Adaptive concrete mesoscopic modeling method
A modeling method and concrete technology, applied in special data processing applications, instruments, electrical digital data processing, etc., to achieve the effect of improving calculation accuracy
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[0037] step 1):
[0038] (a) Determine the boundary coordinates of the model, assuming (x l , Y l ), (x r , Y r ). Calculate the particle size D in the section is smaller than the mesh D 0 Probability in range P c (D0 ):
[0039]
[0040] Where P k It is the percentage of the aggregate volume in the concrete specimen to the total volume.
[0041] Calculate the number of aggregate particles of each particle size as follows:
[0042] Where n i Is the number of particles in a certain size range; A i , A are the aggregate area and the cross-sectional area respectively. For a round aggregate with a diameter of D, the area is: A=πD 2 / 4.
[0043] (b) Randomly generate the aggregate particle size r within the range of each grade i .
[0044] (c) Generate aggregate geometric center coordinates (x, y) within the boundary of the model and aggregate particle size r within the corresponding particle size range i , Its relationship is as follows:
[0045]
[0046] Where u is the distance between the...
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