{"currentpage":1,"firstResult":0,"maxresult":10,"pagecode":5,"pageindex":{"endPagecode":5,"startPagecode":1},"records":[{"abstractinfo":"选择若干种油漆样品和若干种底材,按标准方法进行<span style=\"color:red\">拉开法</span>附着力试验,对试验结果进行了分析比较,并由此探讨了<span style=\"color:red\">拉开法</span>附着力试验测试结果的影响因素.结果表明底材越粗糙或越厚测试数据越大,样板与试柱对接与否对试验数据的影响略小,底材越厚越坚硬对测试结果影响越小,胶粘剂的粘结力越强,测试数据越大,拉伸速度对测试结果无明显影响.","authors":[{"authorName":"於杰","id":"458ee03b-a407-445d-b2b3-084723208e1f","originalAuthorName":"於杰"}],"doi":"10.3969/j.issn.0253-4312.2012.07.017","fpage":"67","id":"f2cf5d86-3c6a-4ee2-aff6-bec275c48c64","issue":"7","journal":{"abbrevTitle":"TLGY","coverImgSrc":"journal/img/cover/TLGY.jpg","id":"61","issnPpub":"0253-4312","publisherId":"TLGY","title":"涂料工业   "},"keywords":[{"id":"4345e5b6-bd0c-4953-978d-413c7a26b04d","keyword":"漆膜","originalKeyword":"漆膜"},{"id":"053599b9-781f-472f-ac6b-176a7c29231f","keyword":"附着力","originalKeyword":"附着力"},{"id":"a446a943-1501-4184-9202-442d36ac97bb","keyword":"<span style=\"color:red\">拉开法</span>","originalKeyword":"拉开法"},{"id":"76c0cc1c-c9cf-4cc7-bc5b-f7df87f48079","keyword":"胶粘剂","originalKeyword":"胶粘剂"},{"id":"15fdad5d-770b-44a7-a89b-f36247916558","keyword":"影响因素","originalKeyword":"影响因素"}],"language":"zh","publisherId":"tlgy201207017","title":"<span style=\"color:red\">拉开法</span>附着力试验测试结果影响因素的探讨","volume":"42","year":"2012"},{"abstractinfo":"叙述了影响无机硅富锌涂料<span style=\"color:red\">拉开法</span>附着力测定的关键因素和注意事项.","authors":[{"authorName":"徐国强","id":"f8256be5-f3c0-4c0b-a467-1b3e94bb102e","originalAuthorName":"徐国强"}],"doi":"10.3969/j.issn.0253-4312.2004.01.012","fpage":"34","id":"0ccda536-d718-43ff-84fb-853bab945a0b","issue":"1","journal":{"abbrevTitle":"TLGY","coverImgSrc":"journal/img/cover/TLGY.jpg","id":"61","issnPpub":"0253-4312","publisherId":"TLGY","title":"涂料工业   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style=\"color:red\">拉开法</span>附着力测试中底材、仪器、试验组合、胶粘剂等和划格法附着力测试中切割刀具、胶带等因素对结果的影响,从而对检测条件提出了合理化建议.","authors":[{"authorName":"丁新艳","id":"9223232c-a891-4ffd-9daa-3191bff394d6","originalAuthorName":"丁新艳"},{"authorName":"刘新群","id":"ccc2207c-5885-46cc-9793-75035a3e73a2","originalAuthorName":"刘新群"},{"authorName":"谭帅霞","id":"0d7ce0f8-d2de-4608-b3cc-33bc158921b7","originalAuthorName":"谭帅霞"},{"authorName":"邓凯","id":"b2b6d1ac-6971-48f8-9920-09817d9e818a","originalAuthorName":"邓凯"},{"authorName":"王进","id":"53aea3ee-eeec-4cc7-804d-a2113d644fd0","originalAuthorName":"王进"}],"doi":"","fpage":"60","id":"70af974e-f58c-4e48-9e5b-ba40f7863ef3","issue":"2","journal":{"abbrevTitle":"TLGY","coverImgSrc":"journal/img/cover/TLGY.jpg","id":"61","issnPpub":"0253-4312","publisherId":"TLGY","title":"涂料工业   "},"keywords":[{"id":"1c9efc67-8ca1-4121-bc31-6f4eb763cb11","keyword":"附着力","originalKeyword":"附着力"},{"id":"b8f22da9-98be-4124-a734-79a4a17d7d93","keyword":"<span style=\"color:red\">拉开法</span>","originalKeyword":"拉开法"},{"id":"45fdac7a-c073-45e1-a87a-78e3caa2c46b","keyword":"划格试验","originalKeyword":"划格试验"}],"language":"zh","publisherId":"tlgy201402012","title":"涂膜附着力测试的探讨与建议","volume":"44","year":"2014"},{"abstractinfo":"分别采用划格法和<span style=\"color:red\">拉开法</span>测量了机械镀锌层与A3钢片的结合强度.结果表明:划格法只能定性地对镀层结合性能进行评价,其结果不能准确反映镀层的结合强度;<span style=\"color:red\">拉开法</span>则能较准确地定量反映镀层的结合强度,且随着镀层厚度的增加,镀层结合强度呈下降趋势.","authors":[{"authorName":"国礼杰","id":"800033b2-8d0a-447e-8355-a4337eaf4e14","originalAuthorName":"国礼杰"},{"authorName":"何明奕","id":"64d1dee5-fcfb-4ae6-b03d-ed3aadf2fcef","originalAuthorName":"何明奕"},{"authorName":"王胜民","id":"31c2893c-5054-4718-8b43-47cc56cd106a","originalAuthorName":"王胜民"},{"authorName":"钟福平","id":"23476275-ef09-4db7-a714-f52d9c8e91a1","originalAuthorName":"钟福平"}],"doi":"","fpage":"28","id":"ae741339-a8c3-4a1b-9dd1-25b7cf99c238","issue":"4","journal":{"abbrevTitle":"DDYTS","coverImgSrc":"journal/img/cover/DDYTS.jpg","id":"21","issnPpub":"1004-227X","publisherId":"DDYTS","title":"电镀与涂饰   "},"keywords":[{"id":"0c5d2d90-4b63-48ce-8e6b-2f717c348706","keyword":"机械镀锌","originalKeyword":"机械镀锌"},{"id":"0b9bf930-1dd9-4d87-a1b4-7164d287e270","keyword":"结合强度","originalKeyword":"结合强度"},{"id":"f973f22f-9f74-423a-81f9-144d289df3c7","keyword":"划格测试","originalKeyword":"划格测试"},{"id":"d6dfd559-8939-4166-ac35-7e3279138428","keyword":"<span style=\"color:red\">拉开</span>测试","originalKeyword":"拉开测试"}],"language":"zh","publisherId":"ddyts200804010","title":"<span style=\"color:red\">拉开</span>测试法评定机械镀锌层的结合强度","volume":"27","year":"2008"},{"abstractinfo":"近年来,变系数非线性发展方程受到越来越多的关注. 2008年王明亮等提出了一种新的方法,即(G’/G)展<span style=\"color:red\">开法</span>.将(G’/G)展<span style=\"color:red\">开法</span>首次尝试应用到变系数非线性发展方程中,并以广义变系数Burgers方程为例,成功得到了在系数满足一定条件时新的精确解；又尝试将该展<span style=\"color:red\">开法</span>进行新的扩展,再一次对广义变系数Burgers方程求解,又成功得到了一些新解.实践证明,该展<span style=\"color:red\">开法</span>不仅易于求解常系数非线性发展方程,而且对变系数非线性发展方程仍很高效、简洁、实用,并且具有广泛的应用前景.","authors":[{"authorName":"庞晶","id":"ce81ac20-289d-42b7-a46b-35bba250a7b4","originalAuthorName":"庞晶"},{"authorName":"靳玲花","id":"5de09bac-531f-460d-b3c1-19d46a346952","originalAuthorName":"靳玲花"},{"authorName":"应孝梅","id":"385d16a6-7243-4213-bab4-1f93f0f740b5","originalAuthorName":"应孝梅"}],"doi":"10.3969/j.issn.1007-5461.2011.06.005","fpage":"674","id":"ff1f051f-176b-4861-9c83-263f89a22bec","issue":"6","journal":{"abbrevTitle":"LZDZXB","coverImgSrc":"journal/img/cover/LZDZXB.jpg","id":"53","issnPpub":"1007-5461","publisherId":"LZDZXB","title":"量子电子学报   "},"keywords":[{"id":"0cc0a561-1e74-41f7-84b7-8ea3edca8226","keyword":"非线性发展方程","originalKeyword":"非线性发展方程"},{"id":"7ad7b821-a1f2-48c5-8774-31b03932a381","keyword":"精确解","originalKeyword":"精确解"},{"id":"815a666a-0a5c-4f7d-bbd0-6264c2d6c7ae","keyword":"(G’/G)展<span style=\"color:red\">开法</span>","originalKeyword":"(G’/G)展开法"},{"id":"f3e9ce37-b805-450e-926f-c2237a9cdeb1","keyword":"广义变系数Burgers方程","originalKeyword":"广义变系数Burgers方程"}],"language":"zh","publisherId":"lzdzxb201106005","title":"利用(G’/G)展<span style=\"color:red\">开法</span>求解广义变系数Burgers方程","volume":"28","year":"2011"},{"abstractinfo":"应用改进的G/G'展<span style=\"color:red\">开法</span>构造出Zhiber-Shabat(ZS)方程的20组精确解,这些解的类型主要包含双曲函数通解、三角函数通解和有理函数通解三种形式.对解的性质进行了相应分析,当对双曲函数通解中的参数取特殊值时,可以得到孤立波解.当对三角函数通解中的参数取特殊值时,可以得到对应的周期波函数解.实践证明,应用改进的G/G'展<span style=\"color:red\">开法</span>能够得到方程一些新的精确解,扩大了解的范围.","authors":[{"authorName":"冯庆江","id":"4de601ad-a39b-468b-a36c-fc0996113294","originalAuthorName":"冯庆江"},{"authorName":"杨世玲","id":"51d8419e-682a-4744-b6d2-ecc511374b14","originalAuthorName":"杨世玲"}],"doi":"10.3969/j.issn.1007-5461.2013.06.007","fpage":"684","id":"b02df218-1b11-4331-ab6d-37eb3568de36","issue":"6","journal":{"abbrevTitle":"LZDZXB","coverImgSrc":"journal/img/cover/LZDZXB.jpg","id":"53","issnPpub":"1007-5461","publisherId":"LZDZXB","title":"量子电子学报   "},"keywords":[{"id":"5853dc06-0934-4695-93ac-8a4514b310b3","keyword":"非线性方程","originalKeyword":"非线性方程"},{"id":"95d95eb8-adf2-4733-98ce-850ca4965c7e","keyword":"改进的G/G'展<span style=\"color:red\">开法</span>","originalKeyword":"改进的G/G'展开法"},{"id":"7029a4f9-bf81-4970-a6d0-96d087415718","keyword":"ZS方程","originalKeyword":"ZS方程"},{"id":"a69b4b1d-1320-4e49-a019-313f65672625","keyword":"孤立波解","originalKeyword":"孤立波解"},{"id":"06bbb351-594d-4d48-ba24-41d83ac04af8","keyword":"周期波解","originalKeyword":"周期波解"}],"language":"zh","publisherId":"lzdzxb201306007","title":"应用改进的G/G'展<span style=\"color:red\">开法</span>求ZS方程的精确解","volume":"30","year":"2013"},{"abstractinfo":"应用改进的G'/G2展<span style=\"color:red\">开法</span>构造出Zakharov方程的18组精确解,这些解主要包括双曲函数通解、三角函数通解和有理函数通解三种形式.当对双曲函数通解中的参数取特殊值时,可以得到孤立波解.对三角函数通解中的参数取特殊值时,可以得到对应的周期波函数解.实践证明,应用改进的G'/G2展<span style=\"color:red\">开法</span>能够得到Zakharov方程一些新的精确解,扩大了解的范围,这种方法对于研究非线性光学和量子光学具有非常广泛的应用意义.","authors":[{"authorName":"冯庆江","id":"1c82dc86-f931-4333-967a-7a025bbfd9ff","originalAuthorName":"冯庆江"},{"authorName":"肖绍菊","id":"8a7c4d54-5600-4473-885a-e256b61385cb","originalAuthorName":"肖绍菊"}],"doi":"10.3969/j.issn.1007-5461.2015.01.006","fpage":"40","id":"5c031a23-351b-4f4f-a6cd-3f8fa98d67c2","issue":"1","journal":{"abbrevTitle":"LZ","coverImgSrc":"journal/img/cover/LZ.jpg","id":"52","issnPpub":"1005-4006","publisherId":"LZ","title":"连铸"},"keywords":[{"id":"6ef24673-597c-47fc-afbd-b5681689e194","keyword":"非线性方程","originalKeyword":"非线性方程"},{"id":"8ef6cd3b-8877-4dc9-b4e9-256c42a9effd","keyword":"改进的G'/G2展<span style=\"color:red\">开法</span>","originalKeyword":"改进的G'/G2展开法"},{"id":"b91ffd1c-c4f8-4231-9f4f-a991504a9c1e","keyword":"Zakharov方程","originalKeyword":"Zakharov方程"},{"id":"a05bb6cd-8f5d-4c8f-b069-f664d9b66a40","keyword":"孤立波解","originalKeyword":"孤立波解"}],"language":"zh","publisherId":"lzdzxb201501006","title":"应用改进的G'/G2展<span style=\"color:red\">开法</span>求Zakharov方程的精确解","volume":"32","year":"2015"},{"abstractinfo":"exp[-(ψ)(ξ)]-展<span style=\"color:red\">开法</span>可用于求解变系数非线性发展方程,以广义变系数KdV-mKdV方程和变系数(2+1)维Broer-Kaup方程组为例实现了求解过程,获得了奇异行波解,包括指数函数解、双曲函数解、三角函数解及有理函数解,并通过取特殊值得到结(kink)型解.可见exp[-(ψ)(ξ)]-展<span style=\"color:red\">开法</span>适于变系数非线性发展方程的求解,且更具一般性.","authors":[{"authorName":"王晓利","id":"2be974f3-cc45-45f1-8f95-0df080a750b7","originalAuthorName":"王晓利"},{"authorName":"斯仁道尔吉","id":"11a3a7e7-6124-4452-bbea-d92dbffe2c0f","originalAuthorName":"斯仁道尔吉"}],"doi":"10.3969/j.issn.1007-5461.2016.06.006","fpage":"680","id":"facd5a64-6472-44a7-8a21-00a040b122ce","issue":"6","journal":{"abbrevTitle":"LZDZXB","coverImgSrc":"journal/img/cover/LZDZXB.jpg","id":"53","issnPpub":"1007-5461","publisherId":"LZDZXB","title":"量子电子学报   "},"keywords":[{"id":"cf433f55-d52d-496c-891b-aa6de9e9b0c4","keyword":"非线性方程","originalKeyword":"非线性方程"},{"id":"492c48a5-39e5-446f-9485-bf598b8afbb5","keyword":"精确解","originalKeyword":"精确解"},{"id":"0ba855ba-3b9b-43c4-a4e2-96a0e86c4a96","keyword":"exp[-(ψ)(ξ)]-展<span style=\"color:red\">开法</span>","originalKeyword":"exp[-(ψ)(ξ)]-展开法"}],"language":"zh","publisherId":"lzdzxb201606006","title":"基于exp[-(ψ)(ξ)]-展<span style=\"color:red\">开法</span>求变系数非线性发展方程的精确解","volume":"33","year":"2016"},{"abstractinfo":"利用富里叶级数展开作谐波数据处理同样可以同时测定腐蚀体系的瞬时腐蚀速度和塔菲尔斜率。富里叶级数的系数可以用计算机算出。这一方法对于激励正弦波信号的幅值大小没有任何限制。富里叶级数展<span style=\"color:red\">开法</span>的优点是,在较大的交流激励信号之下,相应的二次和三次谐波成份容易被精确地测出。利用适当的计算机程序,把富里叶级数展开和多元联立方程求解两个子程序结合起来,可以根据实验测得的最初三个谐波成份计算出腐蚀系统的腐蚀电流、阳极塔菲尔斜率和阴极塔菲尔斜率。这些理论考虑用0.5NH_2SO_4中的碳钢作了实验验证。","authors":[{"authorName":"徐乃欣","id":"463973f3-d750-48d5-987a-cbc89132fe88","originalAuthorName":"徐乃欣"},{"authorName":"J.L.Dawson","id":"2c8ac962-292a-474f-a08d-01b09e92fa04","originalAuthorName":"J.L.Dawson"},{"authorName":"G.E.Thompson","id":"20cc7e5f-74d4-475b-8b7a-8e9e4890162c","originalAuthorName":"G.E.Thompson"},{"authorName":"G.C.Wood","id":"5acd24df-e052-4c70-b21a-0cf2c714bb4d","originalAuthorName":"G.C.Wood"}],"categoryName":"|","doi":"","fpage":"167","id":"039d0da2-7e0d-41da-9ab5-d38ab0a0ee31","issue":"3","journal":{"abbrevTitle":"ZGFSYFHXB","coverImgSrc":"journal/img/cover/中国腐蚀封面19-3期-01.jpg","id":"81","issnPpub":"1005-4537","publisherId":"ZGFSYFHXB","title":"中国腐蚀与防护学报"},"keywords":[],"language":"zh","publisherId":"1005-4537_1984_3_11","title":"谐波分析测定瞬时腐蚀速度的研究  Ⅱ.富里叶级数展<span style=\"color:red\">开法</span>","volume":"4","year":"1984"},{"abstractinfo":"应用平面波展<span style=\"color:red\">开法</span>(PMW)计算了圆形立方品格、正方形立方晶格及正六边形立方晶格三种不同结构的二维空气柱光子晶体带隙结构.结果表明,空气柱光子晶体存在对应TE、TM模的完全禁带,并且圆形空气柱光子晶体存在完全带隙.比较而言,圆形空气柱立方晶格的TE模禁带与完全禁带最宽,最宽禁带宽度分别为0.137(ωa/2πc)与0.018(ωa/2 πc),正方形空气立方晶格的TM模禁带最宽,最宽禁带宽度为0.119(ωa/2πc).","authors":[{"authorName":"孙渤","id":"aeeaa3e4-6467-48cf-9e30-9ebe0d6931e4","originalAuthorName":"孙渤"},{"authorName":"赵红东","id":"f34bf243-5618-4615-88bf-5f7c65fa7cb5","originalAuthorName":"赵红东"},{"authorName":"冯嘉鹏","id":"0f44941e-0994-4533-8a20-f96ab5237490","originalAuthorName":"冯嘉鹏"},{"authorName":"郭正泽","id":"1a533c60-c0cd-42cc-8ef3-d1219acbf5ce","originalAuthorName":"郭正泽"},{"authorName":"姚奕洋","id":"4cc3e07d-b1e0-4da6-b443-ae4dd5440526","originalAuthorName":"姚奕洋"},{"authorName":"王炯杰","id":"641bd3f0-a3eb-4b2a-952f-8dbf193911f9","originalAuthorName":"王炯杰"}],"doi":"","fpage":"2399","id":"59dbd6a4-9e84-4ebd-a323-ae90ebe2733e","issue":"9","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":"39aab750-086e-4432-91e0-b1f4a94a6b1f","keyword":"光子晶体","originalKeyword":"光子晶体"},{"id":"7138b6e9-01ab-4e5c-8fa0-de4a4c7405b5","keyword":"平面波展<span style=\"color:red\">开法</span>","originalKeyword":"平面波展开法"},{"id":"a2813638-922c-492d-9d72-f9ca09d021b0","keyword":"带隙","originalKeyword":"带隙"},{"id":"08d5e631-bb69-418a-9312-075ac0671e5d","keyword":"空气柱立方晶格","originalKeyword":"空气柱立方晶格"}],"language":"zh","publisherId":"rgjtxb98201409039","title":"基于平面波展<span style=\"color:red\">开法</span>的二维立方晶格光子晶体带隙研究","volume":"43","year":"2014"}],"totalpage":10,"totalrecord":99}