运行程序，可以得到钢筋的屈服强度 y 与各成分[ w［C］%( x1)

运行程序，可以得到钢筋的屈服强度 y 与各成分[ w［C］%( x1) 、w［Mn］%( x2) 、w［S］%( x3) 、w［P］%( x4) 、w［Si］%( x5) 、w［Ceq］%( x6)、w［V］%( x7) 、w［Cr］%( x8) 、w［Ni］%( x9) 、w［Cu］%( x10) 、w［Mo］%( x11) 、w［ALT］%( x12)]之间的多元非线性关系，即主要化学成分对钢筋屈服强度影响的数学模型为公式（1）:

結果 (英文) 1:

Run program, can get steel of yield strength y and the components [w[C]% (X1), and w[Mn]% (X2), and w[S]% (X3), and w[P]% (X4), and w[Si]% (X5), and w[Ceq]% (X6), and w[V]% (X7), and w[Cr]% (x8), and w[Ni]% (X9), and w[Cu]% (X10), and w[Mo]% (X11), and w[ALT]% (x12)] Zhijian of multiple nonlinear relationship, Effects of the main chemical components of reinforced yield strength of mathematics model for the formula (1):

結果 (英文) 2:

Run the program, it can yield strength steel of y with respective components [w [C]% (x1), w [Mn]% (x2), w [S]% (x3), w [P]% (x4), w [Si]% (x5), w [Ceq]% (x6), w [V]% (x7), w [Cr]% (x8), w [Ni]% (x9), w [Cu]% (x10), w [Mo]% (x11), w [ALT]% multivariate nonlinear relationship] between (x12), that is, mainly the chemical composition of the steel yield strength of the mathematical model of equation (1):

結果 (英文) 3:

Run the program, can get the steel yield strength of Y and various components [w C (x1) w%, Mn% (x2), w S (x3) w%, P% (x4), w Si (x5) w%, Ceq% (x6), w V (X7) w%, Cr% (x8), w Ni (x9) w%, Cu% (X10), w Mo (X11) w%, ALT% (X12) multivariate nonlinear relationship between. The mathematical model of the main chemical components of yield strength of reinforced the impact to the formula (1):