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COMPUTER MODELS TO PREDICT CORROSION DEVELOPINGPROCESS BASED ON FRACTAL THEORY

机译:基于分形理论的预测腐蚀发展过程的计算机模型

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Corrosion models of steels generally follow the power function W=T n, and they also fit with linearfunctions, W=K1×T and W=K2×T+C for the early and late corrosion stage. In this paper, the equationsbetween n in power function and K in linear function are obtained. For early stage, lgK1=a×(1-n), and forlate stage, lgK2=b×(n-1), (a and b are coefficients). Secondly, prediction corrosion models are simulatedbased on fractal theory and three probabilities are proposed to correspond to different surface conditions.The computer models are compared and validated by practical experiments. Finally, the relationshipbetween n in power functions and probabilities in models is also studied, the common expression islgn=a0–a1×lgp1+a2×lgp2–a3×lgp3(a0,a1,a2,a3 >0& a2=a1+a3).
机译:钢材的腐蚀模型通常遵循幂函数W = T n,并且在腐蚀的早期和后期也符合线性函数W = K1×T和W = K2×T + C。本文得到了幂函数中的n和线性函数中的K之间的方程。对于早期阶段,lgK1 = a×(1-n),对于后期阶段,lgK2 = b×(n-1),(a和b为系数)。其次,基于分形理论对预测腐蚀模型进行了仿真,提出了对应于不同表面条件的三种概率,并通过实际实验对计算机模型进行了比较和验证。最后,研究了幂函数中的n与模型中概率之间的关系,共同表达式为:lgn = a0–a1×lgp1 + a2×lgp2–a3×lgp3(a0,a1,a2,a3> 0&a2 = a1 + a3) 。

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