The aim of this thesis is to study the Regularization Method for stable solution of two inverse heat conduction problems and study their numerical implements.
本文旨在研究获得两个逆热传导问题稳定解的正则化方法及其数值实现问题。
To obtain a stable solution, in our method, successive approximation process is constrained by prior histogram and laplacian regularization.
为了获得稳定而满意的解，我们采用直方图约束下的正则化方法对连续近似迭代进行约束。
The exact expression for the solution and stable numerical algorithm are given based on the reproducing kernel method.
基于再生核方法，温度分布的精确表达式和稳定的数值算法被给出。
Numerical experiments are employed to show that the present method is stable and yields highly approximate solution for high Reynolds number problems.
数值实验结果验证了本文方法的精确性、稳定性和对高网格雷诺数问题的强适应性。
In this paper, analogy method is used to discuss the global, asymptotical and stable zero solution of non-linear five-order differential equation.
应用类比法，给出了一类五阶非线性微分方程零解的全局渐近稳定的充分条件。
ADI method is applied while solving this difference equation. It ensures that the solution process is stable.
方程的求解采用ADI方法，使得方程的求解具有很好的稳定性。
Conclusion Under the protection of hydrophilic polymers, stable nanoparticle solution of niclosamide can be prepared by the method of planet ball-milling choosing high-energy ball-milling condition.
结论用行星式球磨方法，在亲水高分子的保护下，选用高能量球磨条件，可得到稳定的氯硝柳胺纳米剂。
In the presence of polyvinyl alcohol (PVA) the solution is stable and a distinct color change occurred. The method can be applied to the spectrophotometric determination of iodide.
在聚乙烯醇存在下，缔合物体系稳定且溶液颜色有明显的变化，可用于I -离子的光度测定。
The stable bisphenol sodium salt solution prepared with the method of the invention has high thermal endurance, excellent colour and luster and the color of the makrolon is not damaged.
采用本发明方法制备的双酚钠盐溶液耐温性高，色泽好，由其制备的聚碳酸酯颜色不会受损。
Numerical experiments are employed to show that the present method is stable and yields highly approximate solution for high r...
数值实验结果验证了本文方法的精确性、稳定性和对高网格雷诺数问题的强适应性。
Numerical experiments are employed to show that the present method is stable and yields highly approximate solution for high Reynolds number pro...
数值实验结果验证了本文方法的精确性、稳定性和对高网格雷诺数问题的强适应性。
Numerical experiments are employed to show that the present method is stable and yields highly approximate solution for high Reynolds number pro...
数值实验结果验证了本文方法的精确性、稳定性和对高网格雷诺数问题的强适应性。
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