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1·The numerical scheme is consistent, unconditionally stable.

该数值格式是相容的，无条件稳定的。

2·And then, the alternatively grouping explicit method is proved to be unconditionally stable.

进而，证明交替分组显式方法是无条件稳定的。

3·The first step in the RF amplifier design is to check if the transistor is unconditionally stable.

微波放大器设计中，首要考虑的问题是管子的稳定性。

4·The method was not only unconditionally stable but also possesses the advantage parallel computing.

该方法具有并行本性，并且绝对稳定。

5·The integration method presented is unconditionally stable and can assure high precision and efficiency.

此方法无条件稳定，可以保证较高的精度与效率。

6·This algorithm in unconditionally stable, and possesses high accuracy and desirable dissipation character.

算法是无条件稳定的，具有很高的准确度和良好的耗散特性。

7·The proof of its unconditionally stable requires no damping matrix to satisfying the condition of the orthogonality of modes.

法的无条件稳定性的证明，可不要求阻尼矩阵满足振型正交条件。

8·Accuracy analysis and stability analysis indicate that this scheme has two order accuracy and is unconditionally stable when grid size is constant.

文中的精度分析和稳定性分析表明该差分格式在等步长条件下具有二阶精度、无条件稳定。

9·The method is unconditionally stable. The big time step can be taken to ensure real-time simulation. Finally, get the simulation results of 2d smoke.

求解方法的稳定实现了大时间步长模拟，保证了模拟实时性和稳定性，最后模拟得到二维的烟雾效果。

10·And two classes of semi-explicit difference schemes are also established by introducing a dissipative term, they are unconditionally stable and can be calculated explicitly.

并用引入耗散项的方法建立了两类半显式差分格式，它们是无条件稳定的且可显式地进行计算。