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AN ENGINEERING NON-LINEAR MODEL FOR THERMO-ACOUSTIC ENGINES

机译:热声发动机的工程非线性模型

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A thermoacoustic engine is a device converting thermal energy into high amplitude acoustic waves that can be harvested, for example, to electricity. For the practical application of this technique it is vital to identify optimum design parameters and operating conditions. There are numerous reports and tools based on the application of the well-established linear theory first derived by Rott. This is useful for determining the working frequency and yields a first indication of the amplification potential of a given design, but cannot predict the saturation amplitude that is limited by non-linear loss mechanisms. In this work an engineering approach for estimating the final output power of a device is discussed. It is assumed that the fundamental mode of the device is dominating, neglecting the loss of acoustic energy into the harmonics. The core of the engine (heat exchangers and stack/regenerator) is represented as an amplitude-dependent acoustic two-port in the frequency domain. To close the system the duct network and acoustic load are treated similarly as the core; all parts are then connected to form a low-order acoustic network. One major difficulty is to represent the non-linear losses in the duct network. Here they are lumped and matched to available data in the literature. Starting at a moderate amplitude, the model is then iterated until the amplification is balanced with the losses in the system. At this stage of balance, the saturation pressure is obtained and the final output acoustic power to the acoustic load is found. Subsequently, parameter studies such as frequency sweeps and altering of the phase of the incoming pressure waves are carried out, to note their effect on the system efficiency.
机译:热声发动机是将热能转换成高振幅声波的装置,例如,可以收获,例如电力。对于这种技术的实际应用,识别最佳设计参数和操作条件至关重要。基于罗斯首次衍生的富实所的线性理论的应用,存在许多报告和工具。这对于确定工作频率并且产生给定设计的放大电位的第一指示是有用的,但不能预测由非线性丢失机制受限制的饱和幅度。在这项工作中,讨论了用于估计设备的最终输出功率的工程方法。假设设备的基本模式是主导的,忽略声能损失到谐波中。发动机(热交换器和堆叠/再生器)的芯被表示为频域中的幅度相关的声学双端口。为了关闭系统,导管网络和声学负载与核心类似;然后连接所有部件以形成低阶声学网络。一个主要困难是表示管道网络中的非线性损耗。在这里,它们被列入并与文献中的可用数据相匹配。从中等幅度开始,然后迭代模型,直到放大与系统中的损耗平衡。在这种平衡阶段,获得饱和压力并找到对声载荷的最终输出声电源。随后,执行诸如频率扫描和改变进入压力波的相位的参数研究,以记录它们对系统效率的影响。

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