01、设备间布置的基本要求

设备空间的位置,依照建筑物的种类、规模、设备方式、使用机器与系统的不同而异。一般中小型建筑,最下层设主要设备层,各层设辅助设备室,并配备相应的管井、管沟。

各类建筑物设备间的大致位置可见图1.4.1。

主设备室由机械室、电气室、中央监控室组成。其中的机械室是各个设备与城市各对应的设施相连接,以供给能源、物质并进行交换、分配、处理等的中枢。所以当设计主设备室时,有必要对设备的流程、运行安全性进行充分研究。

流程:主要设备室既与外部有关系统相连,如冷、热水,电气等的引进引出,又与分布在建筑物内部的末端设备相连,因此要尽可能地形成全面经济的流动线,这样既能节约一次投资,又省经常费用。如:

制冷机房要与变电室、泵房一并考虑。而锅炉房要处于供应燃料方便又有可能在附近建立烟囱的地方,并且要考虑车辆出进的路线。空调机房的设置要考虑送风路线不长,且便于冷热水管连接,又能有室外空气接入的地方。排风机房要注意排出室外的风向和周围环境。

控制室应处于维护管理方便的地方,尽可能设在各设备室的中心地带;设在靠近楼梯或直接通往走廊等易于疏散的地方。

为确保主要设备搬入搬出的方便,宜直接通向道路,门向外开,运输时不应妨碍居住部位。应考虑必要的面积。此外,机电设备的寿命比建筑物本身要短,所以设置机房时对设备的更新问题,应予考虑。预留安装孔洞用时要有保证能打开的措施。

(1)锅炉房、制冷机房有高压、可燃的危险,必须遵守国家的有关规范,采取可靠的安全措施。锅炉房燃烧要大量空气,电机要通风散热,而且引风、鼓风机噪声甚大,均要注意。制冷机房应设在一般人员不去的地方如地下室。机房内应有充分的维修通道。为了保证操作人员安全,原则上应考虑有两个门。因主机房有噪声及振动,所以在其上方不宜设置声音要求较严的房间。室外冷却塔还应考虑对周围环境的噪声影响。

(2)空调机房、配管、风道及排风机房等这些房间一般要配置在建筑的核心部位。在平面设计时,必须决定其位置和大小。

从全面经济的角度考虑,空调系统不宜太大,且为了与防火、防烟分区相适应,一个空调系统应以专用为主,其服务面积不宜大于500m2。对分层设置的空调机房特别要注意隔声减振,还要考虑外气进入的途径。空调机房与其他房间的隔墙以240砖墙为宜。机房的门应采用隔声门。机房内还应粘贴吸声材料。

标准层内的设备间是设备和管线集中的地方,宜设在建筑物的中央,或分散在若干地方。这些地方往往是各工种“互争”的地盘,这一问题解决得好,将给整个工程带来先天的优点,若解决不好,不但管线互碰打架,而且会造成系统不合理的布置,能量无谓的消耗,造成无法弥补的后患,设计时千万注意,最好在初步设计阶段各工种就合理地划分好空间。

顶层设备间,一般问题不大,通风机室应设在管井的上方,新风口与排风分设。

从工程实践来看,一般大中型民用建筑的机房和管井设计,随建筑平面布置与空调系统的不同在机房布置上有很大差别。

02、机房设置

(1)位置

机房位置在一个大中型的建筑物中是个相当重要的问题。它既决定投资的多少又影响能耗的大小。布置不好或处理不当其噪声振动还会严重地干扰周围环境及达不到送、排风的效果。

一般来说机房的位置常在下列地方:

制冷机房(带水泵)地下室或单建;

空调机房(带水泵)地下室;

空调机房地下室或楼层内;

排风机房地下室或屋顶机房或室外;

冷却塔屋顶上部或裙房屋顶上;

锅炉房单建或半地下室(有自然通风);

热交换间地下室或单建,超高层时可设在顶层设备间;

制冷机及水泵(冷冻泵、冷却泵)的容量大,振动、噪声也大,常设在地下室中,只有少数自带冷源的立柜式机组可以设在楼层上。

空气调节机体积大,重量轻,可以靠近被空调的房间设置,但要注意消声隔振。也有设在屋顶上的屋顶机组。

选择机房位置时必须与建筑设计配合好。从本专业的角度选择机房位置时应考虑下列原则:

1)制冷机房(包括供冷水泵)

①过去多在建筑物之外单建,如今多建于建筑物的地下室中。现在在大中型民用建筑物中应充分利用地下室,但要处理好隔声防振问题,特别是水泵及支吊架的传振问题。

②在地下室中选制冷机房的位置时,应与低压配电间邻近,而且最好靠近电梯。

③如果是大型高层建筑,有塔楼也有裙房时,如塔楼为筒体或剪力墙结构,制冷机房最好放在裙房的地下室中,而且在其上边(一层)的房间应是对消声隔振无严格要求者。

④制冷机房的位置应尽量靠近负荷中心。

2)空调机房

①室内声学要求高的建筑物如广播、电视、录音棚等以及大空间,机组风量很大的公共建筑物如体育馆等,空调机房最好设在地下室中。而一般的办公楼、旅馆公共部分(裙房)的空调机房可以分散在每层楼上,但是机房不应紧靠贵宾室、会议室、报告厅等室内声音要求严格的房间。

②空调机房的划分应不穿越防火区。所以大中型建筑应在每个防火区内设空调机房,最好能在防火区的中心地位。

③各层的空调机房最好能在同一位置上即垂直成一串布置,这样可缩短冷、热水管的长度,减少与其他管道的交叉,既减少投资又节约能耗。

④各层空调机房的位置应考虑风管的作用半径不要太大,一般为30~40m。而一个系统的服务面积以500m2为宜。

⑤空调机房的位置应选择最靠近主风道之处,靠近管井使风管尽量缩短,可降低投资也可减少风机的功率。

3)排风机房

排风机房的位置一般多设在屋顶层。有些也可设在地下室中,如地下车库的排风,地下洗衣房、配电间等的排风。

4)热交换站

民用建筑的热交换站有两种,一种是由锅炉房供给的汽-水热交换或是由城市热网供给的水-水热交换。有锅炉房的热交换器可放在锅炉房内。而接城市热网的热力点,一般多为单体建筑。在一些大中型的现代化建筑中热交换站多设在地下室中,尽量靠近制冷机房。

(2)面积及净高

1)制冷机房(包括冷冻水泵、冷却水泵)的面积一般按每1.163MW冷负荷需100m2估算。当然它随总建筑面积的大小而变化,约占总建筑面积的0.6%~0.9%。空调房间的净高,建筑面积<3000m2,h=4.0m;建筑面积>3000 m2,h=4.5m。总面积超过20000 m2时,集中空调的大机房高应为6~7米,而分层机组则可为标准层的高度,即2.7~3.0m。

2)锅炉房:按统计,建筑面积在10000 m2至50000 m2范围内,锅炉房面积占总建筑面积的1%~3%。(2t/h×2台约150 m2,4t/h×2台约200 m2,6t/h×2台约250 m2)而小于1000 m2的建筑物,锅炉房面积约占4%左右。锅炉房的净高按锅炉型号而异:

铸铁锅炉锅炉房净高4.0~4.5m;

钢板锅炉锅炉房净高4.5~5.0m;

水管锅炉锅炉房净高6.5~7.5m。

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" 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3)空调制冷机房:空调制冷机房面积约相当于总建筑面积的3%~7%。依建筑规模及系统方式大有出入。列举如下资料以供参考,表1.4.2-1为工程实例统计表;表1.4.2-2为办公楼空调机房面积表(国外资料)。

4)冷却塔:冷却塔一般置于屋顶上,除有安装面积外,尚应考虑接管道和维修行人通道。冷却塔的占地面积约为总建筑面积的0.5%~1.0%。

以北京国际饭店为例,机房面积的具体分配为:

大空调机房1000m2,热交换间400 m2,冷冻机房810 m2,中空调机房220 m2,西空调机房500 m2,南空调机房660 m2,游泳池空调机房130m2。

注:空调机房包括通风机房在内。

标准层空调风管所占平面空间的概略指标为该层建筑面积的1.6%~2.5%;冷热水管为0.4%~1.0%;合计约2%~3.5%。

(3)管井

1)位置及做法:管井内可设风管、水管及其他公用设施所用的管件线路。管井宜在建筑物每区的中心部位,且在机房的附近。管井应从下至上至通到顶,中途不应拐弯。特别是高层建筑为筒体结构时,其内筒的核心区常可作为管井。管井分两种,一种为有维修空间者,维修空间最小应有50~60cm,为工作人员的通行空间,通路上尚应预留人孔,人孔一般为1.2m×0.6m。此类管井的尺寸应不小于风管断面的2倍。但要注意管井内的管道在每层中都有进有出,特别是风管需要墙上开洞较大,这一点必须与结构协调好,将管井放在墙上开洞不破坏结构刚度的地方。特别是地震区更要注意,最好将管井设在结构的核心之外。

另一种为不考虑检修,有一面为空心砖砌或钢丝网抹灰,遇到检修时将该墙拆掉。

2)风管距墙的尺寸:风管一边或两边靠墙时距混凝土墙面的间隙,对小风管(≤300mm×300mm)为150mm,对大风管(>300mm×300mm)应留300mm。

3)从防火安全考虑管井应每隔3层用混凝土隔死。

(4)管道层问题

2.2m层高的管道层本来只可敷设管道(风管、供热管、供冷管、自来水管、排水管、热水管等等),但现在为了节省面积,有许多设备也放在管道夹层中,有空调箱,有送、排风机,还有水箱、水泵等,这给操作维修带来很大困难。因为层高2.2m,其梁高依柱网而不同,一般民用建筑以8m或7.5m柱网较多,则梁的高度为80~100cm,因此梁下净高只有1.2~1.4m,再加上各种管道穿过,如放置了设备,在运行时很难管理。所以除非万不得已,在2.2m的管道层中不推荐布置任何有运转部件的设备。此外,如宾馆,饭店等管道层的上、下都是客房,风机的振动、噪声一旦处理不好,就会影响使用效果。

(5)空调设备重量

这是供结构进行计算时用。一般在方案设计完后,施工图开始之前要提给结构专业。当空调设备设在楼板上或屋顶上时,这一重量相当重要。有经验的结构工程师也许不向你要这一数据,但是经验少点,或是想准确计算时他就会向你要空调机房、冷却塔等设备的重量。这可有两种方式来提:

1)估计法:按一般常用的系统,空调机房的荷载约为500~600kg/m2,而屋顶机组的荷重视机组的大小而定。

2)按设备重量和基础尺寸详细提法:这时一定要注意所提的设备重量中应包括充水的重量或冷剂的重量以及保温的重量等全部重量,不能只提一个空的设备重量。

3)冷却塔:

横式冷却塔1t/m2;

立式冷却塔2~3t/m2。

4)制冷机房:地面的荷载为4~6t/m2,且有振动。

(1)设备出入口

为大型设备(冷冻机、空调箱等)的搬入,在设计机房时应留安装孔洞。并留将来亦能打开更换设备的通道。而这孔洞与通道不能被风管或其他设备、管道堵死。

03、空气的输送系统

风管

1)风管断面估算尺寸

风管的尺寸对建筑设计的影响很大,在公共建筑中,建筑的层高常按风管的尺寸而定。但风管的具体尺寸需待冷负荷计算之后,按系统划分的大小及所选通风空调设备的风量才可算出。为解决各工种交叉作业,一般在设计开始不久,建筑即希望能知道主要通风管的断面尺寸,以决定吊顶空间与层高。为此,可以用估算风量,按风速粗算的办法,也可以用风管断面与空调建筑面积之比的百分数法来计算,如表1.4.3-1所示。

注:1.本表引自日本建筑学大系23册,设备计划法P.81。

2.表列数据系指钢筋混凝土建筑,并非全面为玻璃的。

3.吊顶高度:办公楼3.6m,营业厅7.2m。

4.主风管、支风管之风速分别为10m/s,5m/s,送风温差为12.7℃。

2)风管的配置方式常用的配置方式有两种:

①空调箱集中设在地下室时,常为主管直上楼层,再于各楼层内按水平分配,这时吊顶内水平风管所需空间净高(即梁底至吊顶龙骨顶面)为H+100,H为风管的高度,一般为60~70cm高;

②另一种为空调机房设在与被空调房间同一层上,则风管直接从机房中水平引出,干管可走在走廊吊顶内。

3)风管的材料空调风管以镀锌钢板矩形风管为主,有时也做一点混凝土风管。根据工程实践的经验教训,土建做的送、排风道漏风的居多,一般以不用为好。