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FREE CONVECTION HEAT TRANSFER FROM SIERPINSKI CARPET FRACTAL FINS OF VARYING SIZE

机译:大小不同的锡尔宾斯基地毯分形翅片的自由对流换热

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This works experimentally investigates the thermal performance of extended surfaces inspired by the first four fractal iterations of the Sierpinski carpet fractal pattern in a free convection environment. Fractal fins inspired by the Sierpinski carpet fractal pattern can result in an increase in surface area for convective heat transfer coupled with a simultaneous decrease in mass and are thus desirable in aerospace applications. The thermal performance of the Sierpinski carpet fractal fins was quantified based on fin efficiency, fin effectiveness, and perforated fin effectiveness. When compared with a solid rectangular fin, without perforations, and of an equal base area and package volume a fin inspired by the fourth iteration of the Sierpinski carpet fractal pattern was found to be more effective at dissipating heat by convection. The impact of fin size on the thermal performance of the fractal fins was investigated for a range of power inputs applied at the base (2.5 W, 5 W, and 10 W). A 5.08 cm x 5.08 cm (2 in x 2 in x 1/16 in) fractal fin inspired by the fourth iteration of the Sierpinski carpet fractal was found to have a convective effectiveness, convective efficiency, and convective effectiveness per unit mass, 10.91% more, 10.31% less, and 77.65% more, than a traditional solid (non-perforated) rectangular fin of equal height, width, and thickness. Similarly, a 10.16 cm x 10.16 cm (4 in x 4 in × 1/8 in) fin inspired by the fourth fractal iteration was found to have a convective effectiveness, convective efficiency, and convective effectiveness per unit mass, 3.97% more, 15.91% less, and 66.54% more, than a traditional solid (non-perforated) rectangular fin of equal height, width, and thickness. Thus, the thermal performance of the fractal fins increased as the size of the fins decreased. Regardless of size, the contribution of thermal radiation was significant (often greater than 50%) and should not be neglected. In general, for a fin with a uniform cross-section, intersurface thermal radiation accounts for a significant percentage of thermal radiation heat transfer, particularly as the size of the perforations decreases.
机译:这项工作是通过实验研究自由对流环境中Sierpinski地毯分形图案的前四个分形迭代所激发的延伸表面的热性能。受Sierpinski地毯分形图案启发的分形散热片可导致对流传热的表面积增加,同时质量降低,因此在航空航天应用中是理想的。 Sierpinski地毯分形鳍片的热性能基于鳍片效率,鳍片有效性和多孔鳍片有效性进行了量化。当与实心的矩形散热片(无孔且具有相等的底面积和包装体积)进行比较时,发现通过Sierpinski地毯分形图案的第四次迭代得到启发的散热片在通过对流散热方面更有效。对于在基座上施加的一系列功率输入(2.5 W,5 W和10 W),研究了翅片尺寸对分形翅片的热性能的影响。发现通过Sierpinski地毯分形的第四次迭代得到的5.08 cm x 5.08 cm(2英寸x 2英寸x 1/16英寸)分形鳍片具有对流效率,对流效率和每单位质量的对流效率,为10.91%与具有相同高度,宽度和厚度的传统实心(无孔)矩形散热片相比,散热片的散热能力提高了10.31%,高出77.65%。同样,发现由第四次分形迭代启发的10.16厘米x 10.16厘米(4英寸x 4英寸×1/8英寸)散热片具有对流有效性,对流效率和每单位质量的对流有效性,分别为3.97%和15.91。与具有相同高度,宽度和厚度的传统实心(无孔)矩形散热片相比,散热片减少了%,并且增加了66.54%。因此,随着鳍的尺寸减小,分形鳍的热性能增加。不论大小,热辐射的贡献都很大(通常大于50%),因此不应忽略。通常,对于具有均匀横截面的翅片,表面间热辐射占热辐射热传递的很大百分比,尤其是当穿孔的尺寸减小时。

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