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Numerical problems with freeform and periodic design domains are dealt with to demonstrate the proposed topology optimization method.
DCs are cooperatively created and refined by DTMs, and synthesized during periodic design meetings, the frequency of which may vary.
Great enhancement of performances in modulation response is achieved as compared to the periodic design reported previously.
Although under such a low-dimensional periodic design, a dramatic rise in photocurrent has been predicted in a purely optical means.
FR models are used for sensitivity studies under short periodic design sequences while FD models are used in full-year performance assessments with real weather data.
We used a periodic design, alternating 30-s blocks of the "n-back" working memory task with 30-s blocks of a sensorimotor control task to activate verbal working memory systems.
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Some of them are specifically designed to draw periodic designs (RepTyles, Tesselmania!, Kali …).
This approach evolved from [1] (where the motifs were fixed) and makes it possible to describe and store the periodic designs in an extremely short form.
We subsequently discuss design principles for structures with strong angular sensitivity, and present calculations on a structure more amenable to fabrication than previous 3D periodic designs [10], consisting of a 2D array of holes on the surface of tungsten.
Using this in connection with our techniques allows us to detect activations in clumps of a few (even one) voxel in periodic designs, yet produce essentially no false positive detections at any voxels in null datasets.
Further, by taking advantage of the fact that NIL moulds can be written with arbitrary patterns not necessarily of simple regular or periodic designs, we posit that complex three-dimensional nanostructures [35, 36] with applications in photonics and optoelectronics can similarly be generated on a manufacturing scale for widespread implementation.
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