":"周期结构","originalKeyword":"周期结构"},{"id":"cc20fba5-c0d8-480b-810e-4f6cb7820e02","keyword":"微腔","originalKeyword":"微腔"},{"id":"491de92c-06c9-4e28-be96-73212c3f56b2","keyword":"能带结构","originalKeyword":"能带结构"},{"id":"283d8c29-e63d-4e05-b086-807933bca04a","keyword":"<span style=\"color:red\">有限元</span>法","originalKeyword":"有限元法"}],"language":"zh","publisherId":"rgjtxb98201003019","title":"二维声子<span style=\"color:red\">晶体</span>微腔能带结构的<span style=\"color:red\">有限元分析</span>与设计","volume":"39","year":"2010"},{"abstractinfo":"运用ANSYS<span style=\"color:red\">有限元</span>软件对波纹管进行应力<span style=\"color:red\">分析</span>,得出波纹管应力集中位置,借助Fatigue tool模块,采用E-N方法进行疲劳寿命<span style=\"color:red\">分析</span>,得到波纹管的疲劳寿命分布.<span style=\"color:red\">有限元分析</span>结果与经验公式及试验结果的比较,得出<span style=\"color:red\">有限元</span>模拟结果比经验公式更加接近试验结果.最后指出了在进行波纹管疲劳寿命<span style=\"color:red\">有限元分析</span>过程中需要注意的问题.","authors":[{"authorName":"陈友恒","id":"4925a9c9-1c69-4b23-aba5-fcca1ccacc5d","originalAuthorName":"陈友恒"},{"authorName":"段玫","id":"247fb553-2ca8-4d64-b07e-da9a6b629f9c","originalAuthorName":"段玫"}],"doi":"","fpage":"62","id":"8b1cf414-2a1e-4629-91b0-c19dd1f5a0e4","issue":"1","journal":{"abbrevTitle":"CLKFYYY","coverImgSrc":"journal/img/cover/CLKFYYY.jpg","id":"10","issnPpub":"1003-1545","publisherId":"CLKFYYY","title":"材料开发与应用"},"keywords":[{"id":"5886d6ab-e059-4401-b3b1-fb9034c39d54","keyword":"波纹管","originalKeyword":"波纹管"},{"id":"cafdd6ce-a31f-44b1-9e57-e485c0f73d90","keyword":"<span style=\"color:red\">有限元</span>","originalKeyword":"有限元"},{"id":"8bf655a2-c160-4754-a192-287f03701c3e","keyword":"疲劳寿命","originalKeyword":"疲劳寿命"}],"language":"zh","publisherId":"clkfyyy201301014","title":"U形波纹管疲劳寿命<span style=\"color:red\">有限元分析</span>","volume":"28","year":"2013"},{"abstractinfo":"利用具<span style=\"color:red\">有</span>非线性<span style=\"color:red\">分析</span>能力的Marc2000/Mentat2000<span style=\"color:red\">有限元分析</span>系统,对尾翼片进行<span style=\"color:red\">有限元分析</span>,动态模拟了尾翼片的装配和贮存过程的应力应变状态;根据<span style=\"color:red\">分析</span>结果,提出了尾翼片与固定裙装配部位应进行结构上的改进.","authors":[{"authorName":"宣卫芳","id":"8fd5036e-6998-40f8-889c-5b87221acd57","originalAuthorName":"宣卫芳"},{"authorName":"许明","id":"2896d94b-0eac-4225-bd31-b34ad928dedc","originalAuthorName":"许明"},{"authorName":"邓爱民","id":"22aa672c-d16d-45d2-8ed7-8ac944ae04ff","originalAuthorName":"邓爱民"},{"authorName":"杨万均","id":"e4210748-65a8-495d-8d85-941f8cfd4f15","originalAuthorName":"杨万均"},{"authorName":"王家林","id":"126866bf-2c3c-4d5e-9296-48fc01beb307","originalAuthorName":"王家林"}],"doi":"10.3969/j.issn.1001-4381.2003.z1.100","fpage":"304","id":"8106b7c5-bd31-4bda-b1a2-5a1a5a1367bf","issue":"z1","journal":{"abbrevTitle":"CLGC","coverImgSrc":"journal/img/cover/CLGC.jpg","id":"9","issnPpub":"1001-4381","publisherId":"CLGC","title":"材料工程"},"keywords":[{"id":"804f510b-d637-4c6b-a32d-44cc96380669","keyword":"<span style=\"color:red\">有限元分析</span>","originalKeyword":"有限元分析"},{"id":"fbfb311d-ee76-4058-a277-8447c992b5bb","keyword":"尾翼片","originalKeyword":"尾翼片"},{"id":"0c3e8321-06f1-4f34-a59a-17ea1093efe4","keyword":"总等效塑性应变","originalKeyword":"总等效塑性应变"},{"id":"52e57954-8d8c-4697-bd15-9302ce835c22","keyword":"应力","originalKeyword":"应力"},{"id":"dbe14ca9-230c-4560-acd6-197fc9b2cbc0","keyword":"应变","originalKeyword":"应变"}],"language":"zh","publisherId":"clgc2003z1100","title":"某型特种弹尾翼片的<span style=\"color:red\">有限元分析</span>","volume":"","year":"2003"},{"abstractinfo":"本文根据SiC<span style=\"color:red\">晶体</span>PVT生长炉的实际提出了生长系统温度场计算的流体力学模型,采用<span style=\"color:red\">有限元</span>法<span style=\"color:red\">分析</span>了生长腔内的热传导、辐射和对流对生长腔内和生长<span style=\"color:red\">晶体</span>中温度空间分布的影响.通过对生长腔内及生长<span style=\"color:red\">晶体</span>中温度瞬态和稳态分布的<span style=\"color:red\">分析</span>,得出在加热的初始阶段腔内气体对流对坩埚内的温度分布<span style=\"color:red\">有</span>较大影响,在系统热平衡后辐射对腔内温度分布起决定作用的结论.","authors":[{"authorName":"张群社","id":"48122f1d-a6c9-47ea-af86-5e2f8dce40de","originalAuthorName":"张群社"},{"authorName":"陈治明","id":"3852ed56-9a98-4cf9-a978-3bf3d65d2571","originalAuthorName":"陈治明"},{"authorName":"蒲红斌","id":"3cf96c1f-b7be-4b40-b6ab-58a36fa028ac","originalAuthorName":"蒲红斌"},{"authorName":"李留臣","id":"3e339d60-9b09-46ef-8a92-d879468d1222","originalAuthorName":"李留臣"},{"authorName":"封先锋","id":"2b7d9fcd-e330-408f-8ca4-1210218d6f58","originalAuthorName":"封先锋"},{"authorName":"巩泽龙","id":"ad867427-72de-4c5a-8461-c3250672780d","originalAuthorName":"巩泽龙"}],"doi":"10.3969/j.issn.1000-985X.2005.05.013","fpage":"828","id":"6e0231b8-2b60-4cea-b963-813ce4f76d9c","issue":"5","journal":{"abbrevTitle":"RGJTXB","coverImgSrc":"journal/img/cover/RGJTXB.jpg","id":"57","issnPpub":"1000-985X","publisherId":"RGJTXB","title":"人工晶体学报"},"keywords":[{"id":"014bdbe5-b968-47cb-b942-534466068f8d","keyword":"SiC<span style=\"color:red\">晶体</span>","originalKeyword":"SiC晶体"},{"id":"9a988843-75a4-4fdb-ae64-3c38f0e6beda","keyword":"PVT法","originalKeyword":"PVT法"},{"id":"274d8711-f2b6-44f8-b4fc-f481e5202f62","keyword":"流体力学模型","originalKeyword":"流体力学模型"},{"id":"f0f674d8-5d0f-4fa8-9dc8-39e4a9b4d677","keyword":"温度场","originalKeyword":"温度场"}],"language":"zh","publisherId":"rgjtxb98200505013","title":"SiC<span style=\"color:red\">晶体</span>PVT生长系统的流体力学模型及其<span style=\"color:red\">有限元分析</span>","volume":"34","year":"2005"}],"totalpage":15692,"totalrecord":156918}