3.1 电光源 3.2 灯具 3.3 室内工作照明设计 3.5 照明计算 3.6 室内环境照明设计 3.7 室外照明设计 3.8 绿色照明工程

本课程是农业建筑环境与能源工程专业的一门 专业课。书中着重阐述了民用和工业建筑设计 与构造的基本原理及应用知识，包括建筑物理 的有关内容，反映了我国建筑方面的新技术、 新成就，并吸取了国外建筑设计及构造方面的 一些有益经验。是培养学生建筑设计及建筑构 造设计的基本技能；空间想象能力、构思能力 及图形表达能力；对学生进行建筑师及工程师 的基本技能训练

1Z01000建设工程项目管理概论 1Z02000建设工程项目施工成本控制 1Z203000建设工程项目进度控制 1Z04000建设工程项目质量控制 1Z205000建设工程职业健康安全与环境管理 1Z06000建设工程合同与合同管理 1Z207000建设工程项目信息管理

一、森林公园总体设计的指导思想 二、森林公园总体设计应遵循的原则 三、森林公园功能分区 四、环境容量与游客规模 五、景点与游览线路设计 六、植物景观工程 七、保护工程 八、旅游服务设施工程 九、基础设施工程

特殊土定义:由于生成时不同的地理环境、气候条件、地质成因以及次生变化等原 因,使一些土类具有特殊的成分、结构和工程性质。通常把这些具有特殊工程性质的土类 称为特殊土。特殊土种类很多,大部分都具有地区特点,故又有区域性特殊土之称

Air Safety: End of the Golden Age? First-World aviation has become so safe that a passenger who takes a domestic jet flight every day would on average go 36,000 years before succumbing to a fatal crash. But certain aerial dangers that were practically absent from the First World in the 1990s might be poised for a resurgence (Among these hazards are terrorism, mid-air collisions, and ground collisions. We explore recent data about the mortality risk of air travel, and discuss the prospects for the years ahead Arnold barnett

Lecture Outline M/M/1: finite system capacity, K M/M/m: finite system capacity, K M/M/m: finite system capacity, K=m Related observations and extensions M/E,/1 example M/G/1: epochs and transition probabilities M/G/1: derivation of L Why M/G/m, G/G/1, etc. are difficult

Birth-and-Death Queuing Systems 1. m parallel, identical servers. 2. Infinite queue capacity. 3. Whenever users are in system (in queue plus in service) arrivals are Poisson at rate of an per unit of time. 4. Whenever n users are in system, service completions are Poisson at rate of un per unit of time. 5. FCFS discipline

Countries identified as First-World are listed in the text. Some approximations attend the calculations, and the denominators are rounded off to the nearest half million. The mortality-risk difference between domestic and international flights in the first-world is not statistically significant: If major fatal crashes arise under a Poisson process at rate ) per million flights, then the observed

Crofton's Method Let X1 and X2 be independent random variables that are uniformly distributed over the interval [o, a]. We are interested in computing E[ -X2l]. For instance, in an urban setting, X1 and X2 may denote the location of an accident and the location where an emergency vehicle is currently parked in a road segment of length a, respectively In this case, we want to know the distance