{"currentpage":1,"firstResult":0,"maxresult":10,"pagecode":5,"pageindex":{"endPagecode":5,"startPagecode":1},"records":[{"abstractinfo":"普适无标法中系数A_(isP)的准确性与所选参考相有关。本文给出了参考相选择的判据。当提供测量的样品数目多于样品所含相的相数时,应用最小二乘法能得到较为理想的结果,可满足一般定量相分析的要求。","authors":[{"authorName":"林树智","id":"9f2049ec-421c-4d18-baf4-f688de4803c2","originalAuthorName":"林树智"},{"authorName":"张喜章","id":"aef4597e-ff76-4a64-8cf7-1552292b13ba","originalAuthorName":"张喜章"},{"authorName":"王文忠","id":"852c01e9-9bd2-4d8b-9918-3a51bdeb5f39","originalAuthorName":"王文忠"}],"categoryName":"|","doi":"","fpage":"137","id":"932e727a-f699-4e32-91e5-18bc86cb84f6","issue":"2","journal":{"abbrevTitle":"JSXB","coverImgSrc":"journal/img/cover/JSXB.jpg","id":"48","issnPpub":"0412-1961","publisherId":"JSXB","title":"金属学报"},"keywords":[{"id":"faa265ba-b70a-4623-8532-df3a264df2b5","keyword":"X射线相定量分析","originalKeyword":"X射线相定量分析"},{"id":"a050de58-d89f-4f5c-8786-14d7c750fc62","keyword":"data processing","originalKeyword":"data processing"}],"language":"zh","publisherId":"0412-1961_1989_2_18","title":"普适X射线无标定量相分析法的数据处理","volume":"25","year":"1989"},{"abstractinfo":"X射线定量相分析的无标样法等一系列新方法都要求解联立方程组。经常出现的病态方程组在求解过程中误差的传递和叠加会使解得的结果误差很大,甚至得到不合理的负解。本文提出一种利用各种可能组合的最小二乘法方程组求得的解,采用抛弃平均法处理求得较精确可靠的物相定量结果的新方法。实际分析表明,该新方法简便实用,可得到理想的结果。","authors":[{"authorName":"郭常霖","id":"64fb85c3-d6c9-4e73-8d60-0c59ebe4f395","originalAuthorName":"郭常霖"},{"authorName":"黄月鸿","id":"19035c47-6e38-4b25-8bf7-187e4c31befc","originalAuthorName":"黄月鸿"}],"categoryName":"|","doi":"","fpage":"142","id":"4ac06310-64f9-42ab-8278-82297f50d007","issue":"3","journal":{"abbrevTitle":"JSXB","coverImgSrc":"journal/img/cover/JSXB.jpg","id":"48","issnPpub":"0412-1961","publisherId":"JSXB","title":"金属学报"},"keywords":[{"id":"d0f42325-6701-4833-ae4b-eb67a2ef3cf2","keyword":"X射线衍射","originalKeyword":"X射线衍射"},{"id":"34ed19d2-74a3-4ed2-9940-3757297fb785","keyword":"quantitative phase analysis without standard","originalKeyword":"quantitative phase analysis without standard"},{"id":"2756079b-ee0e-4320-a0d4-12db393b1b4d","keyword":"data processing","originalKeyword":"data processing"}],"language":"zh","publisherId":"0412-1961_1991_3_12","title":"求解X射线定量相分析最小二乘方程组的抛弃平均法","volume":"27","year":"1991"},{"abstractinfo":"介绍了材料自然环境腐蚀数据处理的基本方 法:统计分析、曲线拟合和相关分析;较为系统地阐述了用于材料自然环境腐蚀数据处理的 一些现代数学方法如灰色理论、模糊数学、人工神经网络的基本原理和计算方法.文章着重 综述了灰色模型预测、人工神经网络、聚类分析、模式识别、灰色关联等在我国材料自然环 境腐蚀数据处理及规律性研究和腐蚀性评价中的典型应用.","authors":[{"authorName":"宋诗哲","id":"0f54c106-5738-4755-94cc-876b70cf6a1a","originalAuthorName":"宋诗哲"},{"authorName":"王光雍","id":"d391384e-79b7-4fec-9342-ceddbf6927cb","originalAuthorName":"王光雍"},{"authorName":"王守琰","id":"d1bd0ff3-58f5-4239-806e-aa5624174564","originalAuthorName":"王守琰"}],"categoryName":"|","doi":"","fpage":"56","id":"b017095a-3ff2-414a-9c3d-7b6db4ed4e7e","issue":"1","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":[{"id":"5f292590-beff-4199-a1db-016415e26cf1","keyword":"自然环境","originalKeyword":"自然环境"},{"id":"e854f164-faf7-4168-928c-11de365761dc","keyword":"corrosion","originalKeyword":"corrosion"},{"id":"d23e8203-4f2a-4ada-90c8-4d436a2c37af","keyword":"data processing","originalKeyword":"data processing"}],"language":"zh","publisherId":"1005-4537_2003_1_7","title":"我国材料自然环境腐蚀数据处理研究进展","volume":"23","year":"2003"},{"abstractinfo":"介绍了电化学噪音分析技术发展过程中所采用的数据处理方法 。","authors":[{"authorName":"余兴增","id":"20312900-4638-4d4b-9717-3d86276b5e21","originalAuthorName":"余兴增"},{"authorName":"邱富荣","id":"b3558925-41e5-4ef0-8fa2-297369a4ab75","originalAuthorName":"邱富荣"},{"authorName":"许世力","id":"494fef95-b424-4bf1-94b5-a2bcf5674fd2","originalAuthorName":"许世力"}],"categoryName":"|","doi":"","fpage":"245","id":"b32c4c7f-0870-4f4b-968a-e008780bc2ea","issue":"4","journal":{"abbrevTitle":"FSXB","coverImgSrc":"journal/img/cover/腐蚀学报封面.jpg","id":"24","issnPpub":"2667-2669","publisherId":"FSXB","title":"腐蚀学报(英文)"},"keywords":[{"id":"43ea7d8f-6755-4f42-9683-3ca2ee89ff70","keyword":"电化学噪音","originalKeyword":"电化学噪音"},{"id":"b0591444-1ca1-4202-b140-d0c2f4a19e45","keyword":"corrosion","originalKeyword":"corrosion"},{"id":"27484b5f-9eae-4dbb-9e0f-495a6f249f72","keyword":"data processing","originalKeyword":"data processing"}],"language":"zh","publisherId":"1002-6495_1999_4_9","title":"电化学噪音分析的数据处理","volume":"11","year":"1999"},{"abstractinfo":"","authors":[{"authorName":"LIU Ying-Biao","id":"ee717563-9090-44d5-80bc-472fcc7bae37","originalAuthorName":"LIU Ying-Biao"},{"authorName":"HE Miao","id":"de83a970-2895-4a08-b89d-f55206050e93","originalAuthorName":"HE Miao"},{"authorName":"LIU Bei-Jiang","id":"9306a24a-e6f4-4392-940f-54a87c883d81","originalAuthorName":"LIU Bei-Jiang"},{"authorName":"WANG Meng","id":"5a10ac1a-0d42-4a31-ac74-940345d171ff","originalAuthorName":"WANG Meng"},{"authorName":"MA Qiu-Mei","id":"777d4899-6d70-4e43-9d08-8208a7fc5d98","originalAuthorName":"MA Qiu-Mei"},{"authorName":"QI Fa-Zhi","id":"f7bf6997-a926-4340-be04-55d9d925efb5","originalAuthorName":"QI Fa-Zhi"},{"authorName":"ZENG Shan","id":"a80d2581-0dbc-4e1b-a3ea-a5b8a902e7f7","originalAuthorName":"ZENG Shan"}],"doi":"10.1088/1674-1137/38/8/086001","fpage":"48","id":"047c3871-3add-4e40-9a9a-a9d1f1622613","issue":"8","journal":{"abbrevTitle":"ZGWLC","coverImgSrc":"journal/img/cover/ZGWLC.jpg","id":"85","issnPpub":"1674-1137","publisherId":"ZGWLC","title":"中国物理C"},"keywords":[{"id":"2097e248-3819-4fa9-aac6-e5d84c428ba9","keyword":"","originalKeyword":""}],"language":"zh","publisherId":"zgwl-c201408008","title":"Onsite data processing and monitoring for the Daya Bay experiment","volume":"38","year":"2014"},{"abstractinfo":"In this paper, a convoluted line shape is employed in the fitting procedure of X-ray photoelectron spectroscopy (XPS) data. Choosing an appropriate line shape is very important for curve fitting of XPS data. Generally, people choose the Gauss-Lorentz product function (GLP) or Gauss-Lorentz sum function (GLS) as the line Shape [3,4], but they are not strict because the true line shape is a convolution of Gaussian and Lorentzian. It is found that the convolution line shape can give more exact results for the processing of XPS data. The new algorithm is called \"combination algorithm\".","authors":[],"categoryName":"|","doi":"","fpage":"399","id":"6fccfc03-41e1-4a76-bd66-915ee1988841","issue":"4","journal":{"abbrevTitle":"JOTAMT","id":"8e23741c-b206-41b0-9f41-c1cbe6220d78","issnPpub":"0733-4680","publisherId":"JOTAMT","title":"Journal of Trace and Microprobe Techniques"},"keywords":[{"id":"47d45d65-900f-4a12-aa19-9539de66710a","keyword":"XPS;curve fitting;combination algorithm","originalKeyword":"XPS;curve fitting;combination algorithm"}],"language":"en","publisherId":"0733-4680_1997_4_2","title":"Combination algorithm for curve fitting of X-ray photoelectron spectroscopy (XPS) data","volume":"15","year":"1997"},{"abstractinfo":"Accuracy of coeffcient A_(isp) is related to the reference phase chosen during analysis. The cri- terion of choosing reference phase which may minimize the error of A_(isp) was deduced. The optimum results could be obtained by using the method of least squares if the number of sam- pies for analysis is more than the phase in samples. The procedure presented here is satisfacto- ryfor ordinary phase analysis.","authors":[{"authorName":"LIN Shuzhi","id":"7c06083a-247f-4d95-92c4-ed309b6213a6","originalAuthorName":"LIN Shuzhi"},{"authorName":"ZHANG Xizhang","id":"8f68828f-2c9a-43ec-ae24-e29f6008a505","originalAuthorName":"ZHANG Xizhang"},{"authorName":"WANG Wenzhong","id":"e35794a9-f322-475d-8533-94858c7fe89d","originalAuthorName":"WANG Wenzhong"},{"authorName":" Institute of Metal Reaserch","id":"7d6ee277-d23e-4a6a-9313-3f9bd70c39de","originalAuthorName":" Institute of Metal Reaserch"},{"authorName":" Academia Sinica","id":"199add7c-4d16-4110-a10b-f83d651fae2e","originalAuthorName":" Academia Sinica"},{"authorName":" Shenyang","id":"9cd02a56-d07f-4027-9651-99ccddc057d3","originalAuthorName":" Shenyang"},{"authorName":" China","id":"a3d6f398-5d22-4845-969f-633282700c35","originalAuthorName":" China"}],"categoryName":"|","doi":"","fpage":"348","id":"dfd1fdb5-8b0e-4c3b-ab50-67fdf66542a5","issue":"11","journal":{"abbrevTitle":"JSXBYWB","coverImgSrc":"journal/img/cover/amse.jpg","id":"49","issnPpub":"1006-7191","publisherId":"JSXBYWB","title":"金属学报(英文版)"},"keywords":[{"id":"55d37cb8-0e83-41ae-ab44-cf5761e9a6a5","keyword":"X-ray diffraction analysis","originalKeyword":"X-ray diffraction analysis"},{"id":"bdd4c32f-2233-4f1a-8c4c-f87f1be46e15","keyword":"null","originalKeyword":"null"}],"language":"en","publisherId":"1006-7191_1989_11_5","title":"DATA PROCESSING OF UNIVERSAL QUANTITATIVE METHOD IN STANDARDLESS X-RAY PHASE ANALYSIS","volume":"2","year":"1989"},{"abstractinfo":"This paper reviews recent developments in the contin- uous processing of steels in Japan.The following items are discussed:continuous casting-direct rolling(CC-DR) process of hot-rolled strip:thermomechanical control process(TMCP)of heavy plates:in—line heat treating pro- cess of rails:direct lead patenting(DLP)process of wire rods;and fully integrated processing line(FIPL)of cold-rolled strip.","authors":[{"authorName":"Hiroshi Takechi Nippon Steel Corporation","id":"655b4209-d16e-4ea4-ae61-cf748d91ef92","originalAuthorName":"Hiroshi Takechi Nippon Steel Corporation"},{"authorName":"Japan.","id":"5e6e2a75-28d6-482e-a9e6-647233fce377","originalAuthorName":"Japan."}],"categoryName":"|","doi":"","fpage":"79","id":"bc32744d-c83f-474f-9991-bb00ea8c20de","issue":"2","journal":{"abbrevTitle":"CLKXJSY","coverImgSrc":"journal/img/cover/JMST.jpg","id":"11","issnPpub":"1005-0302 ","publisherId":"CLKXJSY","title":"材料科学技术(英文)"},"keywords":[{"id":"909a0f42-6db3-4099-a19e-940a6ad636f3","keyword":"continuous casting","originalKeyword":"continuous casting"},{"id":"e0be70a8-8eb7-492a-921a-344060f1d880","keyword":"null","originalKeyword":"null"},{"id":"5ddc944b-708d-4859-abbe-b1a906a1b0e5","keyword":"null","originalKeyword":"null"},{"id":"44df6d86-9d3b-4fda-a7ce-e9b1fe0bfb3a","keyword":"null","originalKeyword":"null"}],"language":"en","publisherId":"1005-0302_1990_2_5","title":"Recent Developments in the Continuous Processing of Steels","volume":"6","year":"1990"},{"abstractinfo":"The forming limit curve (FLC) can be obtained by means of curve fitting the limit strain points of different strain paths. The theory of percent regression analysis is applied to the curve fitting of forming limit experimental data. Forecast intervals of FLC percentiles can be calculated. Thus reliability and confidence level can be considered. The theoretical method to get the limits of limit strain points distributing region is presented, and the FLC position can be adjusted according to practical requirement. Method for establishing FLC with high reliability using small samples is presented at the same time. This method can make full use of the current experimental data and the previous data. Compared with the traditional method that can only use current experimental data, fewer specimens are required in the present method to obtain the same precision and the result is more accurate with the same number of specimens.","authors":[{"authorName":"Jieshi CHEN","id":"f79fe2b6-3cac-4f8f-9562-01e653eee8d9","originalAuthorName":"Jieshi CHEN"},{"authorName":" Xianbin ZHOU","id":"82043402-906e-46a5-bffc-6b090b6034cc","originalAuthorName":" Xianbin ZHOU"}],"categoryName":"|","doi":"","fpage":"521","id":"ee77354e-1328-470a-a73b-ee10b4cd3446","issue":"4","journal":{"abbrevTitle":"CLKXJSY","coverImgSrc":"journal/img/cover/JMST.jpg","id":"11","issnPpub":"1005-0302 ","publisherId":"CLKXJSY","title":"材料科学技术(英文)"},"keywords":[{"id":"365f8fa6-efdd-4384-8479-09068b49b785","keyword":"Forming limit curve","originalKeyword":"Forming limit curve"},{"id":"d224ed59-340c-4d21-9a07-5ed90441471f","keyword":"null","originalKeyword":"null"},{"id":"bb0c196d-508d-4552-a5dc-06bca9b8ed06","keyword":"null","originalKeyword":"null"},{"id":"59825887-884c-4cd1-a461-e8be232cdad7","keyword":"null","originalKeyword":"null"}],"language":"en","publisherId":"1005-0302_2005_4_22","title":"A New Curve Fitting Method for Forming Limit Experimental Data","volume":"21","year":"2005"},{"abstractinfo":"The theory for the thermoelectric power in the variable-range hopping is extended to the fractal regime where the wavefunctions of the electronic states are superlocalized. The thermopower is shown to scale as T-D/(D+C), where D is the fractal dimension and zeta the superlocalization exponent. Recent thermopower data on doped polyacetylene samples are examined and it is found that their temperature dependence agrees with the present theory. The superlocalization exponent obtained is consistent with existing theory and numerical results. We demonstrate that the data can be regarded as evidence for the superlocalization on fractal network.","authors":[],"categoryName":"|","doi":"","fpage":"416","id":"36fb1dac-de87-4ee3-9296-a5a259acadae","issue":"7","journal":{"abbrevTitle":"CPL","id":"5ed132a3-239d-489d-851e-c3369888be98","issnPpub":"0256-307X","publisherId":"CPL","title":"Chinese Physics Letters"},"keywords":[{"id":"e88a4990-1477-4d86-bc5b-30e5d7621bca","keyword":"localization","originalKeyword":"localization"}],"language":"en","publisherId":"0256-307X_1995_7_1","title":"POSSIBLE EVIDENCE FOR SUPERLOCALIZATION ON FRACTAL NETWORK FROM THE THERMOPOWER DATA","volume":"12","year":"1995"}],"totalpage":159,"totalrecord":1586}