{"currentpage":1,"firstResult":0,"maxresult":10,"pagecode":5,"pageindex":{"endPagecode":5,"startPagecode":1},"records":[{"abstractinfo":"对三元系不同结构<span style=\"color:red\">相平衡</span>进行了巨势法分析,确定了三元系不同结构<span style=\"color:red\">相平衡</span>的巨势法计算方法.采用亚正规溶体模型描述TTi-Al-Nb三元系中α,β和γ相的Gibbs自由能,由Ti-Al,Al-Nb和Nb-Ti二元系及Ti-Al-Nb三元系<span style=\"color:red\">相平衡</span>数据,计算了相互作用参数IαAINb,IαNbTi,IβTiAl,IβAINb,IβNbTi,IγNiAl,IγAlNb和IγNbTi.利用获得的热力学参数,运用巨势法对Ti-Al-Nb三元系1423-1673 K范围内α/β及α/γ<span style=\"color:red\">相平衡</span>进行了计算.计算结果与实测相图吻合得很好,证明本方法是可行的,获得的相互作用参数值是合理的.","authors":[{"authorName":"李俊涛","id":"79569a73-6ed6-49ab-994c-32261aeadd12","originalAuthorName":"李俊涛"},{"authorName":"蒋敏","id":"eff2bb70-7bf5-40a8-b688-546eda316632","originalAuthorName":"蒋敏"},{"authorName":"郝士明","id":"51d1a5f7-dbf0-4902-a56d-4df760f7a8e9","originalAuthorName":"郝士明"},{"authorName":"李世琼","id":"daeb9147-7a3a-4ca7-97f4-fe13a0aa7bc8","originalAuthorName":"李世琼"},{"authorName":"仲增墉","id":"88d402da-7a92-41a8-b4af-f6677c74c48b","originalAuthorName":"仲增墉"}],"doi":"10.3321/j.issn:0412-1961.2001.10.013","fpage":"1064","id":"c3e771f8-076e-4940-8fb4-9ee9c88e5093","issue":"10","journal":{"abbrevTitle":"JSXB","coverImgSrc":"journal/img/cover/JSXB.jpg","id":"48","issnPpub":"0412-1961","publisherId":"JSXB","title":"金属学报"},"keywords":[{"id":"3ffb02a5-12e9-4b77-a74f-adb47259d441","keyword":"Ti-Al-Nb三元系","originalKeyword":"Ti-Al-Nb三元系"},{"id":"f0639b19-c690-472a-bc47-6cef588b0d9b","keyword":"α/β<span style=\"color:red\">相平衡</span>","originalKeyword":"α/β相平衡"},{"id":"023d9a5e-ce0d-4454-b016-e102e893fa8d","keyword":"α/γ<span style=\"color:red\">相平衡</span>","originalKeyword":"α/γ相平衡"},{"id":"b270fb68-55fe-4ce6-af6c-e152dc9ce940","keyword":"巨势法","originalKeyword":"巨势法"},{"id":"dbd12d28-73bf-486c-8498-a52dc5224cb7","keyword":"热力学计算","originalKeyword":"热力学计算"}],"language":"zh","publisherId":"jsxb200110013","title":"Ti-Al-Nb三元系中α/β及α/γ<span style=\"color:red\">相平衡</span>的热力学计算","volume":"37","year":"2001"},{"abstractinfo":"本文从统计热力学理论出发，结合van der Waals-Platteeuw理想固溶体假设，给出HFCl52a和HCFCl41b简单气体水合物<span style=\"color:red\">相平衡</span>计算模型，并进行计算。计算结果与实验数据进行比较，很好吻合，正确反映了简单致冷剂水合物的<span style=\"color:red\">相平衡</span>规律。本研究为进一步混合气体水合物<span style=\"color:red\">相平衡</span>计算打下基础。","authors":[{"authorName":"曾丽","id":"f04a2a75-b712-447d-9be5-36e7f68b6c46","originalAuthorName":"曾丽"},{"authorName":"郭开华","id":"94dc13ce-549e-45d1-9c62-7b00b61cdd26","originalAuthorName":"郭开华"},{"authorName":"赵永利","id":"ca78ee3b-2091-4d43-8266-05c40e2092d2","originalAuthorName":"赵永利"},{"authorName":"舒碧芬","id":"320ffdb0-c735-4d9f-8e14-172ed17f5a80","originalAuthorName":"舒碧芬"},{"authorName":"赵佳威","id":"96641a62-415f-4c73-8117-32d94fe8e610","originalAuthorName":"赵佳威"}],"doi":"","fpage":"13","id":"ad0c3c7f-8a84-412b-ae3f-ae708eee2ce8","issue":"1","journal":{"abbrevTitle":"GCRWLXB","coverImgSrc":"journal/img/cover/GCRWLXB.jpg","id":"32","issnPpub":"0253-231X","publisherId":"GCRWLXB","title":"工程热物理学报   "},"keywords":[{"id":"72959bf3-71a9-492c-90ea-b45cb13ea808","keyword":"气体水合物","originalKeyword":"气体水合物"},{"id":"ad7ffb94-9f86-4e4c-af62-ed7b6ded60cf","keyword":"<span style=\"color:red\">相平衡</span>","originalKeyword":"相平衡"},{"id":"361bd928-f54c-4b92-a816-4e308e004262","keyword":"储能","originalKeyword":"储能"}],"language":"zh","publisherId":"gcrwlxb200001004","title":"致冷剂简单气体水合物<span style=\"color:red\">相平衡</span>计算","volume":"21","year":"2000"},{"abstractinfo":"用气<span style=\"color:red\">相平衡</span>扩散(VTE)法在α-偏硼酸钡单晶衬底上成功地制备出β-偏硼酸钡薄膜.使用X射线衍射技术(XRD)测试了样品的衍射峰,并比较了不同温度、不同保温时间、不同衬底方向对薄膜的影响.","authors":[{"authorName":"李利民","id":"caeb98ce-2937-456e-973f-adef66f0181a","originalAuthorName":"李利民"},{"authorName":"刘军芳","id":"05be7662-5632-4af5-801a-5e469e9a676d","originalAuthorName":"刘军芳"},{"authorName":"杨秋红","id":"e7604ba5-ee7b-4ee4-98af-e738da18c446","originalAuthorName":"杨秋红"},{"authorName":"周国清","id":"4097d872-b8f3-4e7b-9016-e36e5a310fa9","originalAuthorName":"周国清"},{"authorName":"徐军","id":"4358c159-00a4-41c1-881d-84c1ad548af3","originalAuthorName":"徐军"}],"doi":"10.3969/j.issn.1000-985X.2005.05.018","fpage":"853","id":"2cab32b3-8a98-4e85-a649-7f7ef774c475","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":"ccaea525-47de-4635-b14b-84bc7beb5d3f","keyword":"β-偏硼酸钡薄膜","originalKeyword":"β-偏硼酸钡薄膜"},{"id":"2424f70c-19fd-4faf-a085-862562648542","keyword":"气<span style=\"color:red\">相平衡</span>扩散","originalKeyword":"气相平衡扩散"},{"id":"d5d9f4d3-c390-460c-a0b2-3dc23f8729c7","keyword":"制备工艺","originalKeyword":"制备工艺"}],"language":"zh","publisherId":"rgjtxb98200505018","title":"气<span style=\"color:red\">相平衡</span>扩散法制备β-BBO薄膜","volume":"34","year":"2005"},{"abstractinfo":"设计了一套包含恒温水槽、转动载样系统和微量取样的半微量<span style=\"color:red\">相平衡</span>与萃取<span style=\"color:red\">平衡</span>的实验装置, 并测定了几种盐的溶解度, 与文献报道结果一致.","authors":[{"authorName":"岳涛","id":"7b77381c-8ccf-4907-b283-cfecb3d655e6","originalAuthorName":"岳涛"},{"authorName":"高世扬","id":"86bbfb90-83f5-4126-8cbd-3b76ac23ea57","originalAuthorName":"高世扬"},{"authorName":"夏树屏","id":"12db828a-dacb-4681-b2d2-0eebadcae6a1","originalAuthorName":"夏树屏"}],"doi":"10.3969/j.issn.0258-7076.2000.03.016","fpage":"238","id":"4a8ab064-687f-4b7d-b486-85a5c8bba955","issue":"3","journal":{"abbrevTitle":"XYJS","coverImgSrc":"journal/img/cover/XYJS.jpg","id":"67","issnPpub":"0258-7076","publisherId":"XYJS","title":"稀有金属"},"keywords":[{"id":"7772897b-60cf-4515-818e-e2191c5723dd","keyword":"半微量<span style=\"color:red\">相平衡</span>装置","originalKeyword":"半微量相平衡装置"},{"id":"fb784ca9-d846-46d0-ae92-35316bb1b511","keyword":"半微量萃取<span style=\"color:red\">平衡</span>装置","originalKeyword":"半微量萃取平衡装置"},{"id":"4f5dc483-7613-4912-9fcc-d0d44c0e5105","keyword":"溶解度测定","originalKeyword":"溶解度测定"}],"language":"zh","publisherId":"xyjs200003016","title":"稀有金属的半微量<span style=\"color:red\">相平衡</span>与萃取<span style=\"color:red\">平衡</span>实验装置","volume":"24","year":"2000"},{"abstractinfo":"本文基于馏分实沸点蒸馏(TBP)曲线,分别采用虚拟组分法(PC法)和连续热力学法(CT法),建立了生物油热力学性质的预测模型,研究了生物油的<span style=\"color:red\">相平衡</span>和比热容性质.将比热容的预测值与实验值进行了比较,比较结果显示虚拟组分法和连续热力学法都可应用于生物油热力学性质的预测,而连续热力学法的预测结果优于虚拟组分法.本文利用连续热力学法得出了某种生物油泡点蒸汽压和比热容随温度的变化关系,研究结果显示生物油的比热容随温度近似成线性关系,而饱和蒸汽压成二次曲线关系.","authors":[{"authorName":"程文龙","id":"f0987e65-d5bd-4dbf-aa34-1501efbbc4b8","originalAuthorName":"程文龙"},{"authorName":"谢鲲","id":"aeb1e126-cd9c-4f73-80ff-336f4109bbab","originalAuthorName":"谢鲲"},{"authorName":"赵锐","id":"03b5f581-2146-46a6-9491-968ddb19913f","originalAuthorName":"赵锐"},{"authorName":"朱锡锋","id":"5bc60267-7038-47a8-9b6d-c5a86357cd72","originalAuthorName":"朱锡锋"}],"doi":"","fpage":"24","id":"48886128-8387-40a1-a604-edcf7ebeb312","issue":"1","journal":{"abbrevTitle":"GCRWLXB","coverImgSrc":"journal/img/cover/GCRWLXB.jpg","id":"32","issnPpub":"0253-231X","publisherId":"GCRWLXB","title":"工程热物理学报   "},"keywords":[{"id":"526dbc60-a686-430a-86e9-961eab9550ba","keyword":"生物油","originalKeyword":"生物油"},{"id":"36a92382-fd25-447c-bcf7-d46d663df803","keyword":"<span style=\"color:red\">相平衡</span>","originalKeyword":"相平衡"},{"id":"89d34ab6-584a-46b6-801b-408466046d0d","keyword":"比热容","originalKeyword":"比热容"},{"id":"fc2f6a0d-edbb-4d1a-8712-513d896e9a4e","keyword":"虚拟组分法","originalKeyword":"虚拟组分法"},{"id":"8fc7646a-7cc4-4333-8ce2-ceee34f82fba","keyword":"连续热力学","originalKeyword":"连续热力学"}],"language":"zh","publisherId":"gcrwlxb201001006","title":"生物油气液<span style=\"color:red\">相平衡</span>与比热容研究","volume":"31","year":"2010"},{"abstractinfo":"采用热分析以及合金<span style=\"color:red\">平衡</span>组织结构分析,对Mg-Zn-Y系Mg91.4Zn7.2Y14合金中的相变及其相关<span style=\"color:red\">相平衡</span>进行了研究.结果表明,Mg91.4Zn7.2Y1.4合金在440℃时处于α-Mg固溶体和准晶Ⅰ的两<span style=\"color:red\">相平衡</span>;450℃时处于α-Mg固溶体、液相Liq和三元化合物W的三<span style=\"color:red\">相平衡</span>.Mg91.4Zn7.2Y14合金在446.8℃时发生了Ⅰ+α-Mg→Liq+W四相包共晶转变.温度超过477.3℃,Mg914Zn7.2Y1.4合金中W相不再稳态存在,500℃时合金处于α-Mg和液相两<span style=\"color:red\">相平衡</span>.","authors":[{"authorName":"刘博书","id":"95c1e479-6d6a-42d7-8200-6f9cec14db5c","originalAuthorName":"刘博书"},{"authorName":"李洪晓","id":"eb1262a9-89ba-4bdf-b728-238aeb92fbeb","originalAuthorName":"李洪晓"},{"authorName":"任玉平","id":"23d3b9dd-f048-49a6-898e-570f2fa2aa6f","originalAuthorName":"任玉平"},{"authorName":"蒋敏","id":"d4b4cefd-8e9e-4e3c-8520-4267d3cace6e","originalAuthorName":"蒋敏"},{"authorName":"秦高梧","id":"40ab5649-d3a1-4565-9a02-9d1c7ec4e9a4","originalAuthorName":"秦高梧"}],"doi":"10.14186/j.cnki.1671-6620.2016.02.010","fpage":"128","id":"53d3e6ba-3245-418e-b349-f4e2aff173a9","issue":"2","journal":{"abbrevTitle":"CLYYJXB","coverImgSrc":"journal/img/cover/CLYYJXB.jpg","id":"17","issnPpub":"1671-6620","publisherId":"CLYYJXB","title":"材料与冶金学报"},"keywords":[{"id":"34c79f58-688d-4424-ba53-ee4cb7a3c581","keyword":"Mg-Zn-Y系","originalKeyword":"Mg-Zn-Y系"},{"id":"35692e0a-de3b-40ab-818b-1b7aaf616092","keyword":"相变","originalKeyword":"相变"},{"id":"bbd70d7c-15fe-4120-94dd-2fdb2f5c31a7","keyword":"<span style=\"color:red\">相平衡</span>","originalKeyword":"相平衡"}],"language":"zh","publisherId":"clyyjxb201602010","title":"Mg91.4Zn7.2Y1.4合金中的相变及<span style=\"color:red\">相平衡</span>","volume":"15","year":"2016"},{"abstractinfo":"本文基于计算复杂化学<span style=\"color:red\">平衡</span>的最小G值法,对湿法烟气脱硫系统中SO2溶于石灰石浆液的过程进行了数学建模,并根据数学模型开发了计算气一液一固三相<span style=\"color:red\">相平衡</span>线的软件.为了验证计算软件并分析SO2在石灰石浆液中的溶解特性,分别计算了SO2溶于纯水的气一液相<span style=\"color:red\">相平衡</span>、CaCO3溶于纯水的固一液相<span style=\"color:red\">相平衡</span>以及SO2溶于石灰石浆液的气一液一固三相<span style=\"color:red\">相平衡</span>,最后与SO2溶于纯水的<span style=\"color:red\">相平衡</span>计算结果进行了对比分析.计算结果符合相应的溶解规律并与文献中给出的数据基本一致,因此该计算方法可以用来准确计算气一液一固三相反应化学<span style=\"color:red\">平衡</span>.","authors":[{"authorName":"刘入维","id":"aa7b8a4b-8c57-464b-934c-6700b83133af","originalAuthorName":"刘入维"},{"authorName":"周屈兰","id":"8d5336e4-65cc-49bc-86fd-793b9c5ddfd5","originalAuthorName":"周屈兰"},{"authorName":"惠世恩","id":"7872a7b0-45fd-42a8-816d-612f790adc13","originalAuthorName":"惠世恩"},{"authorName":"赵钦新","id":"3dc9db25-2914-4613-bee1-81cdc7c351f0","originalAuthorName":"赵钦新"}],"doi":"","fpage":"1689","id":"7ad28509-8be3-46ba-a397-bb0a670eb1ef","issue":"10","journal":{"abbrevTitle":"GCRWLXB","coverImgSrc":"journal/img/cover/GCRWLXB.jpg","id":"32","issnPpub":"0253-231X","publisherId":"GCRWLXB","title":"工程热物理学报   "},"keywords":[{"id":"cd30532c-93e9-4ce3-9b3b-9100fae89298","keyword":"<span style=\"color:red\">相平衡</span>线","originalKeyword":"相平衡线"},{"id":"f0c26b23-2110-4cac-b20a-3544dd1d3acc","keyword":"液气比","originalKeyword":"液气比"},{"id":"bcb13ec5-36d2-4e29-9d38-63bf68ccc541","keyword":"最小G值法","originalKeyword":"最小G值法"},{"id":"0bfb6efe-7896-490c-987e-96f91ad59fbf","keyword":"湿法脱硫","originalKeyword":"湿法脱硫"}],"language":"zh","publisherId":"gcrwlxb201010017","title":"湿法烟气脱硫反应三<span style=\"color:red\">相平衡</span>线的计算","volume":"31","year":"2010"},{"abstractinfo":"氢氟烃+润滑油体系的气液<span style=\"color:red\">相平衡</span>性质近年来受到了广泛关注,国际上已有一批相关实验数据发表.本文研究了状态方程法模型描述氢氟烃+润滑油体系气液<span style=\"color:red\">相平衡</span>性质的适用性,分析了混合规则和溶液模型的影响,针对不同类型的体系建立了相应的<span style=\"color:red\">相平衡</span>预测模型,较好地再现了多种氢氟烃+POE、BAB润滑油体系的气液<span style=\"color:red\">相平衡</span>性质.","authors":[{"authorName":"侯树鑫","id":"1647728a-0cb7-43ae-b811-104b250a1994","originalAuthorName":"侯树鑫"},{"authorName":"段远源","id":"81a58a91-5dc6-4236-a9f3-761596d7435c","originalAuthorName":"段远源"},{"authorName":"王晓东","id":"c5c41132-f6b3-442e-9eda-7fb6671bedbf","originalAuthorName":"王晓东"}],"doi":"","fpage":"927","id":"512460eb-f06c-4a83-a816-a64f228717c2","issue":"6","journal":{"abbrevTitle":"GCRWLXB","coverImgSrc":"journal/img/cover/GCRWLXB.jpg","id":"32","issnPpub":"0253-231X","publisherId":"GCRWLXB","title":"工程热物理学报   "},"keywords":[{"id":"e97ebb5b-df45-40cd-8fcd-5a89247e99da","keyword":"气液<span style=\"color:red\">相平衡</span>","originalKeyword":"气液相平衡"},{"id":"c3a1a67d-09e3-4973-819d-351b784ac961","keyword":"状态方程","originalKeyword":"状态方程"},{"id":"e22f756d-719f-44b4-8b69-5a51959779a0","keyword":"混合规则","originalKeyword":"混合规则"},{"id":"59374b54-b862-440b-81a2-20ac25b3ad0e","keyword":"氢氟烃","originalKeyword":"氢氟烃"},{"id":"2ab3758e-176f-4851-8866-6cf82b6df69d","keyword":"润滑油","originalKeyword":"润滑油"}],"language":"zh","publisherId":"gcrwlxb200806007","title":"氢氟烃+润滑油混合物气液<span style=\"color:red\">相平衡</span>模型","volume":"29","year":"2008"},{"abstractinfo":"本文在测定HFCl52a/HCFCl41b和HFCl34a/HCFCl41b二元气体水合物<span style=\"color:red\">相平衡</span>数据的基础上[3],建立二元混合气体水合物计算模型和方法.利用Wilson活度系数理论和Langmuir 等温吸附理论建立了水合物相各组成的逸度计算模型,并依据水合物中客体分子的逸度<span style=\"color:red\">平衡</span>条件进行了混合水合物的<span style=\"color:red\">相平衡</span>计算.计算结果正确地表征混合气体水合物<span style=\"color:red\">相平衡</span>特性,并与实验数据较精确吻合.","authors":[{"authorName":"曾丽","id":"0d8aebfd-7149-4fcd-9837-0e8d9b9c9391","originalAuthorName":"曾丽"},{"authorName":"郭开华","id":"5a284e16-f717-4512-85b2-f65fb52cdf45","originalAuthorName":"郭开华"},{"authorName":"赵永利","id":"35a419c2-713d-49ac-8422-d9b432c1ec53","originalAuthorName":"赵永利"},{"authorName":"舒碧芬","id":"c917e4ef-90f7-45fe-ab12-3ce3622d2220","originalAuthorName":"舒碧芬"}],"doi":"","fpage":"269","id":"06137e6b-f44e-4e30-ad7a-29ec74e5c388","issue":"3","journal":{"abbrevTitle":"GCRWLXB","coverImgSrc":"journal/img/cover/GCRWLXB.jpg","id":"32","issnPpub":"0253-231X","publisherId":"GCRWLXB","title":"工程热物理学报   "},"keywords":[{"id":"338d32a8-c6d6-4fef-b86d-45631b6b0165","keyword":"气体水合物","originalKeyword":"气体水合物"},{"id":"ea41653b-2454-4157-9aa5-db275ba2a9b4","keyword":"混合","originalKeyword":"混合"},{"id":"4b1b03f4-da1b-4639-b597-437478aa6669","keyword":"<span style=\"color:red\">相平衡</span>","originalKeyword":"相平衡"},{"id":"9839132e-44fe-4fb5-bc21-d35547a07584","keyword":"计算模型","originalKeyword":"计算模型"}],"language":"zh","publisherId":"gcrwlxb200003002","title":"二元致冷剂气体水合物<span style=\"color:red\">相平衡</span>计算","volume":"21","year":"2000"},{"abstractinfo":"用巨势法分析了三元系的<span style=\"color:red\">相平衡</span>问题.计算了Ti-Al-Nb系中α/β在1150℃和1400℃的<span style=\"color:red\">相平衡</span>,采用亚正规溶体模型描述了Ti-Al-Nb系α和β相的Gibbs自由能.计算结果与实测相图相符,证明本方法是可行的,使用的相互作用参数值是正确的","authors":[{"authorName":"蒋敏","id":"2a074366-a0c4-45ef-bea1-dc1d19382fe4","originalAuthorName":"蒋敏"},{"authorName":"李俊涛","id":"8a328fe4-1d20-4056-90f0-b5176bf610d3","originalAuthorName":"李俊涛"},{"authorName":"郝士明","id":"18d6f6d4-c499-4b47-a4b1-60b45bbc386e","originalAuthorName":"郝士明"}],"categoryName":"|","doi":"","fpage":"477","id":"04dcb4d2-17c0-40a6-b9db-485bfec76bd2","issue":"5","journal":{"abbrevTitle":"CLYJXB","coverImgSrc":"journal/img/cover/CLYJXB.jpg","id":"16","issnPpub":"1005-3093","publisherId":"CLYJXB","title":"材料研究学报"},"keywords":[{"id":"a0e30521-1cd4-402c-a9f0-1b818da3a11f","keyword":"Ti-Al-Nb系","originalKeyword":"Ti-Al-Nb系"},{"id":"1a74481d-6572-4079-8bb8-014546f67bfc","keyword":"α/β phase equilibrium","originalKeyword":"α/β phase equilibrium"},{"id":"49c93493-8f46-47b4-a952-c266548bfbc8","keyword":" grand potential method","originalKeyword":" grand potential method"},{"id":"897356ca-8285-473f-bfa7-82c14bc921e5","keyword":" thermodynamic calculation","originalKeyword":" thermodynamic calculation"}],"language":"zh","publisherId":"1005-3093_1998_5_10","title":"Ti-Al-Nb系α/β<span style=\"color:red\">相平衡</span>的热力学计算","volume":"12","year":"1998"}],"totalpage":407,"totalrecord":4068}