首页> 外文期刊>Metrologia: International Journal of Scientific Metrology: = Internationale Zeitschrift fur Wissenschaftliche Metrologie: = Journal International de Metrologie Scientifique >Accurate and simultaneous measurement of the thermal conductivity and thermal diffusivity of liquids using the transient hot-wire method
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Accurate and simultaneous measurement of the thermal conductivity and thermal diffusivity of liquids using the transient hot-wire method

机译:使用瞬态热线法准确同时测量液体的热导率和热扩散率

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摘要

A procedure for simultaneously obtaining values of the thermal conductivity and thermal diffusivity of liquids by the transient hot-wire (THW) method is described. The practical model of the THW method is described by a transfer function having a feedback loop. All transient data obtained by integration during a finite interval were assigned to a particular instantaneous time. The concept of the reflectivity of a thermal wave at a container wall was also investigated. The capability of the system, including the computing algorithm, was confirmed by measuring the thermal conductivity and thermal diffusivity of toluene and n-heptane within the temperature range 0℃ to 50℃ at atmospheric pressure using two hot-wire cells under different configurations of bridge-circuit (constant-voltage or constant-current sources). Furthermore, heat capacities were derived from both thermal properties and densities, and the consistency of the measurements was examined. Empirical equations representing thermal conductivity and thermal diffusivity of both toluene and n-heptane were derived as functions of temperature. The uncertainty of coefficients derived from the thermal conductivity equation is estimated to be 0,4 % to 0,5 % (with a coverage factor k_(p)=2 (i.e. p=95 %)), whereas that for thermal diffusivity is about 4 % (k_(p)=2).
机译:描述了通过瞬态热线(THW)方法同时获得液体的热导率和热扩散率的值的过程。 THW方法的实际模型由具有反馈回路的传递函数描述。在有限的时间间隔内通过积分获得的所有瞬态数据都分配给特定的瞬时时间。还研究了容器壁上热波反射率的概念。该系统的功能,包括计算算法,是通过在两个不同桥结构下使用两个热线电芯在0℃至50℃的大气压下测量甲苯和正庚烷的导热率和热扩散率来确认的-电路(恒压或恒流源)。此外,热容量是从热性质和密度中得出的,并且检查了测量的一致性。得出了代表甲苯和正庚烷的热导率和热扩散率的经验方程式作为温度的函数。从热导率方程得出的系数的不确定性估计为0.4%至0.5%(覆盖因子k_(p)= 2(即p = 95%)),而热扩散系数的不确定性约为4%(k_(p)= 2)。

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