Our numerical results reveal that the uniform pre-stretch strongly affects the phase separation patterns, and leads to preferential growth in the tensile direction.

数值模拟结果表明，有限预拉伸控制组分畴的生长方向，引导 图案沿预拉伸方向优先生长。有限预拉伸的强度越大，条纹的宽度和间距越小。

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Numerical results demonstrate that our approach is effective, by noting that the computation time is largely shortened in comparison with the trust-truncate CG method.

数值效果显示在数值结果差不多的情况下我们的方法在计算时间上比信赖域-截断共轭梯度法有优越性。

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Numerical results are given to illustrate that the convergence of our algorithms with the optimal parameters is better than that of other algorithms and parameters.

数值结果表明这几种算法和选取的最优参数的确比用其它算法和参数好。

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