| 1. | Optimizing the algorithms of the compensation network can enhance the certified rate and the frequency stability
优化计算补偿网络参数的算法能够提高atcxo的产品合格率和频率稳定度。 |
| 2. | Each technology offers inherent performance characteristics that can be enhanced with compensation networks or additional active circuitry
各种技术以增强的补偿网络或外加的有源电路提供固有的性能特性。 |
| 3. | The keys of improving the atcxo temperature frequency characteristic are appropriately choosing compensation network and optimization calculation the network parameter
补偿网络的合理选取和网络参数的优化计算是提高atcxo产品的温度频率特性的关键。 |
| 4. | Now the common algorithm which is used to calculate the parameter of the compensation network is the method of least squares which can calculate the result to make the least square sum of frequency deviation least
目前国内外计算补偿网络参数的常用算法是最小二乘法,最小二乘法能够求取使得使频率偏差平方和最小的值。 |
| 5. | Buried zener - based references are frequently used for 12 - bit , 14 - bit , and higher resolution systems because the performance of the buried zener - based references can be extended by incorporating nonlinear temperature compensation networks into the design
在设计中使用非线性温度补偿网络，掩埋齐纳二极管基准的性能可以进一步提升，因此掩埋齐纳二极管基准经常用于12位、 14位和更高分辨率的系统中。 |
| 6. | The best approximations algorithm is just the method which can solve the mini - max solution of the least value of frequency deviation . because of the reason above , in this paper the best approximations algorithm is introduced into calculating the parameters of atcxo compensation network for the first time
最佳一致逼近算法正是能够求解出使频率偏差的绝对值最小的极小极大解的一种方法,为此将最佳一致逼近算法首次应用于模拟温补晶振补偿网络参数的计算中。 |
