A quasi-Sierpinski fractal structure achieves uniform base load distribution when supports displace vertically according to any Takagi-class function, producing vertical deformations in the same class and horizontal deformations related to the Cantor function.
Modal properties of fractal sympodial trees: insights and analytical solutions using a group tree modeling approach.Applied Mathematical Modelling, 115:127–147
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Quasi-Sierpinski Structure for Uniform Load Distribution
A quasi-Sierpinski fractal structure achieves uniform base load distribution when supports displace vertically according to any Takagi-class function, producing vertical deformations in the same class and horizontal deformations related to the Cantor function.