监理检测网论坛

首页 » 注册资格考试 » 2024年公路水运试验检测师考试 » 2024年道路工程试验检测考试 » 学习交流两习题
yzyzz - 2010/6/21 14:36:00
                                                                                            <8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
2下列表格中的数据为做CBR试验十所测得的结果,请将所需数据填在表格空白处,并计算CBR2.5CBR5P判断该试验是否重做。<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
(已知:量力环校正系数C=200N/0.01mm,贯入杆直径d=50mm<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
荷载测力计百分表读数R<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
单位压力P(KPa)<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
百分表读数(0.01mm<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
贯入量Lmm<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
0.9<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
(92)<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
60.5<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
(0.61)
<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
1.8<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
(183)<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
106.5<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
(1.07)
<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
2.9<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
151<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
4.0<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
194<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
4.8<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
240.5<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
5.1<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
286<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
解:根据贯入杆的单位压力计算公式<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
P=C*R/A
<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
P=200X0.9/1963=0.092 <8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
MPa<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
0.092X1000=9
KPa<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
P=200X1.8/1963=0.183 MPa<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
0.183X1000=183 (MPa)
<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
(
其中 A=1/4Πd2<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
=1/4X3.14X502 =1963
<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
请问,贯入量是如何计算的?<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
1 某工地地基原状土直剪试验(快剪)结果如下表,试求该地基的强度指标<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
σ (KPa)<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
100<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
200<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
300<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
τ( KPa)<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
100<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
108<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
115<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
:<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
1)直剪试验在直角坐标σ~τ关系图是线性的,表达式是τ =σtgΦ+C<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
(2)
作图如下:<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
3tgΦ=15%200=0.075<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
Φ=4.3
o<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
C=100-100tg
Φ<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
C=92.5(KPa)<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
请问我这样做是正确的吗?那么<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
(3)中的tgΦ=15%200中的15和200是怎样确定的?<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
C=100-100tg
Φ中的两个100是怎样确定的?<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
<8J(Ȉo»Žbbs.3c3t.comKU}¼a>ÓáE7
1
查看完整版本: 学习交流两习题