Ruptura de Huesos

Storyboard

>Model

ID:(323, 0)



Bone Break due Pressure

Image

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ID:(1918, 0)



Break Bone due Bending

Image

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ID:(1919, 0)



Intensity Factor

Equation

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$K_I=\sqrt{\displaystyle\frac{FE}{l}}$

ID:(3785, 0)



Stress parallel to the rupture

Equation

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$\sigma_x(r,\theta)=\displaystyle\frac{K_i}{\sqrt{2\pi r}}\cos\displaystyle\frac{\theta}{2}\left(1-\sin\displaystyle\frac{\theta}{2}\sin\displaystyle\frac{3\theta}{2}\right)$

ID:(3788, 0)



Stress perpendicular to the Rupture

Equation

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$\sigma_y(r,\theta)=\displaystyle\frac{K_i}{\sqrt{2\pi r}}\cos\displaystyle\frac{\theta}{2}\left(1+\sin\displaystyle\frac{\theta}{2}\sin\displaystyle\frac{3\theta}{2}\right)$

ID:(3787, 0)



Tension on the tip of the break

Equation

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$\sigma_y(r_p,0)=\displaystyle\frac{K_i}{\sqrt{2\pi r_p}}$

ID:(3786, 0)



Types of Bone Fractures

Image

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ID:(1917, 0)