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Use of Maximum Entropy Principle as a Guide in Design of Spray Nozzles

机译:最大熵原理在喷嘴设计中的应用

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The maximum entropy model predicted, under certain operating conditions, that aspray will have a bimodal size distribution. Experiments were performed that verified this prediction. In searching the literature, other researchers have observed bimodal size distributions over limited range of operation. Their experimental results were compared with the calculated values and they agreed. Experiments were performed on the disentegration of a cylindrical liquid jet (Rayleigh problem). This flow results in a very strong bimodal size distribution consisting of primary drops and satellite drops. The maximum entropy theory was modified to account for non-sphericity of the droplets. The computed size and velocity distributions (non-Gaussian) agreed with theory. Experiments were also performed on a heated cylindrical liquid jet. The maximum entropy theory was extended to include not only size and velocity distributions but also temperature distributions. There is agreement between theory and experiments.

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