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利用黑胚小麦酿造双成曲鲜味剂的研究
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作者 庄桂 《中国调味品》 CAS 北大核心 2009年第1期78-81,共4页
在研究黑胚小麦营养价值的基础上,利用黑胚小麦为原料制备啤酒酵母1^#成曲,利用黑胚小麦和豆粕为原料制备2^#成曲,再利用二种成曲配制成的双成曲制取酱醅,进而采用低盐固态发酵工艺把酱醅酿造成双成曲鲜味剂。结果表明:黑胚小麦的... 在研究黑胚小麦营养价值的基础上,利用黑胚小麦为原料制备啤酒酵母1^#成曲,利用黑胚小麦和豆粕为原料制备2^#成曲,再利用二种成曲配制成的双成曲制取酱醅,进而采用低盐固态发酵工艺把酱醅酿造成双成曲鲜味剂。结果表明:黑胚小麦的蛋白质含量比健康小麦下降0.2%-1.0%,淀粉含量比健康小麦下降1.0%-2.2%。双成曲鲜味剂产品的全氮(以氮计)达到2.20g·(dL)^-1,氨基酸态氮(以氮计)达到1.15g·(dL)^-1。 展开更多
关键词 黑胚小麦 啤酒酵母 双成曲 鲜味剂
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Creep age forming of 2124 aluminum alloy with single/double curvature 被引量:7
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作者 张劲 邓运来 +2 位作者 李思宇 陈泽宇 张新明 《Transactions of Nonferrous Metals Society of China》 SCIE EI CAS CSCD 2013年第7期1922-1929,共8页
In order to investigate the springback rules, the variation characteristics of physical property and microstructure in bending creep age forming process, a series of creep forming tests of 2124 aluminum alloy were con... In order to investigate the springback rules, the variation characteristics of physical property and microstructure in bending creep age forming process, a series of creep forming tests of 2124 aluminum alloy were conducted based on three kinds of single and double curvature forming tools. The results show that the spingback rate would be the minimum under the optimal coupling conditions among the temperature, aging time and internal stress state of material. Difference exists in the two directions of the formed sample with double curvature, but the curvature variation keeps the same. Yield strength, ultimate tensile strength and fracture toughness of the double curvature formed sample appear to be higher than those of the single curvature formed sample under the same aging condition, but the elongation and the anisotropy are opposite. 展开更多
关键词 SPRINGBACK creep age forming double curvature bending 2124 aluminum alloy
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Exact Solutions for Einstein's Hyperbolic Geometric Flow 被引量:4
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作者 HE Chun-Lei 《Communications in Theoretical Physics》 SCIE CAS CSCD 2008年第12期1331-1335,共5页
In this paper we investigate the Einstein's hyperbolic geometric flow and obtain some interesting exact solutions for this kind of flow. Many interesting properties of these exact solutions have also been analyzed an... In this paper we investigate the Einstein's hyperbolic geometric flow and obtain some interesting exact solutions for this kind of flow. Many interesting properties of these exact solutions have also been analyzed and we believe that these properties of Einstein's hyperbolic geometric flow are very helpful to understanding the Einstein equations and the hyperbolic geometric flow. 展开更多
关键词 Einstein's hyperbolic geometric flow Einstein metric exact solutions
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