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368.609536217215	1.13978431334824e-08\\
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391.374560198039	8.95717860480707e-09\\
404.20958397963	7.95215499468676e-09\\
418.428850790158	7.0464684902212e-09\\
434.14783300551	6.23313338183851e-09\\
451.49677720361	5.50467750909509e-09\\
470.622484984129	4.85360109990795e-09\\
491.690357762802	4.27266251706549e-09\\
516.074871038592	3.73132833467439e-09\\
542.918617761894	3.25435487105237e-09\\
573.797641421414	2.81747642538495e-09\\
609.234915240071	2.42215689937297e-09\\
649.84953544699	2.06819294473013e-09\\
696.374473062824	1.75421123972541e-09\\
751.408106111696	1.47026442677887e-09\\
816.416760492149	1.21805606751655e-09\\
895.265712599642	9.92588705923867e-10\\
990.822809900379	7.95863203238805e-10\\
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104.959323055823	1.17958340795941e-08\\
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114.831241454351	1.22283163656348e-08\\
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266.947849403432	8.48095551962732e-07\\
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268.800102153761	3.09801496151256e-07\\
269.420371368188	6.4173542032905e-07\\
270.042071883777	3.21787457057808e-05\\
270.665207003325	1.29577952081577e-06\\
271.289780037247	7.33316954490178e-07\\
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275.702332560958	2.03465264434611e-07\\
277.61532944368	1.56197195304877e-07\\
280.18665564592	1.18992462027129e-07\\
282.781797962534	9.58299974188778e-08\\
285.400976982924	7.99996786581324e-08\\
288.709091735923	6.60855258594287e-08\\
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296.122543798803	4.73194975631755e-08\\
300.246170908556	4.07588651315226e-08\\
305.129701718287	3.49373061197648e-08\\
310.092663593192	3.04468768561012e-08\\
315.863540826782	2.64287326223004e-08\\
321.741815067638	2.32459916499226e-08\\
328.485736603004	2.03753881338202e-08\\
335.371015200293	1.8051898820692e-08\\
343.190719745904	1.59416542056878e-08\\
352.003147279668	1.40459618381236e-08\\
361.041859717334	1.24842295244739e-08\\
371.167181947577	1.10685719523932e-08\\
382.456972246701	9.79404722444569e-09\\
394.999546122064	8.65221942519075e-09\\
407.953450345245	7.69527594633719e-09\\
422.304418720667	6.82995601466e-09\\
438.168993151419	6.0504663874481e-09\\
455.678626584107	5.35038293642444e-09\\
474.98148032285	4.72310637826298e-09\\
497.389595879006	4.13509817100069e-09\\
522.056752784699	3.61560311686229e-09\\
550.478980785497	3.13774516760035e-09\\
581.788007434494	2.7197302820954e-09\\
617.718759733849	2.34062788291558e-09\\
658.898955079996	2.00049540269657e-09\\
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763.629826128226	1.41696744451791e-09\\
831.610415323096	1.1688026083862e-09\\
914.031074875622	9.48426693138056e-10\\
1000	7.80189405817666e-10\\
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\end{axis}

\begin{axis}[%
width=3.749in,
height=1.562in,
at={(0.599in,0.419in)},
scale only axis,
separate axis lines,
every outer x axis line/.append style={black},
every x tick label/.append style={font=\color{black}},
every x tick/.append style={black},
xmode=log,
xmin=100,
xmax=1000,
xminorticks=true,
xlabel={Frequency [Hz]},
every outer y axis line/.append style={black},
every y tick label/.append style={font=\color{black}},
every y tick/.append style={black},
ymin=-180,
ymax=180,
ytick={-180,  -90,    0,   90,  180},
ylabel={Phase [deg]},
axis background/.style={fill=white},
xmajorgrids,
xminorgrids,
ymajorgrids,
legend style={at={(0.683,1.035)}, anchor=south west, legend cell align=left, align=left, draw=black}
]
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100	0\\
268.800102153763	0\\
269.420371368182	180\\
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100	-0\\
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268.800102153763	-179.99999999935\\
269.420371368182	179.999999999918\\
273.802517792786	180\\
274.434330322828	-180\\
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100	0\\
268.181260945295	0\\
268.800102153763	180\\
269.420371368182	0\\
270.042071883779	180\\
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100	0\\
268.181260945295	1.00044417195022e-11\\
268.800102153763	179.999999999999\\
269.420371368182	1.70530256582424e-12\\
270.042071883779	179.999999999996\\
1000	180\\
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100	0\\
267.563844455207	2.21689333557151e-12\\
268.181260945295	179.999999999995\\
268.800102153763	180\\
269.420371368182	8.24229573481716e-13\\
270.042071883779	179.999999999959\\
1000	180\\
};
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\end{axis}
\end{tikzpicture}%