网院作业 发表于 2018-4-24 19:49:49

西南大学18春[1086]建筑制图在线作业参考

1086
1、平面与某投影面平行,则在该投影面上投影为

辅导联系q761296021
    B.一直线??
    平面实形
    其他?
    一斜线????
参考答案:平面实形;
2、正等测轴侧图的轴向缩短系数正确的是
    0.5
    0.82
    1.0
    1.2
参考答案:0.82;
3、水平投影和侧面投影应满足的投影规律。
    高平齐
    宽相等?
    长对正?
    长、宽、高都相等
参考答案:宽相等?;
4、栏杆高度尺寸是从踏面中间算至扶手顶面,一般为()mm,扶手坡度应与梯段坡度一至。<FONTface="TimesNewRoman"></FONT
    800mm
    700mm
    900mm
    1000mm
5、建筑施工图主要表示房屋的建筑设计内容,下列不属于建筑施工图表示范围的是()。<?xml:namespaceprefix="o"ns="urn:schemas-microsoft-com:office:office"
    房屋的总体布局
    房屋的内外形状
    房屋内部的平面布局
    房屋承重构件的布置
6、建筑施工图的绘制顺序是:()。<?xml:namespaceprefix="o"ns="urn:schemas-microsoft-com:office:office"/></P>
    立——平——剖
    平——剖——立
    平——立——剖
    立——剖——平
7、φL表示()。
    Ⅰ级光圆钢筋
    冷拉Ⅰ级钢筋
    Ⅰ级锰硅人字纹钢筋
    Ⅰ级螺纹钢筋
8、建筑物结构承重可分为()。<?xml:namespaceprefix="o"ns="urn:schemas-microsoft-com:office:office"/></P>
    墙承重式、框架结构
    墙承重式
    半框架结构,框架结构
    墙承重式、框架结构、空间结构、半框架结构
9、不属于建筑平面图的是()。<?xml:namespaceprefix="o"ns="urn:schemas-microsoft-com:office:office"/></P>
    基础平面图
    底层平面图
    标准层平面图
    屋顶平面图
10、有一栋房屋在图上量得长度为<?xml:namespaceprefix="st1"ns="urn:schemas-microsoft-com:office:smarttags"/>50cm,用的是1:100比例,其实际长度是()。
    5m
    50m
    500m
    5000m
11、结构施工图包括()等。
    总平面图、平立剖、各类详图
    基础图、楼梯图、屋顶图
    基础图、结构平面图、构件详图
    配筋图、模板图、装修图
12、主要用来确定新建房屋的位置、朝向以及周边环境关系的是()。
    总平面图
    功能分区图
    建筑平面图
    建筑立面图
13、剖切位置线的长度为()。
    4~6mm
    6~10mm
    5~8mm
    3~6mm
14、建筑平面图中的中心线、对称一般应用()。
    细实线
    细虚线
    细单点长画线
    细双点画线
15、7-9层的住宅属于()。
    低层
    多层
    中高层
    高层
16、汉字的高度应不小于()。
    1.5mm
    1.8mm
    2.5mm
    3.5mm
17、在钢筋混凝土构件代号中,“JL”是表示()。
    圈梁
    过梁
    连系梁
    基础梁
18、在钢筋混凝土构件代号中,“GL”是表示()。
    圈梁
    过梁
    连系梁    无忧答案网www.ap5u.com
    基础梁
19、在施工图中,C代表()。
    门
    窗
    梁
    柱
20、在施工中,L代表()。
    板
    柱
    梁
    墙
21、结构施工土中的圈梁表示()。
    GL
    QL
    JL
    KL
22、钢筋工程施工中要看懂()。
    总平面图
    土建施工图
    结构施工图
    土建施工图与结构施工图
23、填充不得穿越尺寸数字,不可避免时。应该是()。
    图线断开
    二者重合
    省略标注
    前述均可
24、A2幅面图纸尺寸b×l(单位:毫米)正确的是
    841×420?
    420×594
    420×297
    594×841
25、工程图纸一般是采用原理绘制。
    A.平行投影法
    C.正投影图
    中心投影法?
    斜投影图
26、总平面图是画在有等交线或坐标方格网的地形图上。
    A.√
    B.×
27、断面图是假想用一剖切形体,画出剖切面切到部分的图形和末剖切到面可见部分的图形。
    A.√
    B.×
28、钢筋混凝土结构施工图中“2Φ16”表示2根HPB235级钢筋直径为16mm
    A.√
    B.×
29、一般来说,被剖切到的主要建筑构造的轮廓线用细实线绘制。
    A.√
    B.×
30、钢筋标注2Φ18中的2表示钢筋的编号
    A.√
    B.×
31、建筑图上的标注不是都以毫米作为单位。
    A.√
    B.×
32、剖面图和断面图其实是一样的,只是名称不同罢了。
    A.√
    B.×
33、梁内的钢筋是由主筋(即受力筋),架立筋和箍筋所组成。
    A.√
    B.×
34、绝对标高和相对标高是一样的。
    A.√
    B.×
35、平面图定位轴线的竖向编号应用大写拉丁字母,从下至上顺序编写,其中的I、Q、J不得用作轴线编号。
    A.√
    B.×
36、梁内箍<ahref="mailto:Φ6@200">Φ6@200</a>表示为HPB235级钢筋直径为6mm,钢筋中心距为200mm.
    A.√
    B.×
37、建筑立面图是平行于建筑物各方向外表立面的正投影图。
    A.√
    B.×
38、常用构件的代号“GL”表示基础梁。
    A.√
    B.×
39、结构施工图中的构造柱的代号是“GJ”。
    A.√
    B.×
40、工程上常用()、()、()、()等几种图示方法。
41、建筑图纸一般把()定为相对标高的零点。建筑图纸一般把首层主要房间的地面定为相对标高的零点
42、按轴向伸缩系数不同,轴测投影分为()、()、()。
43、建筑详图有()、()、()、()等几种常用图样。
44、尺寸标注的四要素()、()、()、()。
45、识读投影图的方法,一般有()和()两种。
46、轴测投影根据投影方向是否垂直于轴测投影图,分为()和()两大类。
47、用来区别不同轴测类型的指标是()和()。
48、建筑总平面图上,新建建筑用()线表示,原有建筑用()线表示,计划扩建建筑用()线表示,拆除建筑用()表示。
49、轴测投影的作图方法有()、()、()、()等。
50、组合体的尺寸种类有()、()、()。
51、建筑工程施工图纸包括()、()、()三大类。
52、组合体的类型大致上有()、()、()三种。
53、标高有()和()两种,总平面图上一般用(),其它平面图上一般用()。
54、什么是剖面图?什么是断面图?它们有什么区别?
55、配置在钢筋混凝土结构中的钢筋,按其作用可分为哪几种,各有什么主要作用
56、简述轴向伸缩系数的概念
57、什么叫平法?
58、基础平面图的绘图步骤
59、简述中心投影和平行投影的概念。
60、<imgalt=""src="data:image/png;base64,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"/>
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