赵雨、韩宏裕
(贵州开磷集团股份有限公司,贵州贵阳,550300)
【摘要】Revit是主流的BIM软件之一,作为三维建模软件的代表,Revit有很多强大的功能和明显的优势受到众多设计院的青睐。本文以Revit为图形处理平台,建立井巷工程族,输入较少所需的巷道断面参数,软件自动计算和建模、自动成图、自动编制巷道特征表和每米材料消耗量表,通过参数化的计算机辅助设计,提高巷道断面设计工作效率和设计质量,也为信息化矿井模型提供了基础。
【关键词】Revit参数化,巷道断面图,巷道特征表,工程量及材料消耗表
1引言
井巷工程设计是矿井建设和生产中非常关键的环节,在设计中,巷道断面设计的工作量较为繁重。与传统的工程设计软件相比,BIM可通过参数化技术进行3D立体建模,利用参数化设计作为主要概念,对项目设计管控、数量明细表及成本等相关信息双向关联,可提高工程设计工作效率和信息化管理水平,有利于管控设计变更,提高工程算量工作的效率和准确性,从技术层面保证了工程数据的准确性,BIM技术在矿山工程领域的推广及应用必将得到广泛的认同。
巷道断面设计原则是在满足安全和使用的前提下,力求提高断面利用率,缩小断面,降低造价。巷道断面设计要求绘制断面施工图,编制巷道特征表和每米巷道工程量及材料消耗量表。因为三心拱巷道断面成图困难,应用广泛,在巷道断面设计中具有代表性。本文提出一种基于BIM主流软件Revit实现三心拱巷道断面参数化设计的思路,自动绘制巷道断面图、自动编制巷道特征表和每米巷道工程量及材料消耗量表,通过参数化的计算机辅助设计系统,提高了巷道断面设计的效率与准确性。
2创建三心拱巷道断面族
2.1参数化原理
在Revit软件中,族是组成项目的构件,同时是参数信息的载体。本文将巷道拱部、墙体、地坪、水沟等每部分按照尺寸间的逻辑关系进行参数化。在使用Revit参数化的过程中,注意对参照基准面(线)的使用。在参数化的过程中,参数是以基准面(线)为参照的数据,所以要先建立相应的参照面(线),再以参照面(线)为基准建立尺寸标注,通过尺寸标注传递参数。
2.2参数化过程
本文以“公制常规模型.rft”族样板为基础,创建巷道断面参数化族。参数化过程如下:
①新建族。在Revit软件中,新建“公制常规模型.rft”;
②创建参照平面。创建巷道两帮、墙、拱顶、水沟等参照平面,并进行尺寸标注;
③族文件参数化。根据参数名称和计算公式,设置族类型参数,各参数属性见表1;
表1三心拱巷道族参数属性表
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)
④绘制巷道断面图。利用“拉伸”命令,分别绘制小拱、大拱、直墙、水沟、地坪等三心拱巷道断面部件,并与相应的参照平面进行锁定。将已经建立的族参数指定给对齐尺寸标注绘制好的基准面(线)。并选择多组参数对族文件进行测试。本文以一组巷道断面参数为实例,进行自动绘制巷道断面图测试。在图1对话框输入:G=3,B0=4500mm,Hq=2200mm,T=120mm,D=200mm,b=300mm,h=300mm,d=150mm进行测试,测试结果如图1。
![](data:image/png;base64,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)
图1族参数化的巷道断面图
3创建断面特征表及每米工程量消耗表
基于BIM技术的数字信息化3D模型,可以自动统计工程量,同时可通过图形表达,直观的给工程造价提供有力的支持。本文基于BIM技术,借助Revit平台并结合Revit软件算量规则和定额工程量计算规则,自动统计断面特征表及每米材料消耗量表。
①新建“多类别明细表”.
②提取明细表可用字段中的“类型、净宽、净高、支护厚度、地坪厚度、巷道周长、净断面积、掘进断面积”等,添加到右侧明细表字段中,创建断面特征表。
③提取明细表可用字段中的“拱部混凝土消耗量、墙体混凝土消耗量、地坪混凝土消耗量、水沟混凝土消耗量、混凝土消耗量合计、说明” 等,添加到右侧明细表字段中,创建每米材料消耗量表。
4创建图纸
Revit做完巷道断面模型、断面特征表及每米工程量消耗表后,需要把它放进图纸里。
①首先打开建筑样板,新建图纸,选择根据已经编制好的A1公制(采矿)模板,自动生成标题栏和图框。
②通过复制巷道断面族的“类型属性”中的“类型”参数,以形成多种类型的巷道,并根据不同类型的巷道输入设计的“B0、Hq、T、D、b、h、d”等巷道参数。参数会自动传递给巷道断面图、巷道断面特征表和工程量消耗表,实现其自动添加或更新。
③分别将“巷道断面模型”、“巷道断面特征表”及“每米材料消耗量表”拖入采矿图框内,并放置在合适的位置。以三种巷道断面为例,如图2.
![](data:image/png;base64,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)
图2 创建完成的巷道断面图
④保存或导出项目文件。项目文件默认保存为.rvt格式,其图纸可直接打印。也可以将图纸导出为.dwg格式,方便在AutoCAD中打开或编辑。
5结论与展望
基于Revit的BIM平台,可通过建立参数化模型,实现三心拱巷道断面参数化设计,通过建立一次参数化模型,可无数多次重复使用。提供了绘图自动化的设计模式,实现巷道断面特征表和每米巷道工程量及材料消耗量表自动计算,提高了巷道断面设计的效率,使设计变得直观容易,大大减轻设计者的计算量和绘图工作。
BIM技术是未来工程建设发展的主要方向,加快该技术的应用,有利于提高行业的整体水平。随着业界对Revit的推广和应用,二次开发出采矿行业的专业插件,基于Revit采矿工程的正向设计技术必将迎来更加广阔的明天。
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