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0.389038075866603	0.0012641251074499\\
0.415130319090764	0.00131215899488663\\
0.473663812015789	0.00144861151115337\\
0.528691513239223	0.00162805108439452\\
0.579394171838958	0.00186299794769997\\
0.625335542539214	0.00217148122763654\\
0.666385398245373	0.00258036591054744\\
0.702640019896077	0.00313128244092705\\
0.734350366863534	0.00389187188407601\\
0.761862630882695	0.0049785888840659\\
0.785572244400964	0.0066062740130242\\
0.805890346602067	0.00920128493229633\\
0.823220756903256	0.0136298167523101\\
0.837945251827139	0.0209688032246352\\
0.850415072472208	0.0264622389324413\\
0.863070461836215	0.0207353056811882\\
0.878507726418882	0.0129837305826164\\
0.897399749900488	0.00836142412964148\\
0.920610167482928	0.00568561687429463\\
0.949260097781674	0.00402115003564085\\
0.984823904394272	0.00291607517969597\\
1.0292692915426	0.00214563461545903\\
1.08526657005413	0.00158913367055603\\
1.15650838036694	0.00117694887481047\\
1.24821033872761	0.000866452485733528\\
1.36791640754156	0.00063024744244012\\
1.52683354130462	0.000450007086493407\\
1.7421175043825	0.000313038429336919\\
1.86028768184266	0.000264363842354661\\
2.17539892962114	0.000180513338656254\\
2.5438863833734	0.000125903861199214\\
2.97479135591908	8.90601532364345e-05\\
3.47868665404619	6.36067101926521e-05\\
4.75699737068913	3.30378975121799e-05\\
6.50504809291245	1.74003376252184e-05\\
10.4022410219188	6.73334331463224e-06\\
};
\addplot [color=mycolor2, forget plot]
  table[row sep=crcr]{%
0.00924654958432772	0.00263051918417608\\
0.0146555053415432	0.00264726380621114\\
0.0199226999803645	0.00267118820332348\\
0.0270829265356347	0.00271646328267744\\
0.0315768853362421	0.00275292360090878\\
0.0368165414556008	0.0028039597459864\\
0.0429256308948323	0.00287620575668244\\
0.0500484215754346	0.00298011903524198\\
0.0583531202681516	0.00313305719827205\\
0.0680358448447193	0.00336593929416654\\
0.0728357632449653	0.00350898678238884\\
0.0831045627849748	0.00389781710763116\\
0.0927581900100354	0.00440917423961914\\
0.101652956733986	0.00507875855779118\\
0.109712364016589	0.00595798022468207\\
0.116913593776954	0.00712344952500508\\
0.123273559287898	0.00869389484169559\\
0.128836304020593	0.0108622545131484\\
0.133662573476993	0.0139607745719126\\
0.137821747581981	0.0186026018633228\\
0.141385958586331	0.0260052402695669\\
0.144426052248848	0.0386452705602415\\
0.147009005581279	0.0596207176156021\\
0.149196437512929	0.0754219898269622\\
0.151416417508125	0.059240358758995\\
0.154124388363089	0.0372043637662855\\
0.157438384894194	0.0240488120433854\\
0.161509902153204	0.0164295826578248\\
0.166535600710851	0.011688920238379\\
0.172774103819303	0.00854105545194181\\
0.180570570811242	0.0063462628118552\\
0.190393402917848	0.00476092060269699\\
0.202890322946496	0.00358678521477573\\
0.218976188019793	0.00270248760177283\\
0.23997424878753	0.00203005654864951\\
0.267850238550003	0.00151740332124322\\
0.305613286314919	0.00112858404535349\\
0.315845552634306	0.001055838085377\\
0.368254840789559	0.000799375606560052\\
0.429360573970022	0.000634582223273547\\
0.500605781812966	0.000526000367093772\\
0.583672940594836	0.000454575825606453\\
0.680523705397208	0.000409715457382065\\
0.793445235161275	0.000386017554098187\\
0.903363919329775	0.000381516850783077\\
1.03072529492042	0.000393915252360419\\
1.15045684075778	0.000422882990456442\\
1.26077642788189	0.000468573290675947\\
1.36073525889717	0.000533635128203429\\
1.45005032680183	0.00062337429141957\\
1.52893140272678	0.000746826212389325\\
1.59792474692889	0.000919189950940713\\
1.65778377081326	0.00116698108640962\\
1.70936897639255	0.00153935557601035\\
1.75357500209527	0.00213400591059823\\
1.79128053030886	0.00314933341540598\\
1.82331626030992	0.00483075238486094\\
1.85044643640644	0.00608177472501929\\
1.87798029806812	0.00475406181306991\\
1.91156658941571	0.00296849588494057\\
1.95266926702189	0.00190556618308928\\
2.00316728646591	0.00129100219923649\\
2.06549978006449	0.000909257189089256\\
2.14287438791487	0.000656287959075632\\
2.23957203567305	0.000480378434309355\\
2.36140218771678	0.000353758423358912\\
2.51639838948867	0.000260399511447745\\
2.71590738713435	0.00019047264695676\\
2.97634113049721	0.000137640793448624\\
3.32208012249633	9.76430439086829e-05\\
3.79044584440535	6.75076149501313e-05\\
4.29464864317369	4.89647768376726e-05\\
5.00727377399601	3.38288847061796e-05\\
5.83814712935854	2.38119630436771e-05\\
6.80689002487619	1.69750540302029e-05\\
9.25328909543183	8.8352458665591e-06\\
10.7887176950799	6.42265577645307e-06\\
};
\end{axis}

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width=1.817in,
height=1.698in,
at={(0.481in,0.222in)},
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=0.01,
xmax=10,
xminorticks=true,
every outer y axis line/.append style={black},
every y tick label/.append style={font=\color{black}},
every y tick/.append style={black},
ymin=0,
ymax=1,
axis line style={draw=none},
ticks=none,
xmajorgrids,
xminorgrids,
ymajorgrids
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\end{axis}

\begin{axis}[%
width=3.234in,
height=3.03in,
at={(0.542in,0.409in)},
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},
xmin=0,
xmax=1,
xtick={\empty},
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=0,
ymax=1,
ytick={\empty},
ylabel={Magnitude (abs)},
axis line style={draw=none},
ticks=none,
xmajorgrids,
ymajorgrids
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\end{axis}
\end{tikzpicture}%