SQP技术与广义投影相结合的次可行方向法

本文建立非线性不等式约束优化的一个新算法，分析和证明了算法的整体收敛性和超线性收敛性。其技巧在于将广义投影和ＳＱＰ技术结合使用。     

The accent method of voice therapy: Effect of accentuations on FO, SPL, and airflow

The effect of the increased flow rate (ΔU) in response to the Accent Method exercises on fundamental frequency (FO) and sound pressure level (SPL) was studied in three subjects (professionally trained, trained, and untrained in this method). In all the subjects, the rhythmic accentuated exercises produced a variable degree of increase in FO (ΔFO) and SPL (ΔSPL). The professionally trained subject showed greater ΔFO and ΔSPL in response to the ΔU in the fastest tempo, which requires higher skills. Both trained subjects showed a greater correlation between ΔU and both ΔSPL and ΔFO, as well as between ΔFO and ΔSPL, as compared to the untrained subject. The effects of the accentuated exercises on FO and SPL in response to the increased airflow rate (ΔU) thus appear to demonstrate the treating effectiveness of the Accent Method.     

Threshold values of random K‐SAT from the cavity method

Using the cavity equations of Mézard, Parisi, and Zecchina 23 ; Mézard and Zecchina, 24 we derive the various threshold values for the number of clauses per variable of the random K‐satisfiability problem, generalizing the previous results to K ≥ 4. We also give an analytic solution of the equations, and some closed expressions for these thresholds, in an expansion around large K. The stability of the solution is also computed. For any K, the satisfiability threshold is found to be in the stable region of the solution, which adds further credit to the conjecture that this computation gives the exact satisfiability threshold.© 2005 Wiley Periodicals, Inc. Random Struct. Alg., 2006     

二阶非线性微分方程组三点边值问题解的存在性

利用上下解方法及Schauder不动点定理，证明了二阶非线性微分方程组三点边值问题： {y＂=f（t,y,z,y＇,z＇） z＂=g（t,y,z,y＇,z＇） y（-1）=A,y（1）=B,z（0）=C0,z＇（0）=C1, 解的存在性，并由此得到四阶非线性微分方程三点边值问题解的存在性，一定程度上推广了前人的一些结果．作为文章结果的应用，讨论了奇摄动四阶半线性三点边值问题，得到该问题解的存在性及解的渐近估计．     

基于三角范数的模糊逻辑中的三Ⅰ方法

三I推理方法是一种新的模糊推理方法,通过已有的研究成果表明,在许多方面它优于传统的CRI推理方法,它将成为模糊系统和人工智能的理论和应用研究中一个比较理想的推理机制。最近,国外学者提出了一个新的模糊逻辑形式系统,叫做Monoidal t-norm based logics(简记为MTL),已经证明这个形式系统是所有基于左连续三角范数的模糊逻辑的共同形式化。本文基于这类逻辑将三I推理方法形式化,从而在这些逻辑系统中为三推理方法找到了可靠的逻辑依据。     

溶胶——凝胶法制备铁电体钛酸铅

以丁醇钛(Ti(OC_4H_8)_4]和无水醋酸铅(PbC_2H_3O_2)为原料制得干凝胶,在550℃焙烧即生成单一的晶相钛酸铅,常温下将焙烧后的产物研磨、压片、在1200℃煅烧成陶瓷片,其体积密度为7.90g/cm~3,晶体粒子尺寸约为5μ,所得陶瓷片中Pb/Ti原子比,与原料配料组成相差甚少。     

学生田径技术成绩综合评定初探

本文运用了二阶模糊综合评分模型对学生的田径技术成绩进行了综合评判,以模糊定量形式给学生掌握标枪投掷技术水平的高低评判提供了客观标准,较好地解决了长期以来不能很好解决的由定性评定转化为定量分值的问题。     

Finite element analysis of the steady Navier-Stokes equations by a multiplier method

In this paper a fully explicit finite element method (FEFEM) is presented for solving steady incompressible viscous flow problems. This full explicitness is achieved by combining the multiplier (or augmented Lagrangian) method with a pseudo-time-iteration method. FEFEM needs no global matrix at all and is of great advantage to large-scale problems because they can be solved within the limit of core memory. The optimum choice of a time increment and a penalty parameter is discussed and the driven cavity flow at a Reynolds number of 1000 is computed with a refined mesh (60 × 60 elements).     

鲜乳的比重与乳脂率的相关性研究

本文通过对800例乳样的比重和乳脂百分含量的测定,数据经统计分析,其比重与乳脂率呈强的正相关,相关系数为 r=0.6208,回归方程是 F=153.4065D—154.4276经多次验证表明,用测定乳比重的方法可获得不同乳样中乳脂含量。此法既简便又精确,可在实际检验中应用和推广。