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Various methods can be employed, focusing on the cutting edge strengthening by its rounding or by more complicated geometries including chamfer and optimized tool wedge radius and angles.
In order to utilize the superior characteristics of coatings towards improving the cutting performance, it is highly recommended to optimize the cutting insert wedge radius, as well as the cutting conditions.
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The antiplane shear deformation of a bi-material wedge with finite radius is studied in this paper.
For the special case of composite sharp wedges with finite radius or infinite extent, the solutions with functional forms are obtained and only consist of simple trigonometric functions.
In this study, we focus on forecasting the harvesting performances of 2D thermal concentrating schemes with variational design parameters, including the ratios of conductivities and radii, wedge angles, and temperature differences.
In this study, the geometry of Ni tip is modeled as a wedge with a tip radius of 10 nm, which is similar to that used in experiment, as illustrated in Fig. 1a.
In this study (hereafter designated the gain field experiment), during separate scans we presented 10° radius rotating wedge stimuli centered either straight ahead (in the head-centered coordinates) or vertically displaced by ±20° (Fig. 1).
The epiphysis of distal radius was wedged shape and the epiphyses of the distal ulnae were relatively small.
A result which is in agreement with that cited in the literature for bi-material wedges with infinite radii.
The effects of impact angle, leading edge radius, and blade wedge angle are investigated.
We compared changes in lunate cortical strain with an applied physiologic load by altering radial inclination to simulate opening and closing wedge osteotomies of the distal radius.
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