Shrinkage creep and prestress loss computation method of concrete bridge
A calculation method and concrete technology, applied in calculation, special data processing applications, instruments, etc., can solve insufficient understanding of the shrinkage and creep mechanism of high-strength concrete, differences in the actual stress state of bridges, and long-term prestress loss of long-span concrete bridge structures major issues
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Embodiment 1
[0109] Example 1, the shrinkage and creep analysis method of concrete bridges considering time-varying and uncertainties:
[0110] (1) Establish an age-adjusted effective modulus function considering time-varying
[0111] For loading age t 0 And the concrete structure whose stress changes continuously, the concrete shrinkage and creep stress-strain relationship can be expressed as:
[0112] ϵ c ( t ) = σ c ( t 0 ) [ 1 E ( t 0 ) + C ( t , t 0 ) ] + ∫ ...
Embodiment 2
[0150] Example 2, the application of the shrinkage and creep analysis method of concrete bridges considering time-varying and uncertainties:
[0151] In order to verify the correctness of the proposed shrinkage and creep analysis method of concrete bridges considering time-varying and uncertainties, the calculation and analysis process was compiled by ANSYS software, see figure 1 , and use this method to analyze the shrinkage and creep effect of the concrete test model.
[0152] The specific process of the calculation and analysis process is as follows: ANSYS software includes a pre-processing module and a post-processing module. The age-adjusted effective modulus function was established in the preprocessing module (PREP7), and then entered into the solution module (SOLU) for time-varying analysis of the effective modulus, and the calculation results were extracted through the GET command. Then enter the post-processing module. Use the APDL language to program the PDS (ANSY...
Embodiment 3
[0156] Embodiment 3, the calculation method of prestress loss of concrete bridge considering shrinkage creep and stress relaxation:
[0157] (1) Calculation formula of prestress loss considering time variation and stress relaxation of reinforcement
[0158] When the concrete loading age is determined by t 0 When t is changed to t, due to the time-varying nature of concrete bridge shrinkage and creep and reinforcement stress relaxation, the compressive stress of concrete and the tensile stress of prestressed tendons on any section will decrease with time, and the change values are equal, satisfying the internal force balance of the section condition:
[0159] σ c (t)=-μρσ p (t)
[0160] ρ=1+e op 2 / r c 2
[0161] r c 2 = I c / A c
[0162] μ = A p / A c
[0163] In the formula, σ c (t), σ p (t) is the stress value of concrete and prestressed steel bars at time t; A p 、A c are the cross-sectional areas of prestressed tendons and concrete, respectively; e op...
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