A model of temperature sensors with a great inertia is set up by means of a simple numerical integral method.
采用一种简单的数值积分动态建模方法建立了大惯性温度传感器的数学模型。
The expression of quantum correction of the multidimensional fission rate at finite temperature is obtained by a path integral method.
用路径积分方法得到了有限温度下多维量子裂变速率的表达式。
The equations of heat conduction and thermoelastic dynamics are solved through integral-transform method. Transient distribution of temperature field and thermal stress field is described.
通过积分变换方法，求解热传导和热弹性力学方程组，由此得到激光辐照引起的温度场和热应力场的瞬态分布。
A new approximation for temperature integral is proposed by using pattern search method. The corresponding equation for the evaluation of kinetic parameters has also been obtained.
利用模式搜索法求取了一个新的温度积分近似式，给出了相应的估算动力学参数的方程。
States some basic methods of heat transfer coefficient measurement, USES and steady method to measure a low temperature cold storage, and verifies experimental data through unsteady integral method.
简述对于低温冷库传热系数测量所采用的一般方法，采用稳态法对一低温试验冷库进行实验，然后通过非稳态积分法对试验数据进行验证。
States some basic methods of heat transfer coefficient measurement, USES and steady method to measure a low temperature cold storage, and verifies experimental data through unsteady integral method.
简述对于低温冷库传热系数测量所采用的一般方法，采用稳态法对一低温试验冷库进行实验，然后通过非稳态积分法对试验数据进行验证。
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