Arch bridge deflection monitoring method based on temperature influence correction
An arch bridge and temperature value technology, which is applied in the field of arch bridge deflection monitoring based on temperature influence correction, can solve the problems of not eliminating the influence of light temperature difference, etc., and achieve the effect of safe test environment
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[0073] A method for monitoring the deflection of an arch bridge based on temperature influence correction, mainly a method for monitoring the deflection of an arch rib of a steel box or steel pipe arch bridge, comprising the following steps:
[0074] Step 1, the time is t 1 When , measure the temperature value T of the upper, lower, left, and right measuring points of any cross-section of the rib 1 ,T 1 is a temperature sequence; measure the elevation or coordinate Δ of the arch rib of the arch bridge 1 ,Δ 1 It is an elevation or coordinate sequence, and a high-precision measurement robot is used for elevation or coordinate measurement. The measurement points of elevation or coordinates are arranged at L / 8, L / 4, 3L / 4, L / 2, 5L / 8, 6L / 8. 7L / 8 places;
[0075] Step 2, the time is t 2 When the time or load changes, measure the temperature value T of the measurement points at the top, bottom, left and right sides of any section of the rib 2 ,T 2 As a temperature sequence, me...
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[0091] For a steel box arch bridge with a main span of 150m, deflection measuring point 1, measuring point 2, and measuring point 3 are distributed at L / 2, 7L / 8, and 6L / 8, and the time is t 1 When the equivalent temperature is 20°C, the vertical coordinates of measuring point 1, measuring point 2 and measuring point 3 are Δ 1 They are 99.548m, 99.354m, 99.158m respectively; the time is t 2 When the equivalent temperature is 28°C, the vertical coordinates of measuring point 1, measuring point 2 and measuring point 3 are Δ 1 They are 99.598m, 99.396m, and 99.188m respectively; according to the finite element calculation, the deflection under the equivalent temperature of measuring point 1, measuring point 2 and measuring point 3 is respectively 0.015m, 0.009m, and 0.006m. 1. The theoretical calculation deflection of measuring point 2 and measuring point 3 is 0.055m, 0.045m, 0.030m respectively; find the Δ of measuring point 1, measuring point 2 and measuring point 3 b They are...
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