THEORETICAL MATHEMATICAL MODELING OF HEAT EXCHANGE IN PIPES WITH TRIANGULAR AND SQUARE TURBULATORS WITH d/D=0.95÷0.90, t/D=0.25÷1.00 AND HIGH REYNOLDS NUMBERS Re=106

Igor Lobanov
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Abstract

Mathematical modeling of heat exchange process in straight and round horizontal pipes with protrusions and d/D=0.95...0.90, t/D=0.25...1.00 of triangular and square sections with large Reynolds numbers (RE=106) are carried out on the basis of multiblock computing technologies based on solutions of factored and finite-volume algorithm of RANS equations and energy equations. It is shown that for higher square protrusions and at higher Reynolds numbers, a limited increase in NU/NUgl is accompanied by a significant increase in relative hydro resist ance in accordance with the higher Reynolds number; for triangular turbulators, this persists and even deepens.
d/ d =0.95÷0.90, t/ d =0.25÷1.00,高雷诺数Re=106的三角形和方形紊流管内热交换的理论数学建模
基于基于RANS方程和能量方程的因式解和有限体积算法的多块计算技术,对大雷诺数(RE=106)的三角形截面和方形截面d/ d =0.95 ~ 0.90, t/ d =0.25 ~ 1.00的直、圆突出水平管换热过程进行了数学建模。结果表明,对于较大的方突和较高的雷诺数,NU/NUgl的有限增加伴随着相对水阻力的显著增加,且随雷诺数的增加而增加;对于三角形湍流,这种情况持续存在,甚至加深。
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