﻿<?xml version="1.0" encoding="utf-8" standalone="yes"?>
<?application progid="SMath Studio Desktop" version="0.99.7921.69"?>
<worksheet xmlns="http://smath.info/schemas/worksheet/1.0">
  <settings ppi="120">
    <identity>
      <id>7968d9f7-3676-4493-83ba-814ca1bc12c7</id>
      <revision>20</revision>
    </identity>
    <calculation>
      <precision>4</precision>
      <exponentialThreshold>5</exponentialThreshold>
      <trailingZeros>false</trailingZeros>
      <significantDigitsMode>false</significantDigitsMode>
      <roundingMode>0</roundingMode>
      <fractions>decimal</fractions>
    </calculation>
    <pageModel active="false" viewMode="1" printGrid="true" printAreas="true" simpleEqualsOnly="false" printBackgroundImages="true">
      <paper id="9" orientation="Portrait" width="827" height="1169" />
      <margins left="62" right="62" top="97" bottom="62" />
      <header alignment="Center" color="#a9a9a9">&amp;[DATE] - &amp;[FILENAME]</header>
      <footer alignment="Center" color="#a9a9a9">&amp;[PAGENUM] / &amp;[COUNT]</footer>
      <backgrounds />
    </pageModel>
    <dependencies>
      <assembly name="SMath Studio Desktop" version="0.99.7921.69" guid="a37cba83-b69c-4c71-9992-55ff666763bd" />
      <assembly name="MathRegion" version="1.11.7921.69" guid="02f1ab51-215b-466e-a74d-5d8b1cf85e8d" />
      <assembly name="SpecialFunctions" version="1.12.7921.69" guid="2814e667-4e12-48b1-8d51-194e480eabc5" />
      <assembly name="TextRegion" version="1.11.7921.69" guid="485d28c5-349a-48b6-93be-12a35a1c1e39" />
      <assembly name="PlotRegion" version="1.11.7921.69" guid="c451c2b5-798b-4f08-b9ec-b90963d1ddaa" />
    </dependencies>
  </settings>
  <regions type="content">
    <region left="135" top="9" width="405" height="29" color="#000000" fontSize="14" isBreakable="false">
      <text lang="eng" fontFamily="Consolas" fontSize="10">
        <content>
          <p style="font-weight: bold; font-family: BankGothic Lt BT; text-decoration: underline; font-size: 14px;">COLUMNAS FLEXOCOMPRESION BIAXIAL</p>
        </content>
      </text>
    </region>
    <region left="0" top="45" width="146" height="24" color="#000000" fontSize="10">
      <text lang="eng" fontFamily="Consolas" fontSize="10">
        <content>
          <p style="font-weight: bold; text-decoration: underline;">1. DEFINIR SECCION</p>
        </content>
      </text>
    </region>
    <region left="0" top="72" width="95" height="24" color="#000000" fontSize="10">
      <text lang="eng" fontFamily="Consolas" fontSize="10">
        <content>
          <p style="font-weight: bold; text-decoration: underline;">Materiales </p>
        </content>
      </text>
    </region>
    <region left="54" top="99" width="315" height="24" color="#000000" fontSize="10">
      <text lang="eng" fontFamily="Consolas" fontSize="10">
        <content>
          <p>-Resistencia a la compresion del concreto</p>
        </content>
      </text>
    </region>
    <region left="405" top="99" width="98" height="24" color="#000000" fontSize="10">
      <math decimalPlaces="2" roundingMode="1" exponentialThreshold="6">
        <input>
          <e type="operand">f'c</e>
          <e type="operand">21</e>
          <e type="operand" style="unit">MPa</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="54" top="126" width="241" height="24" color="#000000" fontSize="10">
      <text lang="eng" fontFamily="Consolas" fontSize="10">
        <content>
          <p>-Esfuerzo de fluencia del acero</p>
        </content>
      </text>
    </region>
    <region left="405" top="126" width="97" height="30" color="#000000" fontSize="10">
      <math decimalPlaces="2" roundingMode="1" exponentialThreshold="6">
        <input>
          <e type="operand">f.y</e>
          <e type="operand">420</e>
          <e type="operand" style="unit">MPa</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="54" top="153" width="249" height="24" color="#000000" fontSize="10">
      <text lang="eng" fontFamily="Consolas" fontSize="10">
        <content>
          <p>-Modulo de elasticidad del acero</p>
        </content>
      </text>
    </region>
    <region left="405" top="153" width="97" height="30" color="#000000" fontSize="10">
      <math decimalPlaces="2" roundingMode="1" exponentialThreshold="6">
        <input>
          <e type="operand">E.s</e>
          <e type="operand">200</e>
          <e type="operand" style="unit">GPa</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="0" top="567" width="190" height="24" color="#000000" fontSize="10">
      <text lang="eng" fontFamily="Consolas" fontSize="10">
        <content>
          <p style="font-weight: bold; text-decoration: underline;">2. MALLADO DE LA SECCION</p>
        </content>
      </text>
    </region>
    <region left="36" top="612" width="237" height="26" color="#000000" fontSize="10" showInputData="false">
      <math decimalPlaces="2" roundingMode="1" exponentialThreshold="6">
        <input>
          <e type="operand">Cargas</e>
          <e type="operand" style="string">C3.txt</e>
          <e type="function" args="1">importData</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="36" top="648" width="246" height="107" color="#000000" fontSize="10">
      <math decimalPlaces="2" roundingMode="1" exponentialThreshold="6">
        <input>
          <e type="operand">Cargas1</e>
          <e type="operand">A</e>
          <e type="operand">Cargas</e>
          <e type="operand">1</e>
          <e type="function" args="2">col</e>
          <e type="operand">5</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
          <e type="operand">B</e>
          <e type="operand">Cargas</e>
          <e type="operand">2</e>
          <e type="function" args="2">col</e>
          <e type="operator" args="2">:</e>
          <e type="operand">C</e>
          <e type="operand">Cargas</e>
          <e type="operand">3</e>
          <e type="function" args="2">col</e>
          <e type="operator" args="2">:</e>
          <e type="operand">D</e>
          <e type="operand">B</e>
          <e type="operand">C</e>
          <e type="operand">A</e>
          <e type="function" args="3">augment</e>
          <e type="operator" args="2">:</e>
          <e type="operand">4</e>
          <e type="operand">1</e>
          <e type="function" args="6">line</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="54" top="765" width="191" height="26" color="#000000" fontSize="10">
      <math decimalPlaces="2" roundingMode="1" exponentialThreshold="6">
        <input>
          <e type="operand">Cargas1</e>
          <e type="operand">Cargas1</e>
          <e type="function" args="1">eval</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="0" top="819" width="454" height="24" color="#000000" fontSize="10" isBreakable="false">
      <text lang="eng" fontFamily="Consolas" fontSize="10">
        <content>
          <p style="font-weight: bold; text-decoration: underline;">3. IMPORTACION DE CARGAS DE DISEÑO DE ROBOT, ETABS, SAP 2000</p>
        </content>
      </text>
    </region>
    <region left="0" top="927" width="520" height="24" color="#000000" fontSize="10" isBreakable="false">
      <text lang="eng" fontFamily="Consolas" fontSize="10">
        <content>
          <p style="font-weight: bold; text-decoration: underline;">4. CALCULO DE LA SUPERFICIE DE INTERACCION FUERZA AXIAL-MOMENTO EN 3D</p>
        </content>
      </text>
    </region>
    <region left="9" top="972" width="261" height="26" color="#000000" fontSize="10">
      <math decimalPlaces="2" roundingMode="1" exponentialThreshold="6">
        <input>
          <e type="operand">X1</e>
          <e type="operand" style="string">Valores X.txt</e>
          <e type="function" args="1">importData</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="9" top="999" width="261" height="26" color="#000000" fontSize="10">
      <math decimalPlaces="2" roundingMode="1" exponentialThreshold="6">
        <input>
          <e type="operand">Y1</e>
          <e type="operand" style="string">Valores Y.txt</e>
          <e type="function" args="1">importData</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="9" top="1026" width="261" height="26" color="#000000" fontSize="10">
      <math decimalPlaces="2" roundingMode="1" exponentialThreshold="6">
        <input>
          <e type="operand">Z1</e>
          <e type="operand" style="string">Valores Z.txt</e>
          <e type="function" args="1">importData</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="9" top="1098" width="281" height="205" color="#000000" fontSize="10">
      <math decimalPlaces="2" roundingMode="1" exponentialThreshold="6">
        <input>
          <e type="operand">Diagrama</e>
          <e type="operand">k</e>
          <e type="operand">0</e>
          <e type="operator" args="2">:</e>
          <e type="operand">i</e>
          <e type="operand">1</e>
          <e type="operand">X1</e>
          <e type="function" args="1">cols</e>
          <e type="function" args="2">range</e>
          <e type="operand">j</e>
          <e type="operand">1</e>
          <e type="operand">X1</e>
          <e type="function" args="1">rows</e>
          <e type="function" args="2">range</e>
          <e type="operand">k</e>
          <e type="operand">k</e>
          <e type="operand">1</e>
          <e type="operator" args="2">+</e>
          <e type="operator" args="2">:</e>
          <e type="operand">Puntos</e>
          <e type="operand">k</e>
          <e type="operand">1</e>
          <e type="function" args="3">el</e>
          <e type="operand">X1</e>
          <e type="operand">j</e>
          <e type="operand">i</e>
          <e type="function" args="3">el</e>
          <e type="operator" args="2">:</e>
          <e type="operand">Puntos</e>
          <e type="operand">k</e>
          <e type="operand">2</e>
          <e type="function" args="3">el</e>
          <e type="operand">Y1</e>
          <e type="operand">j</e>
          <e type="operand">i</e>
          <e type="function" args="3">el</e>
          <e type="operator" args="2">:</e>
          <e type="operand">Puntos</e>
          <e type="operand">k</e>
          <e type="operand">3</e>
          <e type="function" args="3">el</e>
          <e type="operand">Z1</e>
          <e type="operand">j</e>
          <e type="operand">i</e>
          <e type="function" args="3">el</e>
          <e type="operand">5</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
          <e type="operand">4</e>
          <e type="operand">1</e>
          <e type="function" args="6">line</e>
          <e type="function" args="3">for</e>
          <e type="function" args="3">for</e>
          <e type="operand">Puntos</e>
          <e type="operand">3</e>
          <e type="operand">1</e>
          <e type="function" args="5">line</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="27" top="1341" width="188" height="63" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">γ2</e>
          <e type="operand">0.8232</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0.4194</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0.5677</e>
          <e type="operand">0.6187</e>
          <e type="operator" args="1">-</e>
          <e type="operand">0.009</e>
          <e type="operand">0.6643</e>
          <e type="operand">3</e>
          <e type="operand">2</e>
          <e type="function" args="8">mat</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="225" top="1341" width="366" height="287" color="#000000" fontSize="10">
      <plot grid="false" axes="false" type="2d" render="lines" scale_x="0.0805450952839862" scale_y="0.0805450952839862" scale_z="0.0805450952839862" rotate_x="0" rotate_y="0" rotate_z="0" transpose_x="-11" transpose_y="-62" transpose_z="0">
        <input>
          <e type="operand">Diagrama</e>
          <e type="operand">γ2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">Cargas1</e>
          <e type="operand">γ2</e>
          <e type="operator" args="2">*</e>
          <e type="operand" style="string">o</e>
          <e type="function" args="2">augment</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" args="4">sys</e>
        </input>
      </plot>
    </region>
    <region left="27" top="1737" width="588" height="357" color="#000000" fontSize="10">
      <plot type="3d" render="lines" scale_x="0.000136933676977276" scale_y="0.000136933676977276" scale_z="0.000136933676977276" rotate_x="-1283" rotate_y="113" rotate_z="0" transpose_x="0" transpose_y="0" transpose_z="0">
        <input>
          <e type="operand">Diagrama</e>
          <e type="operand">Cargas1</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" args="4">sys</e>
        </input>
      </plot>
    </region>
  </regions>
  <regions type="header">
    <region left="0" top="6" width="703" height="90" color="#000000">
      <picture>
        <raw format="png" encoding="base64">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</raw>
      </picture>
    </region>
    <region left="6" top="12" width="175" height="81" color="#000000">
      <picture>
        <raw format="png" encoding="base64">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</raw>
      </picture>
    </region>
    <region left="180" top="12" width="86" height="23" color="#000000" fontSize="10" isBreakable="false">
      <text lang="spa" fontFamily="Consolas" fontSize="10">
        <content>
          <p style="font-weight: bold; font-family: Courier New;">Proyecto:</p>
        </content>
      </text>
    </region>
    <region left="267" top="12" width="94" height="23" color="#000000" fontSize="10" isBreakable="false">
      <text lang="spa" fontFamily="Consolas" fontSize="10">
        <content>
          <p style="font-family: Courier New;">Proyecto A</p>
        </content>
      </text>
    </region>
    <region left="621" top="12" width="52" height="20" color="#000000" fontSize="8" isBreakable="false">
      <text lang="spa" fontFamily="Consolas" fontSize="10">
        <content>
          <p style="font-weight: bold; font-family: Courier New; font-size: 8px;">Fecha:</p>
        </content>
      </text>
    </region>
    <region left="627" top="30" width="65" height="20" color="#000000" fontSize="8" isBreakable="false">
      <text lang="spa" fontFamily="Consolas" fontSize="10">
        <content>
          <p style="font-family: Courier New; font-size: 8px;">Oct 2021</p>
        </content>
      </text>
    </region>
    <region left="621" top="54" width="33" height="20" color="#000000" fontSize="8" isBreakable="false">
      <text lang="spa" fontFamily="Consolas" fontSize="10">
        <content>
          <p style="font-weight: bold; font-family: Courier New; font-size: 8px;">N°:</p>
        </content>
      </text>
    </region>
    <region left="180" top="60" width="86" height="23" color="#000000" fontSize="10" isBreakable="false">
      <text lang="spa" fontFamily="Consolas" fontSize="10">
        <content>
          <p style="font-weight: bold; font-family: Courier New;">Elemento:</p>
        </content>
      </text>
    </region>
    <region left="267" top="60" width="174" height="23" color="#000000" fontSize="10" isBreakable="false">
      <text lang="spa" fontFamily="Consolas" fontSize="10">
        <content>
          <p style="font-family: Courier New;">Columna Primer Nivel</p>
        </content>
      </text>
    </region>
    <region left="639" top="69" width="40" height="20" color="#000000" fontSize="8" isBreakable="false">
      <text lang="spa" fontFamily="Consolas" fontSize="10">
        <content>
          <p style="font-family: Courier New; font-size: 8px;">0116</p>
        </content>
      </text>
    </region>
  </regions>
</worksheet>