卷烟组分的渗透率和拉伸阻力的估算

B. Eitzinger
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引用次数: 2

摘要

摘要:本研究的目的是探讨是否可以通过测量过滤嘴通风程度和打开和关闭的抽吸阻力来计算过滤嘴/塞包系统的渗透率、卷烟纸的渗透率以及过滤嘴和烟棒的抽吸阻力。本文分别对未点燃香烟的线性和非线性流动模型进行了研究。首先,它证明存在香烟可以暴露的实验条件,使问题至少有一个唯一的解决方案。然后通过最小二乘优化来解决这个问题,该优化是针对未点燃香烟中具有不同噪声水平的输出量的线性和非线性空气流动模型的。通过计算条件数来估计优化问题的误差灵敏度。从仿真可以得出几个事实。首先,对于线性模型,改变卷烟口端的流速不能提供足够的信息来唯一地确定卷烟成分的性质。其次,线性模型对这些属性的估计具有低标准差但高偏差,这使得线性模型对估计任务无用。第三,当烟头压力比嘴端流速变化时,非线性模型的估计更可靠。第四,对过滤器通风程度和开闭抽阻的测量需要比预期的估计精度至少精确10到20倍。提出了改善这一状况的几种方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
On the Estimation of Permeabilities and Draw Resistances of Cigarette Components
Abstract The goal of this study is to investigate whether the permeability of the tipping/plugwrap system, the permeability of the cigarette paper and the draw resistances of the filter and tobacco rod can be calculated from measurements of the degree of filter ventilation and of the open and closed draw resistance. This issue is investigated for a linear and a non-linear model of the flow in unlit cigarettes. At first it is proven that there exist experimental conditions to which the cigarette can be exposed such that the problem has at least a unique solution. The problem is then solved by least-squares optimisation for a linear and a non-linear model of the air flow in unlit cigarettes with various noise levels on the output quantities. The error sensitivity of the optimisation problem is estimated by calculation of the condition number. From the simulation several facts can be concluded. Firstly, for the linear model varying the flow velocity at the mouth end of the cigarette does not provide enough information to uniquely determine the properties of the cigarette's components. Secondly, estimates of these properties from the linear model have low standard deviations but a high bias, which makes the linear model useless for the estimation task. Thirdly, estimates from the non-linear model are more reliable if the pressure at the cigarette tip is varied instead of the flow velocity at the mouth end. Fourthly, the measurements of the degree of filter ventilation and of the open and closed draw resistance need to be at least 10 to 20 times more accurate than the desired accuracy of the estimate. Several methods to improve this situation are proposed.
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