四种草螽雄性鸣声的研究

对分布于我国的长瓣草螽Conocephalus(Anisoptera)gladiatus,中华草螽C.(Amurocephalus)chinensis,悦鸣草螽 C.(Anisoptera)melaenus和斑翅草螽C.(Anisoptera)maculatus雄性鸣声进行了分析.研究结果表明,这4种草螽雄性鸣声的时域波形较简单,鸣声均由1种类型的脉冲组序列构成.长瓣草螽雄性鸣声每个脉冲组持续时间约0.13 s,脉冲组间隔约0.12 s,每个脉冲组通常由8脉冲构成,鸣声的频率范围5～20 kHz.中华草螽雄性的鸣声脉冲组由2个脉冲构成,每次鸣叫持续时间约为3.3 s,两次连续鸣叫间隔约10.5 s,鸣声频率范围为20 Hz～20 kHz.斑翅草螽雄性鸣声的脉冲组由10～13个脉冲构成,脉冲组持续时间2.1～2.5 s,两次连续鸣叫间隔时间约为3 s;鸣声频率从5.5 kHz到高于20 kHz.悦鸣草螽雄性鸣声由单一规则的重复脉冲组序列构成,每个鸣声脉冲组持续时间约0.035 s,脉冲组间隔约0.023 s,每个脉冲组由3个脉冲构成,脉冲组重复率20/s,鸣声频率6.0～20.0 kHz.     

北方两种常见蝈螽鸣声与发声器的比较研究

研究了北方常见的优雅蝈螽Gampsocleis gratiosa和暗褐蝈螽Campsocleis sedakovii雄性鸣声特征和发声器结构.优雅蝈螽鸣声规则,脉冲组序列由2种类型的脉冲组组成,第1种类型的脉冲组持续时间约0.09 s,脉冲持续和间隔时问约0.01 5;第2类型的脉冲组持续时间约0,04 s,脉冲持续和间隔时间均约0.003 s;鸣声的主能峰频率约7 kHz.暗褐蝈螽雄性鸣声包含短促的开翅鸣声和由2种类型的脉冲组组成的脉冲组序列构成的闭翅鸣声,第1种脉冲组持续时间约0.012 s,间隔时间约0.002 s;第2种脉冲组持续时间约0.013 s,间隔时间极短;鸣声主能峰频率约9.1kHz.2种蝈螽镜膜的形状、发声锉的形状和长度、发声齿的形状具显著差异.     

新疆四种螽斯雄性鸣声结构的比较研究

比较分析了新疆短翅姬螽Metrioptera brachyptera(Linnaeus)、疣谷盾螽Decticus verrucivorus(Linnaeus)、灰螽斯Platycleis grisea (Fabricius)和长瓣螽斯Tettigonia caudata(Charpentier)雄性鸣声结构.研究结果表明,短翅姬螽和疣谷盾螽雄性鸣声具单一脉冲序列,灰螽斯和长瓣螽斯雄性鸣声具有多个脉冲序列组成.短翅姬螽脉冲组持续时间为0.290 s ～0.525 s,间隔时间较长,每个脉冲组有6～7个脉冲构成.疣谷盾螽脉冲组持续时间为0.080 s±0.003 s,有6个脉冲构成.灰螽斯的脉冲序列数较多,脉冲序列持续时间为0.20 s～0.27 s,间隔时间较短,为0.20 s～0.40s,有3～4个脉冲组组成,脉冲组持续时间为0.066 s±0.003 s,脉冲组重复率为13.2次/s.长瓣螽斯脉冲序列持续时间为2.590 s ～6.670 s,脉冲组持续时间为0.009 s-0.018 s.     

一种多用途的神经脉冲频率分析器

神经脉冲(动作电位)是动物神经系统内信息传递的一种重要形式。用微电极从细胞外记录到的神经脉冲,是单相、双相或三相的尖脉冲,幅度大约1—10毫伏,频率多数为10—100次/秒,其瞬间频率则可在0.1—500次/秒范围内变化。在神经脉冲的传递中,脉冲的幅度和波形是没有意义的,而频率的变化则是一个重     

中国两种常见树蟋雄性鸣声的比较研究(直翅目,树蟋科)

对两种常见树蟋长瓣树蟋Oecanthus longicauda Matsumura和黄树蟋O.rufescens Serville的召唤声特征进行了比较研究.研究结果表明,两种树蟋召唤声的时域特征和频域特征在脉冲组所含脉冲数、脉冲组持续时间、脉冲组间隔时间、脉冲组脉冲排列规律、单脉冲间隔时间、频域能峰数和能峰值等方面存在明显差异.长瓣树蟋脉冲组主要由3个脉冲组成,含3个脉冲的脉冲组持续时间约0.049±0.001 s,脉冲组间隔时间为0.027±0.003 s,单脉冲持续时间约0.011±O.001 s,单脉冲间隔时间约0.009±0.00l s,频谱图只有1个2.5KHz的主能峰.黄树蟋脉冲组由16～20个脉冲组成,脉冲组持续时间为0.303±0.021 s,脉冲组间隔时间为0.401±0.046 s,单脉冲持续时间约为0.012±0.001 s,脉冲间隔时间约为0.004±0.001 s,频谱图有两个能峰:主能峰频率为3.03 KHz,次能峰频率为16.78KHz.     

鼻优草螽和苍白优草螽鸣声和发声器的研究

鼻优草螽[Euconocephalus nasutus(Thunberg)]和苍白优草螽[Euconocephalus pallidus (Redtenbacher)]外形相似,但其鸣声特征和发声器的结构明显不同。鼻优草螽鸣声的每个脉冲组由4个脉冲串构成。脉冲组持续时间4．5ms脉冲组间隔为1．8ms,主能峰频率为11．37kHz。苍白优草螽鸣声的每个脉冲组仅由1个脉冲串构成,脉冲组持续时间1．6ms,脉冲组间隔为4．3ms,主能峰频率为11．03kHz,鼻优草螽发声锉较弯曲,中部稍粗壮,两端稍细,苍白优草螽发声锉较直,呈棒状。     

四种蝗虫雄性鸣声的比较研究(直翅目,蝗总科)

应用计算机技术分析了肿脉蝗Stauroderus scalaris scalaris(Fischer-Waldheim)、宽须蚁蝗Myrmeleotettixpalalis(Zubowsky)、邱氏异爪蝗Euchorthippus cheui Hsia、西伯利亚蝗Aeropus sibiricus(Linnaeus)雄性的鸣声特征.这4种蝗虫雄性鸣声特征差异显著.肿脉蝗雄性鸣声具有脉冲序列的分化,每个脉冲序列分为两种不同的脉冲组,第1种脉冲组持续时间约0.081 s,有7个脉冲串组成,每个脉冲串有7个单脉冲构成;第2种脉冲组持续时间不等,有13～18个脉冲串组成,脉冲串持续时间为0.021 s,间隔为0.010 s.鸣声的主能峰频率约8.62 kHz.宽须蚁蝗雄性鸣声的脉冲组持续时间为0.23 s,脉冲组间隔为0.35 s,每个脉冲组由28～31个单脉冲组成,主能峰频率为6.89 kHz、12.75 kHz.邱氏异爪蝗雄性鸣声的脉冲组持续时间为0.22 s,脉冲组间隔为0.76 s,每个脉冲组由6～7个脉冲串组成,每个脉冲串内含有1～5个单脉冲,主能峰频率为9.65 kHz.西伯利亚蝗的脉冲组持续时间约为0.092 s,脉冲组间隔为0.08 s,每个脉冲组分化为5～6个脉冲串;主能峰频率为7.58 kHz.     

养分资源脉冲供给对几种微藻种间竞争的影响

以淡水生态系统常见的5种微藻为研究对象,通过稳态条件下单一培养的方式获取各微藻在氮素或磷素缺乏条件下对应的生长特征参数和R*值,同时将5种微藻在养分资源脉冲供给的方式下进行混合培养,进而检测养分资源脉冲供给对几种微藻种间竞争的影响作用,并与基于稳态条件下所预测的微藻种间竞争结果进行比较。研究结果显示,在稳态条件下具有最小R*值的纤细角星鼓藻在与其它微藻的种间竞争过程中始终保持优势地位,而其余4种微藻在混合培养状态下的相对比重亦与其稳态条件下的R*值紧密相关。然而,资源脉冲供给条件下的竞争优势种纤细角星鼓藻能与其它种群数量较小的微藻共存。此外,在氮素和磷素的不同供给比例情况下,对应微藻群落的结构也会发生相应的变化。实验养分资源脉冲作用下多种微藻的共存现象与自然水体中的观测现象相一致,显示了资源脉冲可能是维持生物多样性水平的一个重要机制。     

具有脉冲出生和脉冲接种的SIR传染病模型

考虑了脉冲出生、脉冲接种、垂直传染、因病死亡等因素,建立了脉冲出生和脉冲接种同时进行的SIR传染病模型,通过分析无病周期解的存在性以及稳定性,得出疾病灭绝的条件.     

果蝇nasuta亚群求爱歌的种间识别与进化遗传学研究

果蝇ｎａｓｕｔａ亚群由１４个种、亚种和分类群组成,广泛分布于印度－太平洋区域。本文首次记录了ｎａｓｕｔａ亚群种的求爱歌,测量了脉冲歌时域模式的参数：脉冲串间隔（ＩＢＩ）、脉冲间隔（ＩＰＩ）、脉冲串时间长度（ＰＴＬ）、每个脉冲串的脉冲数（ＰＮ）、脉冲时间长度（ＰＬ）、波动周期时间长度（ＣＬ）。采用计算机声谱分析技术,作出求爱歌信号的三维数字功率谱图,进行频率分析。发现Ｄ．ｐｕｌａｕｎａ和Ｔａｘｏｎ－Ｆ不发出求爱歌声信号,视觉在交配中可能起重要作用。对其余种、亚种和分类群的求爱歌分析表明,ｎａｓｕｔａ亚群种的求爱歌分为脉冲歌和正弦歌。对部分种的正反交Ｆ１求爱歌分析表明,脉冲歌时域参数,如ＩＰＩ平均值为Ｘ染色体连锁或常染色体多基因控制,正弦歌频率偏向母方。根据不同种、亚种和分类群脉冲歌的时域模式构建ｎａｓｕｔａ亚群的系统树,对亚群中不同种、亚种和分类群的亲缘关系进行讨论。     

环境污染下脉冲输入恒化器模型动力学性质的研究

研究了环境污染下脉冲输入恒化器模型的动力学性质,得到了微生物灭绝周期解的全局稳定性和系统的持续生存.     

具有不连续抗生素输入和时滞效应的两菌群模型的动力学性质研究

研究了不连续的抗生素输入以及时滞效应对栖生的两菌群的影响,获得了菌群灭绝和持续生存的条件.结果表明抗生素的不连续输入对系统的动力学行为带来很大影响,而抗生素的时滞作用是无害的.     

Analysis and modeling of suspended solids from high-frequency monitoring in a stormwater treatment wetland

Tools for modeling pulsed flows and constituent fluxes in wetlands, although well developed in theory, have not been well tested in practice. High-frequency monitoring of suspended solids and flows in a stormwater treatment wetland enabled application and analysis of these tools. A dynamic flow- and volume-weighted time variable, analogous to the retention time in steady-flow systems, is one important tool tested in this study. Cross-correlations with time lags demonstrated that the dynamic time variable was a better predictive variable of pulsed events than was the standard, static time variable. Although plug-flow models are typically used for steady-flow wetlands, residence time distribution (RTD) models are indispensable for describing pulsed flows and constituent fluxes in wetlands. This study demonstrated that RTD modeling with reaction kinetics of suspended solids during storm events produces a better explanation of outflow data than possible with steady, plug-flow models. Using only input and output data, an RTD model explained sedimentation rates with less unexplained variance than the standard, plug-flow model. The results of this study underscore the importance and utility of RTD modeling for complex flows.     

The effect of pulsed microwaves on passive electrical properties and interspike intervals of snail neurons

The effects of pulsed microwaves (2.45 GHz, 10 μs, 100 pps, SAR: 81.5 kW/kg peak, 81.5 W/kg average) on membrane input resistance and action potential (AP) interval statistics were studied in spontaneously active ganglion neurons of land snails (Helix aspersa), at strictly constant temperature (20.8±.07°C worst case). Statistical comparison with sham-irradiated neurons revealed a significant increase in the mean input resistance of neurons exposed to pulsed microwaves (P ? .05 ). Pulsed microwaves had no visible effect on mean AP firing rate; this observation was confirmed by analysis of interspike intervals (ISIs). Using an integrator model for spontaneously active neurons, we found the net input current to be more variable in neurons exposed to pulsed microwaves. The mean input current was not affected. The standard deviation of ISIs and the autocorrelation of the input current were marginally affected, but these changes were not consistent across neurons. Although the observed effects were less obvious than those reported in other studies, they represent evidence of a direct interaction between neurons and pulsed microwaves, in the absence of macroscopic temperature changes. The data do not suggest a single, specific mechanism for such interaction. © 1993 Wiley-Liss, Inc.     

Identification of Hammerstein model for bioreactors with input multiplicities

A closed loop identification method of Hammerstein model for continuous bioreactor with input multiplicity is proposed. Hammerstein model consists of nonlinear steady-state gain followed by a unity gain linear system. The method consists of first getting local first order plus time delay (FOPTD) models around the two input multiplicity values of the substrate feed concentration. The model parameters of the FOPTD is identified by a least square optimization method. The initial guess for the model parameters are obtained from the settling time, the initial delay in the closed loop servo response and using a simple proportional controller formula. From the local process gain values obtained for the several step changes around the two operating conditions, the nonlinear gain portion of the Hammerstein is then obtained. The actual nonlinear gain and the identified nonlinear gain is compared.     

一类考虑收获的时滞捕食系统的稳定性与Hopf分支研究

给出了一类考虑收获的时滞捕食系统的局部稳定性判断,并由规范型理论和中心流形定理推导出了Hopf分支的方向、稳定性等条件,最后给出了两个数值模拟例子验证了结论的正确性.     

Stability switches,oscillatory multistability,and spatio-temporal patterns of nonlinear oscillations in recurrently delay coupled neural networks

A model of time-delay recurrently coupled spatially segregated neural assemblies is here proposed. We show that it operates like some of the hierarchical architectures of the brain. Each assembly is a neural network with no delay in the local couplings between the units. The delay appears in the long range feedforward and feedback inter-assemblies communications. Bifurcation analysis of a simple four-units system in the autonomous case shows the richness of the dynamical behaviors in a biophysically plausible parameter region. We find oscillatory multistability, hysteresis, and stability switches of the rest state provoked by the time delay. Then we investigate the spatio-temporal patterns of bifurcating periodic solutions by using the symmetric local Hopf bifurcation theory of delay differential equations and derive the equation describing the flow on the center manifold that enables us determining the direction of Hopf bifurcations and stability of the bifurcating periodic orbits. We also discuss computational properties of the system due to the delay when an external drive of the network mimicks external sensory input.     

Quasiperiodicity route to chaos in a biochemical system.

The numerical study of a glycolytic model formed by a system of three delay differential equations reveals a quasiperiodicity route to chaos. When the delay changes in our biochemical system, we can observe the emergence of a strange attractor that replaces a previous torus. This behavior happens both under a constant input flux and when the frequency of the periodic substrate input flux changes. The results obtained under periodic input flux are in agreement with experimental observations.     

一类具有时滞和治愈率的HIV病理模型的稳定性

研究一类具有饱和感染率、治愈率和细胞内时滞的HIV病理模型.首先分析平衡态的存在性与稳定性,然后给出染病平衡态对于任意时滞保持稳定（不稳定）的充分条件,并利用Nyquist准则度量染病平衡点保持稳定的时滞长度.     

Competition in size-structured populations: mechanisms inducing cohort formation and population cycles

In this paper we investigate the consequences of size-dependent competition among the individuals of a consumer population by analyzing the dynamic properties of a physiologically structured population model. Only 2 size-classes of individuals are distinguished: juveniles and adults. Juveniles and adults both feed on one and the same resource and hence interact by means of exploitative competition. Juvenile individuals allocate all assimilated energy into development and mature on reaching a fixed developmental threshold. The combination of this fixed threshold and the resource-dependent developmental rate, implies that the juvenile delay between birth and the onset of reproduction may vary in time. Adult individuals allocate all assimilated energy to reproduction. Mortality of both juveniles and adults is assumed to be inversely proportional to the amount of energy assimilated. In this setting we study how the dynamics of the population are influenced by the relative foraging capabilities of juveniles and adults.In line with results that we previously obtained in size-structured consumer-resource models with pulsed reproduction, population cycles primarily occur when either juveniles or adults have a distinct competitive advantage. When adults have a larger per capita feeding rate and are hence competitively superior to juveniles, population oscillations occur that are primarily induced by the fact that the duration of the juvenile period changes with changing food conditions. These cycles do not occur when the juvenile delay is a fixed parameter. When juveniles are competitively superior, two different types of population fluctuations can occur: (1) rapid, low-amplitude fluctuations having a period of half the juvenile delay and (2) slow, large-amplitude fluctuations characterized by a period, which is roughly equal to the juvenile delay. The analysis of simplified versions of the structured model indicates that these two types of oscillations also occur if mortality and/or development is independent of food density, i.e. in a situation with a constant juvenile developmental delay and a constant, food-independent background mortality. Thus, the oscillations that occur when juveniles are more competitive are induced by the juvenile delay per se. When juveniles exert a larger foraging pressure on the shared resource, maturation implies an increase not only in adult density, but also in food density and consequently fecundity. Our analysis suggests that this correlation in time between adult density and fecundity is crucial for the occurrence of population cycles when juveniles are competitively superior.