大型浅水湖泊磷模型参数不确定性及敏感性分析

以太湖作为大型浅水湖泊的代表,以EFDC模型为基础建立关于磷的沉积成岩模型,运用拉丁超立方抽样方法、普适似然不确定性分析方法和区域敏感性分析方法,对成岩模块中与磷迁移转化有关的16个参数进行敏感性分析.结果表明,太湖全湖区磷酸盐和总磷的时间空间分布都极不均匀,成岩模块参数的不确定性在磷酸盐和总磷的模拟方面都存在强烈影响.以上覆水磷酸盐为输出目标,"沉积物-水"界面遭受的风浪扰动在水深相对更浅的湖区更为直接,湖湾区水的流通性较差,利于沉积物中溶解态磷释放.以上覆水总磷为输出目标,湖心区颗粒态磷和溶解态有机磷的质量浓度受成岩模块参数不确定性的影响较大.敏感参数主要是动力特性与和氧相关的两类参数.对于大型浅水湖泊,底泥沉积成岩模块敏感参数的重要性不弱于水动力、水质模块,针对不同水质、底泥分布的水域,模拟磷元素时应注重敏感参数的取值率定.     

中国工业碳排放的因素分解与脱钩效应

采用广义迪氏指数分解法（GDIM）分析2000~2016年中国工业碳排放的驱动因素,并在此基础上,创新性地结合DPSIR框架构建脱钩努力模型测度工业碳排放的脱钩效应.研究结果表明：产出规模效应、技术进步效应、能源消费规模效应和人均碳排放效应是导致工业碳排放增加的主要因素,而产出碳强度效应与技术进步碳强度效应是减少工业碳排放的关键因素;工业碳排放的脱钩效应呈"未脱钩~弱脱钩~强脱钩"的阶段性特点;产出碳强度效应与技术进步碳强度效应是工业碳排放实现强脱钩的决定性因素,同时更需要调整能源结构、降低能源强度与碳排放强度来实现工业碳排放强脱钩.     

应急管理第一响应者制度综述

第一响应者最早产生于医疗紧急救护中,属于志愿服务,并在欧美国家得到发展和广泛运用。美国在交通事故管理和突发事件应对中发展了第一响应者的概念,一是服务内容从医疗救护扩大至其他突发事件应急管理,二是第一响应者不仅限于志愿服务,也包括专业机构首先到达现场的人。我国历史上曾有赤脚医生、辅助警察等现实意义的第一响应者制度,但我国目前的第一响应者主要集中在突发事件信息员,特别缺乏应急处置的第一响应者。中德政府合作的搜索救援＂第一响应者＂培训对第一响应者进行了新的定义,增加了现场组织管理能力培训。我国应该大力培训应急救援＂第一响应者＂教官,并逐步制定有关志愿服务法律。     

Estimation of Daily Streamflow of Southeastern Coastal Plain Watersheds by Combining Estimated Magnitude and Sequence

Commonly used methods to predict streamflow at ungauged watersheds implicitly predict streamflow magnitude and temporal sequence concurrently. An alternative approach that has not been fully explored is the conceptualization of streamflow as a composite of two separable components of magnitude and sequence, where each component is estimated separately and then combined. Magnitude is modeled using the flow duration curve (FDC), whereas sequence is modeled by transferring streamflow sequence of gauged watershed(s). This study tests the applicability of the approach on watersheds ranging in size from about 25‐7,226 km² in Southeastern Coastal Plain (U.S.) with substantial surface storage of wetlands. A 19‐point regionalized FDC is developed to estimate streamflow magnitude using the three most selected variables (drainage area, hydrologic soil index, and maximum 24‐h precipitation with a recurrence interval of 100 years) by a greedy‐heuristic search process. The results of validation on four watersheds (Trent River, North Carolina: 02092500; Satilla River, Georgia: 02226500; Black River, South Carolina: 02136000; and Coosawhatchie River, South Carolina: 02176500) yielded Nash‐Sutcliffe efficiency values of 0.86‐0.98 for the predicted magnitude and 0.09‐0.84 for the predicted daily streamflow over a simulation period of 1960‐2010. The prediction accuracy of the method on two headwater watersheds at Santee Experimental Forest in coastal South Carolina was weak, but comparable to simulations by MIKE‐SHE.     

2015~2020年洪泽湖浮游植物群落结构及其环境影响因子

洪泽湖是南水北调东线工程的重要调蓄湖泊,在气候调节、防洪防汛等方面起着重要的作用.为研究洪泽湖浮游植物群落结构演替及与环境因子的关系,了解“十年禁渔”前洪泽湖生态系统状况,于2015～2020年进行了逐月监测.研究期间,总氮(TN)年平均浓度从2017年之后呈显著下降趋势,总磷(TP)和化学需氧量(COD)总体呈下降趋势,水温无明显变化趋势,水深和透明度从2015～2018年上升,之后显著下降.调查期间共鉴定有浮游植物8门102属310种,浮游植物优势门类主要包括绿藻门和硅藻门,其次为蓝藻门和甲藻门.主要优势属为栅藻(Scenedesmus)、直链藻(Aulacoseira)、隐藻(Cryptomonas)、小环藻(Cyclotella)、四角藻(Tetraedron)、微囊藻(Microcystis)和长孢藻(Dolichospermum).非度量多维尺度分析方法(NMDS)表明,洪泽湖浮游植物群落结构组成在不同年份、不同季节和不同采样区域有显著差异,其变化主要是浮游植物的优势种属间再分配.NMDS分析结果显示,洪泽湖浮游植物群落结构变化与水温、 TN、 TP、水深和透明度等因素有关...     

广义物质循环模型及对循环经济的政策内涵

在传统经济增长模式下。我国资源开采、生产、消费及消费末端各个环节的环境问题都十分突出。然而传统的物质循环并不能从根本上解决我国经济增长与生态环境之间的矛盾。在总结传统物质循环的特点与局限性的基础之上。提出了旨在提高经济系统全过程资源效率与环境绩效的广义物质循环的概念及理论模型；剖析了广义物质循环的资源与环境政策内涵，并据此提出我国资源环境的生命周期政策途径；最后以广义物质循环的内涵及基本原则为指导。深入探讨了我国循环经济发展的资源政策与环境政策。本文认为。建立与发展以广义物质循环为核心的循环经济增长模式。是我国实现经济与环境持续协调发展的根本途径。     

GRNN模型在煤与瓦斯突出及瓦斯含量预测中的应用

煤与瓦斯突出的作用机理非常复杂,是诸多因素如地应力、煤层瓦斯、煤体物理力学性质等共同作用的结果。在分析广义回归神经网络(GRNN)的基本原理和算法的基础上,建立煤与瓦斯突出等级以及基于构造复杂程度定量评价的瓦斯含量GRNN模型。然后用收集到的工程实例样本训练和检验该模型。结果表明,GRNN模型具有很好的预测能力和泛化能力,能较好揭示瓦斯含量和诸影响因素间的关系,可用于煤与瓦斯突出判别以及瓦斯含量预测。同时可以看出,光滑因子的合理选取对于提高GRNN模型的预测精度非常重要,因此,在以后的实际应用中需要不断尝试,找出最合理的光滑因子。     

崇明北湖叶绿素a浓度与环境因子的GAM回归分析

以崇明北湖为例,采用广义加性模型(GAM)对该湖的叶绿素a浓度与相关环境因子进行分析.结果表明,叶绿素a浓度与总氮、总磷和水温之间存在较好的非线性关系(P<0.05),叶绿素a浓度与总磷之间的关系先为单调递增,当总磷浓度达到0.12mg/L时,变为单调递减;不同总氮浓度区间上,总氮对叶绿素a浓度的影响不同,氮浓度为0.6~1.8mg/L时,对叶绿素a浓度的影响不大;水温在24~26℃时,叶绿素a浓度最高.叶绿素a浓度与氮磷比之间也存在较好的非线性关系(P<0.1),氮限制时,叶绿素浓度与氮磷比呈反比;磷限制时,叶绿素a浓度随着氮磷比单调递减.     

沙尘天气PM10对多种心血管疾病日门诊人数的影响

为研究沙尘天气大气可吸入颗粒物(PM10)与心血管系统疾病每日门诊人数的联系,采用半参数广义相加泊松回归模型(GAM),在排除了混杂因素如季节趋势、日历效应、气象因素和时间长期趋势等作用的前提下,分析2004年3月1日~5月31日沙尘暴频发区——甘肃省武威市大气PM10与多种心血管疾病每日门诊相对危险度(RR)的关系.结果表明,PM10与男、女总心血管系统疾病门诊RR均在滞后第2d(lag2)的联系有统计学意义.PM10分别在lag3和lag4对男、女性风湿性心脏病门诊RR的影响有统计学意义; PM10(lag2)与男性高血压门诊RR的联系有统计学意义.PM10在lag2对男性缺血性心血管疾病门诊RR的影响有统计学意义;PM10对男、女性心律失常以及充血性心力衰竭门诊RR的影响均无统计学意义.在调整了SO2和/或NO2后,PM10对男、女性心血管系统疾病门诊RR的作用有所下降,但在统计学上仍有意义.然而在分别调整了其他污染物后,SO2和NO2变得无统计学意义.沙尘天气PM10浓度分类模型分析表明,从正常清洁天、轻度污染天到扬沙天气、沙尘暴天气,随着PM10浓度水平的增大,心血管系统疾病(缺血性心血管疾病、充血性心力衰竭、心律失常、高血压、风湿性心脏病)门诊RR也随之增高,呈现一定的剂量效应关系.沙尘天气可吸入颗粒物可引起暴露居民多种心血管系统疾病(缺血性心血管疾病、充血性心力衰竭、心律失常、高血压、风湿性心脏病)门诊人数增多,且均呈现滞后效应. PM10浓度与心血管系统疾病门诊RR表现为一定的剂量效应关系.PM10浓度与沙尘天气强度有密切关系, 随着PM10浓度与沙尘天气强度的增大,暴露居民心血管系统多种疾病日门诊RR也增大,具体为:正常清洁天＜轻度污染天＜扬沙天＜沙尘暴天.     

Emergy algebra: Improving matrix methods for calculating transformities

Transformity is one of the core concepts in Energy Systems Theory and it is fundamental to the calculation of emergy. Accurate evaluation of transformities and other emergy per unit values is essential for the broad acceptance, application and further development of emergy methods. Since the rules for the calculation of emergy are different from those for energy, particular calculation methods and models have been developed for use in the emergy analysis of networks, but double counting errors still occur because of errors in applying these rules when estimating the emergies of feedbacks and co-products. In this paper, configurations of network energy flows were classified into seven types based on commonly occurring combinations of feedbacks, splits, and co-products. A method of structuring the network equations for each type using the rules of emergy algebra, which we called “preconditioning” prior to calculating transformities, was developed to avoid double counting errors in determining the emergy basis for energy flows in the network. The results obtained from previous approaches, the Track Summing Method, the Minimum Eigenvalue Model and the Linear Optimization Model, were reviewed in detail by evaluating a hypothetical system, which included several types of interactions and two inputs. A Matrix Model was introduced to simplify the calculation of transformities and it was also tested using the same hypothetical system. In addition, the Matrix Model was applied to two real case studies, which previously had been analyzed using the existing method and models. Comparison of the three case studies showed that if the preconditioning step to structure the equations was missing, double counting would lead to large errors in the transformity estimates, up to 275 percent for complex flows with feedback and co-product interactions. After preconditioning, the same results were obtained from all methods and models. The Matrix Model reduces the complexity of the Track Summing Method for the analysis of complex systems, and offers a more direct and understandable link between the network diagram and the matrix algebra, compared with the Minimum Eigenvalue Model or the Linear Optimization Model.