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<document xmlns="http://cnx.rice.edu/cnxml" xmlns:m="http://www.w3.org/1998/Math/MathML" xmlns:bib="http://bibtexml.sf.net/" xmlns:md="http://cnx.rice.edu/mdml/0.4" id="id2255528">
  <name>Cálculo de constante K para el encontrar los valores de sqrt(x^2 +y^2) y atan(y/x)</name>
  <metadata>
  <md:version>1.2</md:version>
  <md:created>2008/04/16 20:32:50 GMT-5</md:created>
  <md:revised>2008/04/17 12:48:04.027 GMT-5</md:revised>
  <md:authorlist>
      <md:author id="lmmorenox">
      <md:firstname>Luis</md:firstname>
      <md:othername>Mario</md:othername>
      <md:surname>Moreno</md:surname>
      <md:email>lmmorenox@utpl.edu.ec</md:email>
    </md:author>
  </md:authorlist>

  <md:maintainerlist>
    <md:maintainer id="lmmorenox">
      <md:firstname>Luis</md:firstname>
      <md:othername>Mario</md:othername>
      <md:surname>Moreno</md:surname>
      <md:email>lmmorenox@utpl.edu.ec</md:email>
    </md:maintainer>
  </md:maintainerlist>
  
  <md:keywordlist>
    <md:keyword>Atan</md:keyword>
    <md:keyword>CORDIC</md:keyword>
    <md:keyword>sqrt</md:keyword>
  </md:keywordlist>

  <md:abstract>Calculation of constant K to perform the calculus of sqrt(x^2 +y^2) and atan(y/x) of a vector (x,y)</md:abstract>
</metadata>
  <content>
    <para id="id2255549">lightgraygray0.5</para>
    <section id="uid1">
      <name>Contents</name>
      <list id="id2255562" type="bulleted">
        <item id="uid2">Numero de iteraciones
</item>
        <item id="uid3">n iteraciones
</item>
        <item id="uid4">Grafica de K en funcion de n
</item>
        <item id="uid5">Referencias
</item>
      </list>
      <para id="id2255605">% Calculo de constante de normalizacion K
</para>
      <para id="id2255615">% para el calculo de sqrt(x^2+ y^2) y atan(y/x)
</para>
      <para id="id2255625">% Programador: Ing. Luis Moreno Yaguana
</para>
      <para id="id2255635">% UTPL-GESE
</para>
      <para id="id2255646">% ISTEC-RedDSP
</para>
      <para id="id2255657">clc
</para>
      
      <para id="id2255674">K=1;
</para>
      <para id="id2255682">K1=0;
</para>
    </section>
    <section id="uid6">
      <name>Numero de iteraciones</name>
      <para id="id2255700">n=19;
</para>
    </section>
    <section id="uid7">
      <name>n iteraciones</name>
      <para id="id2255718">for i=0:n-1
</para>
      <para id="id2255729">    temp=sqrt(1+2^(-2*i));
</para>
      <para id="id2255740">    K=temp*K;
</para>
      <para id="id2255749">    K1=[K1 K];
</para>
      <para id="id2255757">end
</para>
      <para id="id2255766">K1=K1(2:end);
</para>
    </section>
    <section id="uid8">
      <name>Grafica de K en funcion de n</name>
      <para id="id2255784">plot(0:n-1,K1)
</para>
      <para id="id2255795">xlabel('n','FontWeight','Bold');
</para>
      <para id="id2255816">yt=ylabel('Value of K','FontWeight','Bold');
</para>
      <para id="id2255837">grid on
</para>
      <para id="id2255846">axis([0 n min(K1) max(K1)+0.05])
</para>
      <para id="id2255856">K
</para>
      <para id="id2255872">lightgray </para>
      <para id="id2255882">K =
</para>
      <para id="id2255891"> 
</para>
      <para id="id2255899">    1.6468
</para>
      <para id="id2255908"> 
</para>
      <para id="id2255916">black</para>
      <para id="id2255921">
        <figure id="id2255922" orient="horizontal">
          <media type="application/postscript" src="calcK_01.eps">
            <param name="print-width" value="4in"/>
<!--NOTE: printwidth changes size of image in printed PDF (if specified in .tex file)-->
            <media type="image/png" src="calcK_01.png"><!-- NOTE: width parameter changes size of image online (pixels). original width is 560. --><param name="width" value="560"/></media>
          </media>
        </figure>
      </para>
    </section>
    <section id="uid9">
      <name>Referencias</name>
      <para id="id2255940">Jack E. Volder The CORDIC Trigonometric Computing Technique IRE Transcactions EC-8, 1959, 330-334</para>
<!--empty paragraphs get left behind.-->
    </section>
  </content>
</document>
