resolves #1850

git-svn-id: https://svn.modelica.org/projects/Modelica/trunk@8864 7ce873d0-865f-4ce7-a662-4bb36ea78beb
modelica · Dec 23, 2015 · b14e6e7 · b14e6e7
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diff --git a/Modelica/ComplexBlocks.mo b/Modelica/ComplexBlocks.mo
@@ -122,8 +122,8 @@ Plotting the imaginary part versus the real part, you will see an Archimedean sp
       connect(transferFunction.y, complexToPolar.u)
         annotation (Line(points={{-19,0},{-2,0}}, color={85,170,255}));
       annotation (
-        experiment(StopTime=1, Interval=0.001),
-Documentation(info="<html>
+        experiment(StopTime=1, Interval=0.001), Documentation(info=
+                   "<html>
 <p>This example shows the response of a PT2 defined by its transfer function</p>
 <pre>
             1
@@ -1988,7 +1988,7 @@ zero or negative.
             extent={{-90,-90},{90,-10}},
               textString="a(jw)")}), Documentation(info="<html>
 <p>
-The complex input u is multiplied by the complex transfer function (depending on frequncy input w) to obtain the complex output y (nb = dimension of b, na = dimension of a):
+The complex input u is multiplied by the complex transfer function (depending on frequency input w) to obtain the complex output y (nb = dimension of b, na = dimension of a):
 </p>
 <pre>
            b[1]*(jw)^[nb-1] + b[2]*(jw)^[nb-2] + ... + b[nb]

diff --git a/Modelica/package.mo b/Modelica/package.mo
@@ -2433,6 +2433,18 @@ to <b style=\"color:blue\">existing</b> libraries:<br>
 <tr><td valign=\"top\" width=\"150\">BandLimitedWhiteNoise</td>
     <td valign=\"top\"> Noise generator to produce band-limited white noise with normal distribution</td></tr>
 
+<tr><td colspan=\"2\"><b>Modelica.ComplexBlocks.Examples</b></td></tr>
+<tr><td valign=\"top\" width=\"150\">ShowTransferFunction</td>
+    <td valign=\"top\"> Example to demonstrate the usage of the block TransferFunction.</td></tr>
+
+<tr><td colspan=\"2\"><b>Modelica.ComplexBlocks.ComplexMath</b></td></tr>
+<tr><td valign=\"top\" width=\"150\">TransferFunction</td>
+    <td valign=\"top\"> This block allows to define a complex transfer function (depending on frequency input w) to obtain the complex output y.</td></tr>
+
+<tr><td colspan=\"2\"><b>Modelica.ComplexBlocks.Sources</b></td></tr>
+<tr><td valign=\"top\" width=\"150\">LogFrequencySweep</td>
+    <td valign=\"top\"> The logarithm of w performs a linear ramp from log10(wMin) to log10(wMax), the output is the decimal power of this logarithmic ramp.</td></tr>
+
 <tr><td colspan=\"2\"><b>Modelica.Mechanics.Rotational.Components.</b></td></tr>
 <tr><td valign=\"top\" width=\"150\">ElastoBacklash2</td>
     <td valign=\"top\">Alternative model of backlash. The difference to the existing ElastoBacklash