Basketball Injury

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These values can be proposed to be used to make a basketball which can bring about the least amount of injury to the eye.

Discussion
In this study, the deformations and stresses to the eye components as a result of ball impact with various diameters, stiffness, and intra pressures were numerically investigated using a 3D computational FSI model. The objective first was to understand the role of each variable in the amount of injury to the eye and, then, try to find suitable characteristics of a basketball which brings about the least amount of injury to the components of the eye. A basketball with a set of measured parameters hit the established CT/MRI FE model of the eye and the deformations and stresses in all its components were measured …show more content…

The results in terms of the ball impact at various diameters were investigated and the results were presented (Fig. 5). The findings showed there is no connection between the deformed area on the cornea and that of the various diameters since the measured diameters/areas in the cornea were all had the same values. It should be noted that the reported areas in here were measured up to the deformation of ~ 0.82 mm in the Z-axis of the cornea. Thus, as a result of small deformation in the cornea, it is expected to see the most severe deformation in the cornea comparing to other components of the eye. Regarding the graph showed next to each panel of the cornea, it is observed that at the same deformation in the cornea even the resultant deformation in the center part of the cornea is the same. The reason is that the impacted ball whether with the diameter of 20 or 26 cm due to a very small size of the eyeball brings about the same amount of deformation area in the cornea. These results also imply that regardless of the sports ball sizes, the impacted area in the eye may not vary (Fig. 5). It is obvious that knowing the impacted area on the eyeball, especially the cornea, may help to understand the propagated deformation or stresses in those components located in the posterior side of the …show more content…

It is known that the geometry and deformation of an object have crucial role in the stresses occur in an element. In here, also, the results imply that the area, which is relating to the geometry of the ball is the dominant factor since basketball at different diameters induced the highest range of variance in the stresses comparing to the others balls’ features. However, changing the elastic modulus of the balls had no considerable role in the amount of von Mises stress induced in the eye components as displayed in Fig. 6. The stresses in the Z-direction due to the impact of a ball at a larger diameter triggered a concentrated stress in the center location of the anterior components of the eye while these vectors as a result of a larger ball impact tend to be located not only in the center but also in the circumference locations. In addition, changing the intra pressure of the balls bring about no variation in the stress values of the components of the eye (Fig. 6). According to the obtained results, it is found that the stresses induced due to the basketball impact at a smaller diameter can move in a wide range of directions while at a larger diameter it may only affect a small area. Therefore, basketball at the diameter of 20 cm produced the stress vectors which is higher for the components located in the anterior side of the eye, such as the cornea,

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