GB 50199-1994 Statistics for reliability design of water conservancy and hydropower engineering structures - Standard
Basic Information
Standard ID:
GB 50199-1994
Standard Name: Statistics for reliability design of water conservancy and hydropower engineering structures - Standard
Chinese Name:
水利水电工程结构可靠度设计统计一标准
Standard category:National Standard (GB)
state:in force
Date of Release1994-03-11
Date of Implementation:1994-11-01
standard classification number
Standard Classification Number:Engineering Construction>>Water Conservancy and Hydropower Engineering>>P55 Water Conservancy and Hydropower Engineering Comprehensive
associated standards
Publication information
publishing house:China Standards Press
other information
drafter:Dong Yujian, Yuan Jiu, Shen Yisheng, Zhang Xueyi, Huang Zhenxing, Miao Qinsheng, Han Huanwen, Duan Lezhai, etc.
Drafting unit:Former Ministry of Energy and Ministry of Water Resources Water Resources Planning and Design Institute
Publishing department:State Bureau of Technical Supervision Ministry of Construction of the People's Republic of China
Introduction to standards:
This standard applies to the structural design of various hydraulic structures, structural components and foundations made of various materials during operation, construction (including production, transportation, installation) and maintenance. GB 50199-1994 Statistics for the reliability design of hydraulic and hydropower engineering structures - Standard GB50199-1994 Standard download decompression password: www.bzxz.net
Some standard content:
GB50199—94
Unified design standard for reliability ofhydraulic engineering structures1994—03-11
1994-1101
GB 50199—94
：1994
[1994]140
[1986]450
》GB50199—94
GB50199—94
0000000006000000000000000000000+......+...+
++++0+++++
0008000000001
600600000500000000000060600
600000000000000600000600006
c000000500000000c00c00606006(4)
Unified design standard for reliability ofhydraulic engineering structures1
1994—03—11
GB50199—94
1994-11-01
GB50199—94
GB50199—94:
GB50199—94
X(i=1,2,\,n)-
Z= g(X,X2.*,X)
g(X,X2,*\, X) = 0
g(X,X2,\\,X)≥0
R-S≥0
(3.3.3-1)
(3.3.3-2)
GB50199—94wwW.bzxz.Net
β=@-(1-P)
Pr= PLg()
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