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生物质气化技术发展分析 被引量:47
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作者 吴创之 刘华财 阴秀丽 《燃料化学学报》 EI CAS CSCD 北大核心 2013年第7期798-804,共7页
生物质气化技术在世界范围内得到了广泛应用。研究综述了生物质气化技术的发展现状和应用情况,阐明了生物质气化技术目前存在的主要问题;对中国生物质气化生活供气和工业供气典型项目的经济性进行了分析,在此基础上对中国生物质气化技... 生物质气化技术在世界范围内得到了广泛应用。研究综述了生物质气化技术的发展现状和应用情况,阐明了生物质气化技术目前存在的主要问题;对中国生物质气化生活供气和工业供气典型项目的经济性进行了分析,在此基础上对中国生物质气化技术应用前景进行了展望;结合中国生物质气化产业发展面临的新形势,为生物质气化产业的发展提出建议。 展开更多
关键词 生物质 气化技术 气化应用 现状 前景
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Cavity noise sensitivity analysis of tire contour design factors and application of contour optimization methodology 被引量:7
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作者 KIM Seong-rae SUNG Ki-deug +1 位作者 LEE Dong-woo HUH Sun-chul 《Journal of Central South University》 SCIE EI CAS 2012年第8期2386-2393,共8页
Cavity resonance noise of passenger car tires is generated by interacting excitation between a tire structure and the fill gas (air), and generally lies in a frequency range of 200?250 Hz. As such, this noise is stron... Cavity resonance noise of passenger car tires is generated by interacting excitation between a tire structure and the fill gas (air), and generally lies in a frequency range of 200?250 Hz. As such, this noise is strongly perceived and may be a serious source of driver annoyance. Thus, many studies regarding the cavity noise mechanism and its reduction have already been conducted. In this work, a vibro-acoustic coupled analysis was conducted between a tire structure and air cavity. Using this analysis, we can more accurately simulate the tire noise performance in the region of the cavity resonance frequency. An analysis of the effects of variation of tire contour design factors was conducted, using design-of-experiments methods. Finally, a multi-objective optimization was performed using in-house codes to reduce the cavity noise level while minimizing the loss of other performances, such as diminished ride comfort and handling caused by the variations of contour. As a result of this optimization, an optimized contour shape was derived, which satisfied the multi-objective performances. 展开更多
关键词 tire cavity noise vibro-acoustic coupled analysis finite element method boundary element method (BEM) sensitivity optimization
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