首页> 外文会议>European Congress and Exhibition on Powder Metallurgy (EURO PM2001) Vol.2, Oct 22-24, 2001, Nice, France >Influence of Vibration Parameters on Disperse Materials Friction Coefficient
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Influence of Vibration Parameters on Disperse Materials Friction Coefficient

机译:振动参数对分散材料摩擦系数的影响

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In technological processes where disperse materials are used, including processes for reducing interparticle and outer friction values, they use vibration, which enable to reduce significantly compaction pressure and increase uniformity of compacted parts density, and also intensifies processes of filling, unloading, dosing, mixing, separation of disperse materials. But now there are no methods or equipment for definition interparticle and outer friction values of disperse materials depending of vibration parameters. The point of the method is in the following. An empty container for a powder is fixed on a vibrator table. Inside the container a cylinder counterexample, which is mounted on a electric motor shaft, is placed coaxially, but it does not each the bottom. The electric motor is turned on and they define the resistance Mo moment to the counterexample rotation. Than they turn the vibrator on and define resistance Mi.-.Mn moments to the counterexample rotation at certain fixed vibration parameters. Then the container is filled with a disperse material under investigation, and they define resistance Mi...Mn moments to the counterexample rotation at the same fixed vibration parameters. The coefficient of a disperse material friction with the counterexample without vibration and at certain fixed vibration parameters are derived from the following expression: f_i=K(M'_i-M_i)/(ω~2SP) where: K - coefficient, taking into account the counterexample shape (for a cylinder one it is 2,97); ω - the counterexample rotation speed c' ; S - the counterexample square that is in a disperse material, m ; P - mass of a powder under investigation, kg.
机译:在使用分散材料的工艺过程(包括降低颗粒间和外部摩擦值的过程)中,它们使用振动,这可以显着降低压实压力并提高压实零件密度的均匀性,还可以增强填充,卸载,定量,混合的过程,分散物料的分离。但是现在没有方法或设备根据振动参数来定义分散材料的颗粒间和外部摩擦值。该方法的重点如下。将空的粉末容器固定在振动台上。在容器内部,将安装在电动机轴上的气缸反例同轴放置,但并非每个容器都位于底部。电动机被打开,并且它们定义了反例旋转的电阻Mo力矩。然后,他们打开振动器,并在某些固定的振动参数下定义了抵抗反例旋转的M.-.Mn力矩。然后,在容器中填充一种正在研究的分散材料,它们在相同的固定振动参数下定义了抵抗反例旋转的Mi ... Mn矩。由以下示例得出的无振动且在某些固定振动参数下的分散材料摩擦系数由以下表达式得出:f_i = K(M'_i-M_i)/(ω〜2SP)其中:K-考虑到系数反例形状(对于一个圆柱,为2,97); ω-反例转速c'; S-在分散材料中的反平方,m; P-被调查粉末的质量,kg。

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