## 3 Numerical Simulations and Discussion
### Finding of Adjustment Point
#### 3.2.1 Results
\begin{bmatrix}\#1B&\#2B&\#3B&\#4B&\#5B&\#6B&\#7B&\#8B\\ \#14P&0.444&0.0489&1.976&3.83&9.18&2.70&102&8.52\\ \#29P&0.482&0.0148&0.682&0.230&0.750&12.4&94.0&586\\ \#31P&1.79&0.0424&0.673&0.324&1.05&17.4&132&854\\ \#49P&4.27&0.00675&0.743&0.000898&0.000540&0.0113&0.205&5.24\\ \#51P&69.4&0.0629&0.658&0.000775&0.00119&0.00499&0.0620&0.541\\ \#69P&134&1.22&18.9&0.00660&0.00959&0.000199&0.00622&0.161\\ \#71P&944&7.18&35.8&0.0187&0.00690&0.000207&0.00635&0.0280\\ \#89P&53.4&25.5&44.7&0.0514&0.155&0.00144&0.0140&0.0591\\ \end{bmatrix}  \tag{31}\]  
\[A2-Cxx_{h44}= \begin{bmatrix}\#1B&\#2B&\#3B&\#4B&\#5B&\#6B&\#7B&\#8B\\ \#14P&0.00337&0.0111&0.0938&0.149&0.0551&0.629&2.594&0.262\\ \#29P&0.00366&0.000564&0.0268&0.0159&0.00248&0.106&0.362&8.18\\ \#31P&0.0203&0.00167&0.0264&0.0227&0.00341&0.439&2.02&12.0\\ \#49P&0.0325&0.000606&0.0296&4.98\times 10^{-5}&2.39\times 10^{-5}&0.00190&0.00671&0.00887\\ \#51P&0.530&0.00183&0.0272&4.04\times 10^{-5}&2.40\times 10^{-5}&0.000947&0.001978&0.0232\\ \#69P&2.38&0.103&0.859&0.000397&6.51\times 10^{-5}&1.26\times 10^{-5}&0.000200 &0.00101\\ \#71P&7.14&0.307&1.38&0.000479&0.000666&2.13\times 10^{-5}&0.000214&0.000408\\ \#89P&0.4038&0.547&2.00&0.0170&0.00527&0.000332&0.000408&0.000497\\ \end{bmatrix}  \tag{32}\]  
\[A2-Kyy_{h44}= \begin{bmatrix}\#1B&\#2B&\#3B&\#4B&\#5B&\#6B&\#7B&\#8B\\ \#14P&0.346&0.159&2.95&10.4&14.7&12.5&1054&178\\ \#29P&0.634&0.0199&1.60&1.77&2.20&19.4&564&7679\\ \#31P&2.68&0.0596&1.63&2.53&2.96&27.4&879&8720\\ \#49P&3.46&0.0384&1.85&0.00436&0.00337&0.0508&2.01&75.7\\ \#51P&24.1&0.726&3.70&0.00201&0.00494&0.00826&0.406&125\\ \#69P&176&11.4&46.7&0.142&0.0781&0.000415&0.0190&0.398\\ \#71P&592&7.51&61.6&0.256&0.0892&0.000842&0.00913&1.07\\ \#89P&8.57&166&175&2.15&0.749&0.00815&0.0986&0.628\\ \end{bmatrix}  \tag{33}\]\[A2-Cxy_{h44}=\left[ \begin{array}{c c c c c c c c}&\#1B&\#2B&\#3B&\#4B&\#5B&\#6B&\#7B& \#8B\\ \#14P&0.00490&0.00295&0.0610&0.00972&0.00753&0.758&9.51&0.193\\ \#29P&0.0150&0.000540&0.0282&0.00607&0.00351&0.963&5.13&8.04\\ \#31P&0.0946&0.00147&0.0288&0.00749&0.00707&1.44&7.90&10.9\\ \#49P&0.0430&0.000613&0.0329&1.91\times 10^{-5}&1.59\times 10^{-5}&0.00292&0.0180&0.010 2\\ \#51P&0.438&0.00449&0.0652&2.98\times 10^{-5}&1.34\times 10^{-5}&0.000332&0.00341 &0.0482\\ \#69P&1.65&0.197&1.12&0.000498&0.000102&2.90\times 10^{-5}&0.000173&0.000844\\ \#71P&29.3&0.419&0.467&0.000441&0.000468&4.81\times 10^{-5}&7.92\times 10^{-5}&0. 000118\\ \#89P&0.206&0.845&1.63&0.00443&0.00544&0.000410&0.000892&5.57\times 10^{-5}\\ \end{array} \right] \tag{34}\]  
\[A2-Kxy_{h44}=\left[ \begin{array}{c c c c c c c}&\#1B&\#2B&\#3B&\#4B&\#5B&\#6B& \#7B&\#8B\\ \#14P&1.23&0.303&0.789&45.0&45.6&29.7&61.0&28.5\\ \#29P&1.97&0.0931&0.285&3.12&3.77&48.7&26.4&1598\\ \#31P&6.71&0.266&0.282&4.42&5.28&68.2&45.1&2337\\ \#49P&6.09&0.0418&0.310&0.0114&0.00255&0.103&0.144&0.807\\ \#51P&81.1&0.397&0.272&0.00972&0.00580&0.0608&0.0429&3.83\\ \#69P&1240&7.61&7.66&0.0859&0.0485&0.000627&0.00432&0.123\\ \#71P&1179&45.3&15.1&0.1487&0.0316&0.00202&0.00455&0.0794\\ \#89P&57.3&158&18.1&1.29&0.819&0.0203&0.00913&0.0668\\ \end{array} \right] \tag{35}\]  
\[A2-Kyx_{h44}=\left[ \begin{array}{c c c c c c c}&\#1B&\#2B&\#3B&\#4B&\#5B&\#6B& \#7B&\#8B\\ \#14P&0.514&0.0849&2.867&3.36&7.83&14.6&499&22.0\\ \#29P&1.57&0.0107&1.50&0.515&1.18&27.5&263&2744\\ \#31P&9.91&0.0319&1.53&0.752&1.59&36.4&419&3885\\ \#49P&4.49&0.0208&1.74&0.00121&0.00184&0.0446&0.970&4.05\\ \#51P&45.8&0.384&3.48&0.000416&0.00267&0.0171&0.214&8.82\\ \#69P&175&6.08&47.0&0.0410&0.0418&0.000668&0.00885&0.328\\ \#71P&3068&4.01&52.2&0.0804&0.0487&0.00189&0.00457&0.155\\ \#89P&20.9&88.3&149&0.679&0.415&0.00370&0.0465&0.0852\\ \end{array} \right] \tag{36}\]  
\[A2-Cxy_{h44}=\left[