保护生态环境是根治洪涝灾害的战略措施

从分析我国1998年抗洪救灾的事实出发,探讨了洪涝灾害产生的原因,分析了生态环境严重破坏带来的严重影响;据此,确立保护生态环境是根治洪涝灾害的战略措施,并从城市可持续发展的高度提出了建议。     

生态城市是城市规划与建设的目标——论南宁市的生态环境保护与可持续发展

本文分析了南宁市城市发展中存在的生态环境问题 ,探讨了南宁市的生态优势 ,指出创建生态城已是南宁市城市规划建设与城市综合整治的当务之急 ,并提出相应的综合整治思路和对策。     

河北省可持续农业发展中上土地生态环境约束及对策

本文论述了河北省土地生态环境存在的水土流失、土地沙化、土地盐碱化、土地干旱化、土地污染等主要问题及其对农业生产的影响,提出了保护和整治土地生态环境,保证可持续农业发展相应对策。     

洞庭湖区生态环境的问题与治理对策

在广泛、深入调查的基础上,分析了洞庭湖区生态环境的主要问题,并提出了治理对策。     

Importance of movement constraints in habitat selection studies

The aim of this study is to empirically illustrate the importance of taking movement constraints into account when testing for habitat selection with telemetry data. Global Positioning System relocations of two Scandinavian brown bears were used to compare the results of two different tests of habitat selection by the bears within their home range. Both relied on the comparison of observed dataset with datasets simulated under the hypothesis of random habitat use. The first analysis did not take movement constraints into account (simulations were carried out by randomly distributing a set of points in the home range) whereas the second analysis accounted for these constraints (simulations were carried out by building random trajectories in the home range). The results for the two analyses showed contrasted results. Therefore, not accounting for movement constraints in analyses may result in a misleading biological interpretation. Autocorrelation between relocations is not undesirable: it contains information about ecological processes that should be integrated in habitat selection analyses.     

The Time Invariance Principle,the absence of ecological chaos,and a fundamental pitfall of discrete modeling

This paper is to show that most discrete models used for population dynamics in ecology are inherently pathological that their predications cannot be independently verified by experiments because they violate a fundamental principle of physics. The result is used to tackle an on-going controversy regarding ecological chaos. Another implication of the result is that all dynamical systems must be modeled by differential equations. As a result it suggests that researches based on discrete modeling must be closely scrutinized and the teaching of calculus and differential equations must be emphasized for students of biology.     

Simulated potential effects of ecological factors on a hypothetical population of Chiricahua leopard frog (Rana chiricahuensis)

Simulations provide an opportunity to examine how single or multiple perturbations may impact a specific species. The objectives of this study were to identify thresholds at which changes in stream peak flow, stream base flow, and/or chytrid fungus presence alter long-term Rana chiricahuensis populations. We used scenarios with varying peak flow mortality rates, base flow mortality rates, and chytrid fungus mortality rates. Sensitivity analysis was also conducted. Over 50 years, populations in six scenarios increased and 13 scenarios decreased. Eight scenarios resulting with fewer than 100 individuals included stochastic effects for at least two of three perturbations and the remaining scenarios included chronic effects of 30% or higher. Scenarios with population increases had either no chytrid fungus effect or chronic effects from perturbations totaling less than 30%. In the absence of chytrid fungus, populations increased and became stable. At a 10% annual death rate caused by chytrid fungus, the R. chiricahuensis population decreased 46.8%. At a 20% death rate, the population decreased 98.6%. Model scenarios were sensitive to peak flow death rates. As peak flow mortality increased to 10 and 20%, extinction rates increased to 91.7 and 99.9%, respectively. With model parameters and the no base flow mortality, R. chiricahuensis populations declined by 92% with a 3.2% extinction rate at 50 years. Models with base flow mortality rates of 10 and 20% resulted in population extinction rates of 48.7 and 96.1%, respectively. Scenario analysis of perturbations on a hypothetical R. chiricahuensis population provided a framework in which to view combined effects on a species. Analysis supports supposition that chytrid fungus is the proximate cause of many amphibian declines, but the added effect of base flow and peak flow has the potential to hasten declines.     

国家助学贷款刍议

国家助学贷款是我国实施“教育成本分担”、促进“教育机会均等”的一项重大措施．它对支持教育体制改革、促进教育事业发展、提高全民族素质具有十分重要的意义．笔者在深入调查和充分论证的基础上,简要回顾了目前国家助学贷款发展状况,并进一步提出完善的政策措施与建议,以期探寻国家助学货款健康发展的良方．参8．     

Effects of land use on concentrations of metals in surface soils and ecological risk around Guanting Reservoir,China

It is accepted that the historical routine use of agrochemicals may have resulted in undesirable concentrations of metals in the environment. To investigate and assess the effects of land use on concentrations of heavy metals around the Guanting Reservoir in China, 52 surface soil samples (depth of 2–10 cm) were taken from areas where four types of land use were practiced (including arable land, woodland, bare land, orchard land). The metals and metalloids (As, Cr, Ni, Cu, Zn, Cd, and Pb) were analyzed using inductively coupled plasma-atomic emission spectroscopy (ICP-AES). Significant accumulation of As, Cd, and Cr was found in soils of arable land. Based on correlation and cluster analysis, it can be concluded that Cd and Zn originate mainly from phosphate fertilizer, Pb from the use of insecticides, fertilizers, and sewage sludge as well as air deposition, and Cu from copper-based fungicides, while As, Ni and Cr might come from parent soil material. According to an ecological risk analysis of metals based on the ecological index suggested by Hakanson, the four types of land can be ranked by severity of ecological risk as follows: arable land > woodland > bare land > orchard land, with a high ecological risk of Cd for all four types. Management measures for land use planners for avoiding water, soil, and sediment pollution caused by metals around the Guanting Reservoir are presented.     

河流生态基流量整合计算模型

针对北方地区流域水域生态系统人工化明显和河流断流的现状,提出了河流生态基流量的概念,并分析了其内涵．河流生态基流量包括河道生态基流量、河口生态基流量和湿地生态基流量．河流生态基流量计算应考虑流域内不同水系、不同河段生态环境的差异性和时空变化规律．通过改进生态环境需水量的计算方法,分析河流的空间结构特征、各河段的相互关系以及流域的水特征,提出了整合计算模型．整合计算模型分为2类：不同水系和同一水系的整合．同一水系整合计算模型又分为：河流生态基流量整合模型、河流与湿地生态基流量的整合以及河道生态基流量的整合模型．其中最为复杂的河道生态基流量的整合模型共分为6种形式：简单式、汇流式、分流式、组合式、交叉式和河口式．研究结果表明：各子系统的生态基流量是河流生态基流量整合计算的基础;河流生态基流量保证系数是计算的重要参数,其值在确定基数的基础上,通过恢复模式和空间优化配置这2个影响因子进行调整而得到,取值范围为[0,1];整合计算模型需要明确消耗性生态基流量和非消耗性生态基流量,消耗性生态基流量不受保证系数的影响,非消耗性生态基流量因保证系数取值的不同而变化．