电镀与涂饰 , 2015, 34(20): 1145-1.
糖精钠对混合酸盐中电沉积镍机理的影响
夏天东 0, , 张伟 1, , 徐仰涛 {"currentpage":1,"firstResult":0,"maxresult":10,"pagecode":5,"pageindex":{"endPagecode":5,"startPagecode":1},"records":[{"abstractinfo":"采用轧制-拉伸法建立了铸轧铝坯的变形抗力模型;根据实测轧制压力并利用 Hill 显式估算得出铝箔粗轧机和中轧机轧制过程的摩擦系数;提出了变形速度系数的算法;推导了 Hill 显式的无解条件及最小可轧厚度公式.","authors":[{"authorName":"吴瑞峰","id":"53824b71-1a8e-403a-8d21-34800cb76903","originalAuthorName":"吴瑞峰"},{"authorName":"林大为","id":"6a543641-bbb0-488c-bae1-038c0ca195c3","originalAuthorName":"林大为"}],"doi":"10.3969/j.issn.1001-7208.2003.04.008","fpage":"36","id":"940a98d5-4404-4cc4-b522-e6f17f96f02e","issue":"4","journal":{"abbrevTitle":"SHJS","coverImgSrc":"journal/img/cover/SHJS.jpg","id":"59","issnPpub":"1001-7208","publisherId":"SHJS","title":"上海金属"},"keywords":[{"id":"84612fc6-b1be-4ea7-b8fb-c9699995b091","keyword":"铝箔","originalKeyword":"铝箔"},{"id":"415e1b21-dc9e-4bf9-b7d0-c201508a49d8","keyword":"轧制压力","originalKeyword":"轧制压力"},{"id":"7025437e-73a5-402b-b4c4-ab80c9d2eb7c","keyword":"Hill","originalKeyword":"Hill"},{"id":"b334b4a5-aa54-4a04-b9d5-63a4c9e6d59f","keyword":"显式计算","originalKeyword":"显式计算"},{"id":"e7aceb5e-bae4-41f8-bf48-a19bed8411fe","keyword":"最小可轧厚度","originalKeyword":"最小可轧厚度"}],"language":"zh","publisherId":"shjs200304008","title":"铝箔轧制压力的计算","volume":"25","year":"2003"},{"abstractinfo":"对莫桑比克Nicanda Hill地区石墨矿在原矿性质分析的基础上,进行粗选试验,确定粗选工艺条件包括磨矿介质类型、磨矿细度、pH调整剂用量、捕收剂煤油用量以及起泡剂2#油用量.为提高精矿固定碳含量,在粗精矿基础上进行三次再磨四次精选的开路试验,最后进行闭路试验提升其回收率,确定闭路工艺流程,最终精矿产率8.19％,固定碳含量95.80％,回收率97.57％,尾矿1固定碳含量0.50％,尾矿2固定碳含量0.61％.","authors":[{"authorName":"焦玄","id":"42022d53-fd59-481a-abc7-f9d1da4a1cce","originalAuthorName":"焦玄"},{"authorName":"邱杨率","id":"48c31dfb-2fb6-4c15-875e-14d8ac82eec0","originalAuthorName":"邱杨率"},{"authorName":"张凌燕","id":"1954eb8d-85af-4022-81e5-75a59d574677","originalAuthorName":"张凌燕"},{"authorName":"管俊芳","id":"c5ccc4de-d794-4a00-821a-1811a9601dba","originalAuthorName":"管俊芳"},{"authorName":"欧阳志军","id":"b6314521-fc6c-4443-b36b-5382d9d7366f","originalAuthorName":"欧阳志军"}],"doi":"","fpage":"1940","id":"ab341bb9-ace2-4afd-b30f-7d5dc1c6d740","issue":"6","journal":{"abbrevTitle":"GSYTB","coverImgSrc":"journal/img/cover/GSYTB.jpg","id":"36","issnPpub":"1001-1625","publisherId":"GSYTB","title":"硅酸盐通报 "},"keywords":[{"id":"461552e8-5e81-420b-af7b-ead384f032e1","keyword":"莫桑比克","originalKeyword":"莫桑比克"},{"id":"8a246151-3e05-4fa7-8a10-9c567318a114","keyword":"石墨","originalKeyword":"石墨"},{"id":"3bdf2f29-9a01-41ba-aba9-c22965d4fbde","keyword":"浮选","originalKeyword":"浮选"},{"id":"2841a24e-7435-4a22-9c37-484640d2534e","keyword":"开路","originalKeyword":"开路"},{"id":"c1e567f9-c220-4cf8-8d09-0e2d1e72b1b5","keyword":"闭路","originalKeyword":"闭路"}],"language":"zh","publisherId":"gsytb201606053","title":"莫桑比克Nicanda Hill地区石墨矿选矿试验研究","volume":"35","year":"2016"},{"abstractinfo":"将Hill屈服准则用于DD3单晶不同温度不同取向的屈服应力预测,结果表明:Hill屈服准则中材料参数的选择对计算结果有很大的影响,且不能同时准确预测单晶三个主要承载方向的屈服强度.根据单晶材料的屈服特点,考虑到单晶材料在任意方向上剪应力及其相互作用对屈服强度的影响,通过在Hill屈服函数中加入一修正项建立了适用于单晶的新屈服函数,能对晶体取向为[001],[011]和[111]的屈服强度进行非常准确的预测,在其它方向上结果也比较满意.","authors":[{"authorName":"赵萍","id":"3ee4a39a-5b57-4a96-b715-5a06f5c70737","originalAuthorName":"赵萍"},{"authorName":"何清华","id":"568fdf68-fe0c-4c44-ad40-ab4b3df0cca9","originalAuthorName":"何清华"},{"authorName":"李维","id":"046d804f-18b1-4beb-a7f3-71f98bc0f963","originalAuthorName":"李维"},{"authorName":"陆波","id":"d6c97aaa-e80c-4e36-ba21-50f0be0d1812","originalAuthorName":"陆波"},{"authorName":"丁智平","id":"51d4fd95-0af6-4fe7-8d73-8a7bb8a5a173","originalAuthorName":"丁智平"}],"doi":"10.3969/j.issn.1005-5053.2010.3.015","fpage":"70","id":"7db0cff0-ede5-408d-a08b-781c1316f199","issue":"3","journal":{"abbrevTitle":"HKCLXB","coverImgSrc":"journal/img/cover/HKCLXB.jpg","id":"41","issnPpub":"1005-5053","publisherId":"HKCLXB","title":"航空材料学报"},"keywords":[{"id":"129023bb-4734-4eec-968d-dc3a9311f9da","keyword":"DD3单晶","originalKeyword":"DD3单晶"},{"id":"743dd384-0934-4284-8db9-cdf0326b8271","keyword":"修正Hill屈服准则","originalKeyword":"修正Hill屈服准则"},{"id":"09159062-8f30-4098-97e3-2bd7a0f60aa0","keyword":"材料参数","originalKeyword":"材料参数"},{"id":"abca388d-e5b6-441f-9ecc-c14eb539d6fa","keyword":"屈服强度","originalKeyword":"屈服强度"}],"language":"zh","publisherId":"hkclxb201003015","title":"DD3单晶的Hill屈服准则应用研究","volume":"30","year":"2010"},{"abstractinfo":"将Bishop-Hill最大功原理拓展于fcc金属{111}〈110〉滑移和{111}〈112〉孪生两种机制同时起作用的平面共生变形.研究了不同临界剪切应力(CRSS)之比ξ对各理想取向的屈服应力状态及相应活化系的影响.分析结果表明,当ξ＞1/√3时,C,G和Rcu 3种取向共同的活化系均为滑移系,不易孪生;其它5种取向共同的活化系均包括滑移系和孪生系,有孪生倾向.同时分析了取向空间里屈服强度各向异性及Taylor因子M的变化规律,发现当引入孪生机制时,随着ξ的减小,与仅发生滑移变形的情况相比,其屈服强度各向异性越来越小;最强和最弱的M值同时也变得越来越小,但最大值变化幅度大于最小值,且最强M值的取向位置没有改变,均位于RG取向处.","authors":[{"authorName":"陈志永","id":"9b7bafe8-04e2-45be-a93a-82738f916dda","originalAuthorName":"陈志永"},{"authorName":"张新明","id":"2fd761f2-cf69-4042-bb24-54fc555b679b","originalAuthorName":"张新明"},{"authorName":"刘楚明","id":"f7320d89-c1a2-40d8-96e7-027343d72e3e","originalAuthorName":"刘楚明"},{"authorName":"李赛毅","id":"24b38162-0cc6-42d3-8162-a6f88fc630e0","originalAuthorName":"李赛毅"},{"authorName":"周卓平","id":"5bb9d536-b5bc-4935-921c-48cf1b9159a8","originalAuthorName":"周卓平"},{"authorName":"杨扬","id":"febc07ac-2a03-44b5-9ede-1b713d88b226","originalAuthorName":"杨扬"}],"doi":"10.3321/j.issn:0412-1961.2000.11.001","fpage":"1121","id":"87ad3429-84b9-4719-9991-59c9040c6ad8","issue":"11","journal":{"abbrevTitle":"JSXB","coverImgSrc":"journal/img/cover/JSXB.jpg","id":"48","issnPpub":"0412-1961","publisherId":"JSXB","title":"金属学报"},"keywords":[{"id":"fc4faada-1003-40b9-8792-74f223638398","keyword":"孪生","originalKeyword":"孪生"},{"id":"b230345b-5775-470b-844b-11b2ca8e076e","keyword":"滑移","originalKeyword":"滑移"},{"id":"c2e28bee-b9cb-4ee2-a6b3-826149b9f4f1","keyword":"屈服应力","originalKeyword":"屈服应力"},{"id":"217bb60a-4698-4900-a015-aff4ca68ded0","keyword":"Bishop-Hill最大功原理","originalKeyword":"Bishop-Hill最大功原理"},{"id":"0227fc74-fb5c-43b1-a765-7d9eb474320d","keyword":"平面共生变形","originalKeyword":"平面共生变形"},{"id":"dacab8b8-f67f-459f-a3c6-46266ddc30aa","keyword":"Taylor因子","originalKeyword":"Taylor因子"}],"language":"zh","publisherId":"jsxb200011001","title":"面心立方金属{111}〈110〉滑移和{111}〈112〉孪生平面共生变形的Bishop-Hill分析","volume":"36","year":"2000"},{"abstractinfo":"","authors":[{"authorName":"吕程","id":"1b3a6702-ec98-479b-973a-60b2c6e964b6","originalAuthorName":"吕程"},{"authorName":"矫志杰","id":"1811e20b-28c4-40a2-bf10-96ae205370f1","originalAuthorName":"矫志杰"},{"authorName":"刘相华","id":"64eaff95-de95-4f42-8ca3-b90aa55302d3","originalAuthorName":"刘相华"}],"doi":"10.3969/j.issn.1001-1447.2000.03.009","fpage":"32","id":"2fab26d3-8c16-4f52-87ed-ea6f1e76cc8f","issue":"3","journal":{"abbrevTitle":"GTYJ","coverImgSrc":"journal/img/cover/GTYJ.jpg","id":"29","issnPpub":"1001-1447","publisherId":"GTYJ","title":"钢铁研究"},"keywords":[{"id":"8c7a1d8a-7b2d-4441-95e0-7f7ef21491bd","keyword":"","originalKeyword":""}],"language":"zh","publisherId":"gtyj200003009","title":"考虑轧件弹性变形的Hill轧制力显式公式","volume":"","year":"2000"},{"abstractinfo":"将Ｂｉｓｈｏｐ－Ｈｉｌｌ最大功原理拓展于ｆｃｃ金属｛１１１｝〈１１０〉滑移和｛１１１｝〈１１２〉孪生两种机制同时起作用的平面共生变形. 研究了不同临界剪切应力（ＣＲＳＳ）之比ξ对各理想取向的屈服应力状态及相应活化系的影响. 分析结果表明, 当ξ〉１／３ｊｆ , Ｃ, Ｇ和Ｒｃｕ３种取向共同的活化系均为滑移系, 不易孪生：其它５种取向共同的活化系均包括滑移系和孪生系, 有孪生倾向.","authors":[{"authorName":"陈志永","id":"7eeb0bc9-8141-4966-afce-1c8d13808e79","originalAuthorName":"陈志永"},{"authorName":"李赛毅","id":"3b7df7f7-4a9a-43f8-a620-748a14f555fc","originalAuthorName":"李赛毅"}],"categoryName":"|","doi":"","fpage":"1121","id":"a8feb199-78a4-4bdd-9c63-78e5d7c64e71","issue":"11","journal":{"abbrevTitle":"JSXB","coverImgSrc":"journal/img/cover/JSXB.jpg","id":"48","issnPpub":"0412-1961","publisherId":"JSXB","title":"金属学报"},"keywords":[{"id":"cf6bcfb2-c6f5-4a3f-af11-7c029265f3d2","keyword":"孪生","originalKeyword":"孪生"},{"id":"a0e289be-6444-485d-a600-a7de10cd3dd1","keyword":"null","originalKeyword":"null"}],"language":"zh","publisherId":"0412-1961_2000_11_11","title":"面心立方金属{111}〈110〉滑移和{111}〈112〉孪生平面共生变形的Bishop-Hill分析","volume":"36","year":"2000"},{"abstractinfo":"为了研究不同屈服准则下板材等效应力-等效应变曲线的适用性,基于Hill48、Hill79、Hill90和Hosford屈服准则和试验获得的板材双向拉伸应力应变曲线,对两种薄钢板在不同加载比例下的等效应力-等效应变曲线进行了试验研究和理论分析,结果表明,对于所研究的两种薄钢板,采用Hill48、Hill79、Hill90屈服准则得到的不同加载比例下等效应力-等效应变曲线的差别较大,而采用Hosford屈服准则得到的等效应力-等效应变曲线相差很小.","authors":[{"authorName":"吴向东","id":"75f26ee2-567e-4d83-9d83-c629370fb915","originalAuthorName":"吴向东"},{"authorName":"万敏","id":"62b9784e-8b91-430e-84ae-c52bc0524cd7","originalAuthorName":"万敏"},{"authorName":"王文平","id":"04249d3f-e12f-474d-b528-c040ee1c52b1","originalAuthorName":"王文平"}],"doi":"","fpage":"236","id":"4620dbff-fff1-4dae-8f5c-4e0fb6122bd2","issue":"2","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":"4f9f5ae1-5e62-4beb-8079-a7d2832e3241","keyword":"屈服准则","originalKeyword":"屈服准则"},{"id":"b159bdb8-d27a-4ec1-b4bd-aa2627a0b7e0","keyword":"各向异性","originalKeyword":"各向异性"},{"id":"7ff6c3a3-5aa4-4a35-814c-50023ed1c6aa","keyword":"等效应力","originalKeyword":"等效应力"},{"id":"f319017e-0294-4b9a-883a-8716936f6363","keyword":"等效应变","originalKeyword":"等效应变"}],"language":"zh","publisherId":"clkxygy200902022","title":"板材等效应力-等效应变曲线的建立及分析","volume":"17","year":"2009"},{"abstractinfo":"针对建立的十字形双向拉伸试验系统,利用有限元模拟优化得到的十字形试件,采用载荷控制方式对SPEN钢板和2024-O铝合金板进行了不同加载路径下的双向拉伸试验,得到了不同硬化阶段下的实验屈服轨迹,并与现有屈服准则Hill48、Hill79、Hill90、Hill93、Gotoh、Hosford、Barlat-Lian以及Mises的理论屈服轨迹进行了对比.结果表明:对于SPEN钢板,Hosford各向异性屈服准则得到的理论屈服轨迹与实验屈服轨迹符合得最好,其次是Mises屈服准则,Hill48屈服准则最差;对2024-O铝合金板,Barlat89、Hosford屈服轨迹与实验屈服轨迹符合得最好,Mises屈服准则最差.","authors":[{"authorName":"吴向东","id":"e3d2732d-9212-4a95-a662-b8923b302864","originalAuthorName":"吴向东"},{"authorName":"万敏","id":"277432da-142b-46ad-b230-6da138e8250a","originalAuthorName":"万敏"},{"authorName":"周贤宾","id":"4c25bd1b-c424-49a1-a793-4da21a4dd616","originalAuthorName":"周贤宾"}],"doi":"10.3969/j.issn.1005-0299.2004.04.015","fpage":"391","id":"b9cf3ed0-eb36-4385-8bc4-1f7e592d376b","issue":"4","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":"0d1b066b-7955-4ce4-a0c0-3c6b41dff6ed","keyword":"双向拉伸试验","originalKeyword":"双向拉伸试验"},{"id":"3e2a46d1-cb6c-4db7-8795-92f774723fb4","keyword":"十字形试件","originalKeyword":"十字形试件"},{"id":"1d0f6908-5d7a-40ea-bd59-5387958f08d7","keyword":"各向异性","originalKeyword":"各向异性"},{"id":"4370696c-3ff9-405d-805f-29a363e12b63","keyword":"屈服准则","originalKeyword":"屈服准则"}],"language":"zh","publisherId":"clkxygy200404015","title":"各向异性板料屈服轨迹的研究","volume":"12","year":"2004"},{"abstractinfo":"为了获得GTN-Hill1948细观损伤模型中的参数,设计带凹槽的试样和剪切试样并进行拉伸试验,获得两种Al6061板料试样的载荷-位移曲线.基于ABAQUS软件建立Al6061板料的有限元模型,应用反向优化法标定GTN-Hill1948细观损伤模型中的初始孔洞体积分数和剪切损伤参数,并设计带孔的拉伸试样对损伤模型进行实验验证.结果表明:通过反向优化法来标定的GTN-Hill1948模型中的初始孔洞体积分数为0.0005、剪切损伤参数为2;中间带孔的试样验证所标定参数的正确性,该损伤模型可以有效地预测Al6061板料发生断裂的位置.","authors":[{"authorName":"韩晓兰","id":"f01f00ad-d13f-4f6f-8bf5-367cd50f0b47","originalAuthorName":"韩晓兰"},{"authorName":"赵升吨","id":"dfa076d6-53d0-4324-b689-d0a4b968a47b","originalAuthorName":"赵升吨"},{"authorName":"徐凡","id":"a30cc4fb-740b-4c09-938a-f417e20b6bf6","originalAuthorName":"徐凡"},{"authorName":"陈超","id":"1cddc4d4-af0d-4714-a805-b993cffade82","originalAuthorName":"陈超"},{"authorName":"赵仁峰","id":"7c47ff88-96d8-4c4e-aa26-c51729aedb94","originalAuthorName":"赵仁峰"}],"doi":"10.19476/j.ysxb.1004.0609.2017.05.004","fpage":"902","id":"53a4e00b-c1d3-44c1-ac48-fd49a07abd13","issue":"5","journal":{"abbrevTitle":"ZGYSJSXB","coverImgSrc":"journal/img/cover/ZGYSJSXB.jpg","id":"88","issnPpub":"1004-0609","publisherId":"ZGYSJSXB","title":"中国有色金属学报"},"keywords":[{"id":"ac932568-34de-4869-aa13-f3a5fad79727","keyword":"Al6061板料","originalKeyword":"Al6061板料"},{"id":"8906196b-1195-4387-9410-2108fc2d33f3","keyword":"GTN-Hill1948损伤模型","originalKeyword":"GTN-Hill1948损伤模型"},{"id":"3b66e758-e096-4f4d-9660-3079cc93a168","keyword":"损伤演化","originalKeyword":"损伤演化"},{"id":"7c09752d-32c2-4ab1-88e4-c8cf56091aec","keyword":"反向优化法","originalKeyword":"反向优化法"}],"language":"zh","publisherId":"zgysjsxb201705004","title":"Al6061板料的修正GTN损伤模型","volume":"27","year":"2017"},{"abstractinfo":"In the press shop of most sheet metals, sheet material undergoes complex strain path and also the formability of the sheet material was limited by the stretchability of the material. Therefore, the precise prediction of path-dependent FLD based on M-K approach using generalization of Hill's 1979 anisotropic yield criterion and introducing a strain gradient effect in the constitutive equation. Also, the theoretically obtained FLD will be compared with experimental data for steel sheets.","authors":[{"authorName":"Hyunsung Sou","id":"6c0882eb-b675-4920-b70b-81b2cd11d5d4","originalAuthorName":"Hyunsung Sou"},{"authorName":" Youngsuk Kim","id":"ae911dda-3ff6-408e-9098-57e8a9163bba","originalAuthorName":" Youngsuk Kim"},{"authorName":" Youngsuk Kim","id":"a8077241-5aff-4455-a177-d73cb0258fbd","originalAuthorName":" Youngsuk Kim"}],"categoryName":"|","doi":"","fpage":"141","id":"2d5b8e92-253a-4e76-8a3e-178bd6a10cab","issue":"1","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":[],"language":"en","publisherId":"1005-0302_2001_1_67","title":"Calculations of forming limit diagrams for changing strain paths on the formability of sheet metal","volume":"17","year":"2001"}],"totalpage":7,"totalrecord":66}