Theoretical analysis of reactive solid-liquid interfacial energies

来源 :Chinese Science Bulletin | 被引量 : 0次 | 上传用户:rockonfire
下载到本地 , 更方便阅读
声明 : 本文档内容版权归属内容提供方 , 如果您对本文有版权争议 , 可与客服联系进行内容授权或下架
论文部分内容阅读
The characterization of reactive solid-liquid interfacial energies and solid surface energies is a pressing problem in materials science and surface science. Based on the concept that unbalanced forces doing work, a mathematical formulation between surface energies and interfacial energies for reactive wetting is presented. The resulting formalism has significant generality in which the equilibrium Young’s equation for solid-liquid interfacial energies is just a special case. It is shown that a solid-liquid interfacial energy at non-equilibrium is always higher than that at equilibrium, and that the transformation of reactive interfaces to equilib-rium interfaces is an inevitable, spontaneous process. The numerical range of solid-liquid interfacial energies γsl for a limited, solid-liquid interfacial wetting system was calculated to be 0 ≤γsl ≤γsg. The calculation methods for reactive solid-liquid interfacial energies and solid surface energies are presented. They are significant for composite materials and weld, powder sinter, package of electronic devices, and other surface and interfacial issues in metallurgy. The characterization of reactive solid-liquid interfacial energies and solid surface energies is a pressing problem in materials science and surface science. Based on the concept that unbalanced forces doing work, a mathematical formulation between surface energies and interfacial energies for reactive wetting is presented. resulting formalism has significant generality in which the equilibrium Young’s equation for solid-liquid interfacial energies is just a special case. It shows as a solid-liquid interfacial energy at non-equilibrium is always higher than that at equilibrium, and that the transformation of reactive interfaces to equilibri rium interfaces is an inevitable, spontaneous process. The numerical range of solid-liquid interfacial energies γsl for a limited, solid-liquid interfacial wetting system was calculated to be 0 ≦ γsl ≦ γsg. The calculation methods for reactive solid -liquid interfacial energies and solid surface energies are presented. They are significan t for composite materials and weld, powder sinter, package of electronic devices, and other surfaces and interfacial issues in metallurgy.
其他文献
我院心内科对32例AMI病人应用门冬氨酸钾镁治疗,并与常规极化液治疗38例进行对照,旨在探讨门冬氨酸钾镁在AMI溶栓治疗中的作用及其原理。资料与方法1.临床资料:选择冠心病监护病房(CCU)确诊为AMI的患
班主任是学生成长道路上的指导者和引路人,任重而道远,要做到与学生很好地交流和沟通,必须讲究有效的方式,与学生在交流中沟通,在沟通中相互理解,在理解的基础上产生感情,在
体育课是学校体育工作的基本组织形式,它跟其它科目一样,都是师生共同活动。那么,对一个体育教师来说,应怎样上好体育课呢?这里以本人教学实践,浅谈一下体育教学的体会。一、
在2009年10月17日,我国的黑龙江省绥化市的绥棱县的文物普查队在复查省保单位的老金沟抗联密营遗址时,发现了一处在抗联时期的建设的大规模的防御工事掩体群。该处遗址的西边
这件铜锣是中国目前已知年代最早的铜锣实物。器呈圆盘形,敛口,弧腹,面平。腹饰凸弦绳纹一道,上有三半环钮,系三环耳,呈“品”字形等距离布列。锣面铭刻有一“布”字,“布”是汉时布山县(今广西贵港市)的省文。经测音,锣心为B3+45。
第一部分抽样设计说明(一)抽样方案抽样方法采用等距抽样。根据入样省报名人数及样本量确定抽样间趴和起始入样考生号码,然后,各省根据抽样间距和起始入样考生号码依次抽出
《基础教育改革纲要》指出:学习方式指学生在完成学习任务过程中,基本的行为和认知取向。优化学习方式,能体现学习方式变化的真谛。优化学习方式的核心问题在于如何看待新旧
快速建立畅通的静脉输液通路,是抢救休克的重要保障。由于休克患者血容量不足,外周血管塌陷,静脉穿刺有一定难度。我们采用体位加压法对168例失血性休克患者首选桡静脉和大