程方教授运用经方治疗咽喉科杂病经验撷要

目的介绍程方教授使用经典古方治疗咽喉病的经验。方法以苇茎汤、泻心汤为例结合病案,分析程方教授治疗咽喉病的经验。结果只要方证对应,程方教授使用经方治疗咽喉科杂病效若桴鼓。结论程方教授运用古方治疗咽喉科疑难杂症,多获佳效,可供同道参考。

食品添加剂在我国食品加工中的应用现状

食品添加剂在现代食品工业生产中占据着非常重要的地位,与人们的日常饮食安全和身体健康息息相关。综述了我国食品添加剂的定义、作用、种类、相关法律法规和加工特点等,提出了食品添加剂在食品加工应用中存在的问题及相应解决措施,对进一步丰富我国食品添加剂理论研究,推动食品加工业高质量发展具有重要的社会和经济意义。

工程认证背景下实践课程成绩评定方法与应用

随着非标准化考试等教学改革的推进,课程成绩评定成为高校实践类课程的重要考核方式。然而,由于缺乏客观定量的评价方法,主观性考核方式在认定考生成绩时存在较大不确定性。如何有效降低主观评判的随意性和不确定性成为课程成绩核定亟须解决的问题。研究提出基于师生协作的综合成绩评估方法,采用动态权重法综合学生打分和教师打分,形成更加合理的综合成绩分布,并以本科必修课程“环境规划与管理”期末成绩评定为例开展案例研究。结果表明,合理应用学生打分能够改善学生成绩分布,但要注意规避学生打分可能存在的均一化倾向和简单等权评分带来的成绩偏态分布问题。研究成果以期为大学实训类课程成绩评定提供一种新的方法。

一类中立型微分差分方程振动的充分必要条件

该文对一阶常系数常时滞中立型微分差分方程得到用系数与时滞表示的一切解振动的充分必要条件．

基于SpringBoot的地方高校软件工程专业建设管理系统的设计与实现

信息技术的飞速发展提升了各行各业的管理运行效率,地方高校专业建设管理也可借鉴。由于整理繁杂的专业建设资源、评估专业成果水平的工作耗时耗力,文章以地方高校软件工程专业为研究对象,以省级特色高水平专业建设要求为目标,以规范管理为目的研发本系统。系统采用SpringBoot、MyBatis-plus作为后台开发框架,模板引擎Beetl进行前端开发,MySQL关系型数据库作为数据持久库,功能涵盖培养模式及目标、教学资源、课程体系建设、师资队伍、教学质量保障、培养效果和产教融合等,既方便整合、检索专业历年来建设资料,也有助于从数据分析角度出发,精准获取专业在人才培养过程中存在的不足,为科学管理和特色发展服务。系统运行稳定、健壮性强,响应时间快,满足设计要求。

Speed of Sound in Asymmetric Quark Matter

The speed of sound in quark matter is an important physical quantity for studying the properties and the spacetime evolution of quark-gluon plasma(QGP).The behavior of the speed of sound with respect to temperature and density can reveal to some extent the equation of state and the phase structure of QGP.Building upon the previous studies on the speed of sound in symmetric quark matter,the formulae for calculating the speed of sound in asymmetric quark matter in the temperature-density space are further derived.The PNJL model is then used to calculate the dependence of the speed of sound on isospin asymmetry.Furthermore,the relationship between the magnitude of the speed of sound and the QCD phase structure is discussed,and the regions where the acoustic equation fails are indicated under different physical conditions.It is found that the boundary of vanishing sound speed in asymmetric quark matter is smaller than that in symmetric quark matter,meaning that the range where the acoustic wave equation fails in asymmetric quark matter is smaller than that in symmetric quark matter.The results also indicate that in most of the stable phase,the speed of sound in asymmetric quark matter is slightly larger than that in symmetric quark matter.

A Hybrid Dung Beetle Optimization Algorithm with Simulated Annealing for the Numerical Modeling of Asymmetric Wave Equations

In the generalized continuum mechanics(GCM)theory framework,asymmetric wave equations encompass the characteristic scale parameters of the medium,accounting for microstructure interactions.This study integrates two theoretical branches of the GCM,the modified couple stress theory(M-CST)and the one-parameter second-strain-gradient theory,to form a novel asymmetric wave equation in a unified framework.Numerical modeling of the asymmetric wave equation in a unified framework accurately describes subsurface structures with vital implications for subsequent seismic wave inversion and imaging endeavors.However,employing finite-difference(FD)methods for numerical modeling may introduce numerical dispersion,adversely affecting the accuracy of numerical modeling.The design of an optimal FD operator is crucial for enhancing the accuracy of numerical modeling and emphasizing the scale effects.Therefore,this study devises a hybrid scheme called the dung beetle optimization(DBO)algorithm with a simulated annealing(SA)algorithm,denoted as the SA-based hybrid DBO(SDBO)algorithm.An FD operator optimization method under the SDBO algorithm was developed and applied to the numerical modeling of asymmetric wave equations in a unified framework.Integrating the DBO and SA algorithms mitigates the risk of convergence to a local extreme.The numerical dispersion outcomes underscore that the proposed SDBO algorithm yields FD operators with precision errors constrained to 0.5‱while encompassing a broader spectrum coverage.This result confirms the efficacy of the SDBO algorithm.Ultimately,the numerical modeling results demonstrate that the new FD method based on the SDBO algorithm effectively suppresses numerical dispersion and enhances the accuracy of elastic wave numerical modeling,thereby accentuating scale effects.This result is significant for extracting wavefield perturbations induced by complex microstructures in the medium and the analysis of scale effects.

Local existence and uniqueness of the incompressible Navier-Stokes-Landau-Lifshitz equations with the Dzyaloshinskii-Moriya interaction and V-flow term

In this paper,we prove that there exists a unique local solution for the Cauchy problem of a system of the incompressible Navier-Stokes-Landau-Lifshitz equations with the Dzyaloshinskii-Moriya interaction and V-flow term inR^(2) and R^(3).Our methods rely upon approximating the system with a perturbed parabolic system and parallel transport.

Rate Law for Photoelectrochemical Water Splitting Over CuO

Photocatalytic splitting of water over p-type semiconductors is a promising strategy for production of hydrogen.However,the determination of rate law is rarely reported.To this purpose,copper oxide(CuO)is selected as a model photocathode in this study,and the photogenerated surface charge density,interfacial charge transfer rate constant and their relation to the water reduction rate(in terms of photocurrent)were investigated by a combination of(photo)electrochemical techniques.The results showed that the charge transfer rate constant is exponential-dependent on the surface charge density,and that the photocurrent equals to the product of the charge transfer rate constant and surface charge density.The reaction is first-order in terms of surface charge density.Such an unconventional rate law contrasts with the reports in literature.The charge density-dependent rate constant results from the Fermi level pinning(i.e.,Galvani potential is the main driving force for the reaction)due to accumulation of charge in the surface states and/or Frumkin behavior(i.e.,chemical potential is the main driving force).This study,therefore,may be helpful for further investigation on the mechanism of hydrogen evolution over a CuO photocathode and for designing more efficient CuO-based photocatalysts.

Prediction of Hot Deformation Behavior of 7Mo Super Austenitic Stainless Steel Based on Back Propagation Neural Network

The hot compression tests of 7Mo super austenitic stainless(SASS)were conducted to obtain flow curves at the temperature of 1000-1200℃and strain rate of 0.001 s^(-1)to 1 s^(-1).To predict the non-linear hot deformation behaviors of the steel,back propagation-artificial neural network(BP-ANN)with 16×8×8 hidden layer neurons was proposed.The predictability of the ANN model is evaluated according to the distribution of mean absolute error(MAE)and relative error.The relative error of 85%data for the BP-ANN model is among±5%while only 42.5%data predicted by the Arrhenius constitutive equation is in this range.Especially,at high strain rate and low temperature,the MAE of the ANN model is 2.49%,which has decreases for 18.78%,compared with conventional Arrhenius constitutive equation.

Optimal design and experimental measurement of the subharmonic characterizations of encapsulated microbubble

Based on a theoretical motion equation of encapsulated microbubbles within an ultrasound field, the subharmonic characterizations of microbubbles are optimally designed and analyzed by a computer aided design system. The effects of size, shell elasticity and acoustic pressure on subharmonic response of microbubbles are calculated theoretically to obtain the optimal parameters for nondestructive subharmonic imaging. In addition, microbubbles with different shell elasticity are prepared, and their subharmonic responses are measured in vitro. The results of theoretical calculation and acoustic measurement show that good subharmonic enhancement can be obtained by using the encapsulated microbubbles with the mean size of 3 μm, which were prepared from the surfactant solution with the proper ratio of shell material. It is also shown that the best operating acoustic pressure is 200 to 400 kPa for nondestructive subharmonic imaging based on such kind of microbubbles.

A BRIEF INTRODUCTION ON PROFESSOR ZUXIU ZHENG'S ACHIEVEMENTS IN MATHEMATICAL FIELD

As a student of Professor Zuxiu Zheng, I am greatly honored, in the occasion of his 80th birth- day, to give a brief introduction of what I know about Professor Zheng and his long lasting contribution to mathematical education and research in China over the last few decades.

Unilateral Global Bifurcation and One-Sign Solutions for Kirchhoff Type Problem inR^(N)

In this paper,we study the following Kirchhoff type problem:{-M(∫_(R^(N))|▽u|^(2)dx)△u=λa(x)f(u),x∈R^(N),u=0 as|x|→+∞.Unilateral global bifurcation result is established for this problem.As applications of the bifurcation result,we determine the intervals ofλfor the existence,nonexistence,and exact multiplicity of one-sign solutions for this problem.