Perceptual lateralization of vocal stimuli in goats

Functional asymmetries, for example, the preferential involvement of 1 brain hemisphere to process stimuli, may increase brain efficiency and the capacity to carry out tasks simultaneously. We investigated which hemisphere was primarily invoIved in processing acoustic stimuli in goats using a headorienting paradigm. Three playbacks using goat vocalizations recorded in different contexts: food anticipation (positive), isolation (negative), food frustration (negative), as well as 1 playback involving dog barks (negative) were presented on the left and right sides of the test subjects simultaneously. The head-orienting response (left or right) and latency to resume feeding were recorded. The direction of the head-orienting response did not differ between the various playbacks. However, when the head-orienting response was tested against chanee level, goats showed a right bias regardless of the stimuli presented. Goats responded more to dog barks than to food frustration calls, whereas responses to food anticipation and isolation calls were intermediate. In addition, the latency to resume feeding, an indicator of fear reaction, was not affected by the kind of vocalization presented. These results provide evidence for asymmetries in goat vocal perceptio n of emotional-li nked con specific and heterospecific calls. They also suggest involvement of the left brain hemisphere for processing acoustic stimuli, which might have been perceived as familiar and non -threate ning.     

人工血管组织再生的细胞来源

小口径人工血管的研发已成为近些年来的研究热点.理想的人工血管能够募集自体细胞参与血管组织再生,以实现小口径人工血管的长期通畅.基于小口径人工血管的国内外研究动态,本文详述了参与血管再生的细胞来源以及细胞种类.目前,公认的细胞来源主要包括吻合端天然血管、循环血液中的细胞和人工血管外围/外周组织;参与血管再生的细胞种类主要包括血管细胞、干/祖细胞、炎症细胞和外源种植细胞等.最后对募集宿主细胞的技术手段以及目前研究的局限性进行了讨论.     

A model of a human heart via graph nano topological spaces

In this paper,new forms of nano topological spaces through a neighborhood system of vertices for a digraph will be presented and studied.We apply the connection between digraph theory and nano topological spaces in the human heart as an example in real life.We have a blood flow system in the human heart with respect to oxygenated and deoxygenated blood circulation.Our study will be definitely helpful to develop a tool in solving the blood flow system in the human heart.Finally,we have succeeded in improving Proposition 1.6 in [7] and Proposition 4.4.1 in [11].     

A parameter uniform essentially firsorder convergent numerical method for a parabolic system of singularly perturbed differential equations of reaction—diffusion type with initial and Robin boundary conditions

In this paper,a class of linear parabolic systems of singularly perturbed second-order differential equations of reaction-diffusion type with initial and Robin boundary conditions is considered.The components of the solution u→ of this system are smooth,whereas the components of αu→/αx exhibit parabolic boundary layers.A numerical method composed of a classical finite difference scheme on a piecewise uniform Shishkin mesh is suggested.This method is proved to be first-order convergent in time and essentially first-order convergent in the space variable in the maximum norm uniformly in the perturbation parameters.     

Bioconvection in Casson nanofluid flow with Gyrotactic microorganisms and variable surface heat flux

This paper presents a two-dimensional unsteady laminar boundary layer mixed convection flow heat and mass transfer along a vertical plate filled with Casson nanofluid located in a porous quiescent medium that contains both nanoparticles and gyrotactic microorganisms. This permeable vertical plate is assumed to be moving in the same direction as the free stream velocity. The flow is subject to a variable heat flux, a zero nanoparticle flux and a constant density of motile microorganisms on the surface. The free stream velocity is time-dependent resulting in a non-similar solution. The transport equations are solved using the bivariate spectral quasilinearization method. A grid independence test for the validity of the result is given. The significance of the inclusion of motile microorganisms to heat transfer processes is discussed. We show, inter alia, that introducing motile microorganisms into the flow reduces the skin friction coefficient and that the random motion of the nanoparticles improves the rate of transfer of the motile microorganisms.     

Stability analysis of drugdynamics model: A mat hematical approach

In this paper, a mathematical model of drug release from polymeric matrix and consequent intracellular drug transport is proposed and analyzed. Modeling of drug release is done through solubilization dynamics of drug particles, diffusion of the solubilized drug through the polymeric matrix in addition to reversible dissociation/recrystallization process. The interaction between drug-receptor, drug-plasma proteins along with other intracellular endosomal events is modeled. This leads to a mixed system of partial and ordinary differential equations with associated pertinent set of initial and boundary conditions. Furthermore, besides the stability of the proposed model, several sub-models are also studied for their stability criteria. Prominence is provided to the reduced model system having requisite relevance to the original system where quasi steady state approximation (QSSA) theory is utilized. For the model to be potent enough to generate appropriate predictive results for drug delivery, the stability properties of equilibrium in the mathematical model are analyzed both analytically and numerically. Numerical simulation in the embodiment of graphical representations speaks about various vital characteristics of the underlying physical phenomena along with the importance and sensitized impact of the model parameters controlling significant biological functions. Probed new therapies and clinical procedures could be assessed considering the present mathematical model and its analysis as the basis framework in order to effectively enhance therapeutic efficacy and improved patient compliance. The present study confirms the necessity of stability analysis study so that advocated mathematical model can effectively complement the real physiological behavior of pharmacokinetics.     

Discontinuous phenomena in bioreactor and membrane reactor systems

In this work, we analyze the existence of discontinuous bifurcation and stability issues in discontinuous flow of bioreactor and membrane reactor models with or without recycle. The reaction is assumed to be governed by certain types of discontinuities in Monod growth kinetics curve leading to discontinuous dynamical system. The criteria for the existence and stability of steady-states of these models are established. More generally, our analysis highlights the presence of several types of bifurcation depending upon the effect of the dilution factor (residence time), biomass concentration and solid-liquid-gas separator efficiency. As well, we present bifurcation conditions defining the dynamics near steady-state branches on the border, providing a possible framework for existing of saddle-node, nonsmooth fold, persistence and grazing-sliding scenarios. It is shown that the critical values of residence time dependence upon recycle ratio, decay rate and existence of discontinuity surface. Further, the performance of the reactor at largest residence times will be discussed. In addition, numerical simulations to illustrate and confirm the results will be carried out.     

Modeling control of foot and mouth disease with two time delays

We develop a delay ordinary differential equation model that captures the effects of prophylactic vaccination, reactive vaccination, prophylactic treatment and reactive culling on the spread of foot and mouth disease (FMD) with time delays. Simulation results from the study suggest that increasing time delay while increasing the control strategies decreases the burden of FMD. Further, the results reveal, that decreasing time delay while decreasing the control strategies increases the burden of FMD. The intermediate scenarios of either (i) increasing time delay while decreasing control or (ii) decreasing time delay while increasing control have intermediate effects on burden reduction. Thus, the implementation of effective control strategies combination can play an important role in mitigating against the FMD burden.     

直刺变豆菜叶绿体全基因组及其特征

直刺变豆菜(Sanicula orthacantha)是中国广泛分布的多年生草本植物, 也是一味著名的民族药。本文通过二代高通量测序平台Illumina HiSeq PE150对直刺变豆菜叶绿体全基因组进行测序, 并通过生物信息学方法对其结构特征进行分析。结果表明: 直刺变豆菜叶绿体全基因组大小为157,163 bp, 包括大单拷贝区(large single copy, LSC)、小单拷贝区(small single copy, SSC)和2个反向重复序列(inverted repeat sequence, IRa和IRb), 长度分别为87,547 bp、17,122 bp和26,247 bp, 具有典型被子植物叶绿体基因组环状四分体结构; 共注释得到129个基因, 包括8个核糖体RNA (rRNA)基因、37个转运RNA (tRNA)基因和84个蛋白质编码基因。直刺变豆菜在叶绿体基因组结构、基因种类、排列顺序上与其他伞形科植物基本一致。直刺变豆菜叶绿体全基因组测序的成功为变豆菜属植物完整叶绿体基因组组装及其特征分析提供了新的方法。     

基于Nextflow构建的宏条形码自动化分析流程EPPS

基于宏条形码技术的物种快速检测有助于生物多样性的评估、预测和保护。本文介绍了常用宏条形码分析的步骤和参数设定方法。我们利用Nextflow搭建了一款宏条形码分析流程EPPS, 可以自动化地运行从原始数据的质量控制到环境多样性的比较。Nextflow软件还拥有流程监控的功能, 可视化输出每个进程所消耗的时间与内存。本文还使用测试数据和已发表数据证明该平台能够有效地分析宏条形码数据并可靠地分析环境生物多样性的相似性。