On error bounds for lower semicontinuous functions

We give some sufficient conditions for proper lower semicontinuous functions on metric spaces to have error bounds (with exponents). For a proper convex function f on a normed space X the existence of a local error bound implies that of a global error bound. If in addition X is a Banach space, then error bounds can be characterized by the subdifferential of f. In a reflexive Banach space X, we further obtain several sufficient and necessary conditions for the existence of error bounds in terms of the lower Dini derivative of f. Received: April 27, 2001 / Accepted: November 6, 2001?Published online April 12, 2002     

Thermal stability of poly(mono-n-alkylitaconates) and mono-n-alkylitaconate-co-vinylpyrrolidone copolymers I

Poly(monoitaconates) containing octyl, decyl and dodecyl groups and random monoalkylitaconate-co-vinylpyrrolidone copolymers were studied by thermogravimetric analysis. Copolymers of mono-n-octylitaconate (MOI), mono-n-decylitaconate (MDI), and mono-n-dodecylitaconate (MDoI), respectively, with N-vinyl-2-pyrrolidone (VP) of different compositions were studied by dynamic thermogravimetric analysis. The thermal stability of the copolymers depends on the structure of the monoitaconate comonomer and on the composition of the copolymer The kinetic analysis of the degradation data shows that the thermal decomposition of these copolymers can be described by several kinetic orders depending on the copolymer and on the composition. The relative thermal stability of the copolymers increases as the VP content increases and as the length of the side chain of the itaconate increases, following the same trend as the flexibility of the copolymers in solution.     

The Generalized KKM Map and Its Applications to Variational Inequalities

In this paper,applying the concept of generalized KKM map,we study problems ofvariational inequalities.We weaken convexity(concavity)conditions for a functional of two variables■(x,y)in the general variational inequalities.Last,we show a proof of non-topological degree meth-od of acute angle principle about monotone operator as an application of these results.     

含碳铬矿团块高温还原特性研究

在1250～1450℃高温范围内研究内配碳铬矿团块中Cr2O3还原率和总还原率与内配碳比和渣相碱度的关系,并分析了含碳铬矿团块还原过程中金属相和渣相聚集和分离状态的变化。结果表明,Cr2O3还原率主要受还原温度和内配碳比的影响,当还原温度高于1400℃时,控制适宜的渣相组成和内配碳比,可以实现还原产物中金属相和渣相的完全分离。利用实验得到的条件,可望开发一种新的廉价碳素铬铁的生产方法。     

三型聚丙烯管材挤出工艺探讨

文章结合PP－R成型设备的特点和PP－R原料的性能，对管材的挤出工艺进行了比较详细的分析，通过对挤出成型中重要的工艺参数的影响进行了研究。     

地板辐射供暖系统传热的简化解析计算

对地板辐射供暖系统传热的一般数字模型做了简化处理 ,应用分离变量法得到简化模型的解析解 ,并给出算例     

喷射成形过程中雾化锥体的温度场与质量场

本文着重研究了喷射成形过程中雾化锥体的温度场与质量场的测定方法，进一步测定了纯铝及ＺＱＳｎ６－６－３青铜的温度场和质量场，并讨论了其特征。     

中能区光学势的温度效应

本文在Skyr}e相互作用、核物质近似和自洽半经典方法的基础上，将微观光学势的自洽研究推J“到中能区(60-r300MeV)，研究了”+907r在该能区光学势的径向形状和温度效应     

智能温度传感器在测控领域的应用

从智能传感器的发展现状出发,重点介绍了DS18B20、TMP101的性能和典型应用电路,并就其应用特点进行了比较,分析了智能温度传感器在测控领域的应用前景。