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Approximate Analytical Method for Calculating the Time Characteristics of Ignition of a Gas Mixture by a Heated Body

机译:计算加热体混合气着火时间特性的近似解析方法

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Analytical expressions for calculating the time characteristics of ignition of gas mixtures by a heated body are obtained for the first time with the help of the wave theory of ignition.It is shown that ignition can occur in three different modes:kinetic (one-temperature),diffuse (two-temperature),and transitional,which combines the properties of both diffusion and kinetic modes.The parametric region of implementation of each possible ignition mode is determined.It is found that the transition from the kinetic to the diffusion mode occurs as the temperature of the heater changes from the kinetic to the diffusion mode occurs as the temrature of the heater changes only by one characteristic interval and is accompanied by a jumplike decrease both in the ignition dlay and in the amount of energy necessary for combustion initiation.A relation is established between the laws of ignition and diffusion combustion of a single particl and parmeters of ignition of the gas mixture of a given sort of particles.It is shown that ther is a minimum in the dependences of the time of establishing of the zero gradient of tau_o on Semenov's criterion.The value of tau_o is found to be minimum if the heater temperture is higher than the temperature of ignition of a single particle by one characgeristic interval.The numerical solution of the initial system of equation confirms the validity of the basic assumptions and results of the approximate analysis.The error in detemrining the time characteristics of ignition with the help of approximate formulas is lower than 50%.For the kinetic mode of ignition,a transformation of the time and space scales is found,such that the time characteristics of ignition in new dimensionless variables become independent of the mass concentration of particles.
机译:借助波动波理论,首次获得了用于计算加热体混合气着火时间特性的解析表达式,表明着火可以以三种不同的方式发生:动能(单温度) ,扩散(两个温度)和过渡相结合,结合了扩散和动力学模式的特性。确定了每种可能的点火模式的实施参数区域。发现从动力学到扩散模式的过渡发生在加热器的温度从动力学模式转变为扩散模式,因为加热器的温度仅改变一个特征间隔,并伴随着点火延迟和燃烧启动所需能量的跳跃式下降。在单个颗粒的着火和扩散燃烧定律与给定种类的气体混合物的着火参数之间建立了关系结果表明,在建立tau_o零梯度的时间取决于Semenov准则的基础上,tr_o最小。如果加热器温度高于燃烧温度,则tau_o的值最小。一个单一的粒子具有一个特征间隔。方程组初始系统的数值解验证了基本假设和近似分析结果的有效性。借助近似公式确定点火时间特性的误差低于50对于点火的动力学模式,发现了时空尺度的转换,使得新的无量纲变量中的点火时间特性变得与颗粒的质量浓度无关。

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