aluminum silicate meaning in Chinese
煅烧硅酸铝
Examples
- Pharmaceutical excipients . magnesium aluminum silicate
药用辅料.硅酸镁铝 - Standard test methods for analysis of aluminum silicate pigment
硅酸铝颜料的分析的标准试验方法 - Chemical features aluminum silicate of cenospheres would not be changed while they are mixed with water , acid , alkali and other chemical materials
：漂珠可以添加在溶剂有机化学物质水酸或碱类中，而不会改变其化学性质。 - As the results , there are distinct hybrid effect between the steel fibre and kevlar fibre , carton fibre and aluminum silicate fiber , which is important to the friction coefficient . the carton fibre and kevlar fibre also have big influence to the friction coefficient for their good characters . the wood fibre has the same character as the carton fibre in the high temperature , being a kind of excellent filler y - 3 filler helps to improve the friction stability and wear - resistance of the friction material by increasing its content
结果表明，钢纤维与芳纶纤维、碳纤维与硅酸铝纤维之间有明显的混杂效应，对摩擦系数起着十分重要的作用，碳纤维、芳纶纤维自身由于其良好的特性，对摩擦系数也有较大的影响，木纤维在高温时碳化，起到与碳纤维类似的作用， y - 3填料是一种优良的填料，它的含量增加可以提高摩擦系数的稳定性和耐磨性能。 - We select ni / cr alloy resistor as element together with ceramic embedding hearth ; select small flat - and - disc heat - even hubby ceramic sample holder , select ni / cr & ni / si thermoelectric couple ( type k ) as thermoscope with threads 0 . 5 mm in diameter which is installed in the middle of the holders symmetrically ; select aluminum silicate fire - retardant fiber as materials for heat preservation ; design some hardware , for example temperature controller & transporter , signal amplifier etc ; design controlling curve to heat stove ; and introduce the method of least squares nonlinear regression and subsection function to deal with data . in order to obtain the reasonable operation conditions and operation curve , we have also done many theory analysis and experiment discussions
通过理论和试验探讨，选用镍铬合金电阻丝作为加热元件，配以陶瓷质埋入式炉膛；选用陶瓷质小尺寸扁平?圆盘均热块体型样品支持器；选用0 . 5mm丝径镍铬?镍硅热电偶( k )作为测温元件；热电偶对称安置在样品支持器容器的中部；选用硅酸铝耐火纤维作保温材料；合理选用和设计了温度控制器、温度变送器、信号放大电路等硬件；采用升温曲线来控制炉膛供热过程；采用最小二乘法非线性回归与分段函数相结合的曲线模拟方法，进行图形处理。