﻿<?xml version="1.0" encoding="utf-8" standalone="yes"?>
<?application progid="SMath Studio Desktop" version="0.99.7691.4821"?>
<worksheet xmlns="http://smath.info/schemas/worksheet/1.0">
  <settings ppi="96">
    <identity>
      <id>6e597578-4b1d-4852-9415-91ddfde6cff6</id>
      <revision>94</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="2" printGrid="false" printAreas="false" simpleEqualsOnly="false" printBackgroundImages="false">
      <paper id="9" orientation="Portrait" width="827" height="1169" />
      <margins left="77" right="59" top="77" bottom="59" />
      <header alignment="Center" color="#a9a9a9">&amp;[FILENAME]</header>
      <footer alignment="Center" color="#a9a9a9">&amp;[PAGENUM] / &amp;[COUNT]</footer>
      <backgrounds />
    </pageModel>
    <dependencies>
      <assembly name="SMath Studio Desktop" version="0.99.7691.4821" guid="a37cba83-b69c-4c71-9992-55ff666763bd" />
      <assembly name="Math Region" version="0.99.7691.4821" guid="02f1ab51-215b-466e-a74d-5d8b1cf85e8d" />
      <assembly name="PictureRegion" version="1.10.7691.4821" guid="06b5df04-393e-4be7-9107-305196fcb861" />
      <assembly name="TextRegion" version="1.11.7691.4821" guid="485d28c5-349a-48b6-93be-12a35a1c1e39" />
    </dependencies>
  </settings>
  <regions type="content">
    <region left="0" top="9" width="686" height="26" color="#000000" fontSize="12">
      <text lang="eng">
        <content>
          <p style="text-decoration: underline; font-weight: bold; font-size: 12px;">RECTANGULAR PRESSURE VESSELS ACCORDING TO ASME VIII DIV 1, APPENDIX 13</p>
        </content>
      </text>
    </region>
    <region left="18" top="54" width="166" height="23" color="#000000" fontSize="10">
      <text lang="eng">
        <content>
          <p style="text-decoration: underline; font-weight: bold;">DESIGN VARIABLES  :</p>
        </content>
      </text>
    </region>
    <region left="315" top="72" width="352" height="207" color="#000000">
      <picture>
        <raw format="png" encoding="base64">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</raw>
      </picture>
    </region>
    <region left="27" top="90" width="175" height="24" color="#000000" fontSize="10">
      <math>
        <description active="true" position="Left" lang="eng">
          <content>
            <p style="font-size: 9px; color: #000000; font-family: Courier New;">Pressure</p>
          </content>
        </description>
        <input>
          <e type="operand">P</e>
          <e type="operand">120000</e>
          <e type="operand" style="unit">Pa</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
        <contract>
          <e type="operand" style="unit">bar</e>
        </contract>
        <result action="numeric">
          <e type="operand">1.2</e>
        </result>
      </math>
    </region>
    <region left="27" top="126" width="82" height="24" color="#000000" fontSize="10">
      <math>
        <description active="true" position="Left" lang="eng">
          <content>
            <p style="font-size: 9px; color: #000000; font-family: Courier New;">Long Side</p>
          </content>
        </description>
        <input>
          <e type="operand">L</e>
          <e type="operand">800</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="27" top="162" width="82" height="24" color="#000000" fontSize="10">
      <math>
        <description active="true" position="Left" lang="eng">
          <content>
            <p style="font-size: 9px; color: #000000; font-family: Courier New;">Short Side</p>
          </content>
        </description>
        <input>
          <e type="operand">h</e>
          <e type="operand">200</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="27" top="198" width="74" height="24" color="#000000" fontSize="10">
      <math>
        <description active="true" position="Left" lang="eng">
          <content>
            <p style="font-size: 9px; color: #000000; font-family: Courier New;">Thickness</p>
          </content>
        </description>
        <input>
          <e type="operand">e</e>
          <e type="operand">10</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="27" top="234" width="62" height="24" color="#000000" fontSize="10">
      <math>
        <description active="true" position="Left" lang="eng">
          <content>
            <p style="font-size: 9px; color: #000000; font-family: Courier New;">Welding Factor</p>
          </content>
        </description>
        <input>
          <e type="operand">z</e>
          <e type="operand">0.8</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="18" top="279" width="190" height="23" color="#000000" fontSize="10">
      <text lang="eng">
        <content>
          <p style="text-decoration: underline; font-weight: bold;">DESIGN CALCULATIONS  :</p>
        </content>
      </text>
    </region>
    <region left="27" top="306" width="170" height="50" color="#000000" fontSize="10">
      <math>
        <description active="true" position="Top" lang="eng">
          <content>
            <p style="font-size: 9px; color: #000000; font-family: Courier New;">Moment of Inertia</p>
          </content>
        </description>
        <input>
          <e type="operand">I.1</e>
          <e type="operand">e</e>
          <e type="operand">3</e>
          <e type="operator" args="2">^</e>
          <e type="operand">12</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <contract>
          <e type="operand" style="unit">mm</e>
          <e type="operand">3</e>
          <e type="operator" args="2">^</e>
        </contract>
        <result action="numeric">
          <e type="operand">83.3333</e>
        </result>
      </math>
    </region>
    <region left="243" top="342" width="60" height="30" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">I.2</e>
          <e type="operand">I.1</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="27" top="387" width="214" height="98" color="#000000" fontSize="10">
      <math>
        <description active="true" position="Top" lang="eng">
          <content>
            <p style="font-size: 9px; color: #000000; font-family: Courier New;">Bending moment at corner</p>
          </content>
        </description>
        <input>
          <e type="operand">M.Q</e>
          <e type="operand">P</e>
          <e type="operand">12</e>
          <e type="operator" args="2">/</e>
          <e type="operand">L</e>
          <e type="operand">3</e>
          <e type="operator" args="2">^</e>
          <e type="operand">I.2</e>
          <e type="operator" args="2">/</e>
          <e type="operand">h</e>
          <e type="operand">3</e>
          <e type="operator" args="2">^</e>
          <e type="operand">I.1</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">+</e>
          <e type="operand">L</e>
          <e type="operand">I.2</e>
          <e type="operator" args="2">/</e>
          <e type="operand">h</e>
          <e type="operand">I.1</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">+</e>
          <e type="operator" args="2">/</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">5200</e>
          <e type="operand" style="unit">N</e>
          <e type="operator" args="2">*</e>
        </result>
      </math>
    </region>
    <region left="27" top="513" width="191" height="50" color="#000000" fontSize="10">
      <math>
        <description active="true" position="Top" lang="eng">
          <content>
            <p style="font-size: 9px; color: #000000; font-family: Courier New;">Bending moment at long-side midpoint M</p>
          </content>
        </description>
        <input>
          <e type="operand">M.M</e>
          <e type="operand">M.Q</e>
          <e type="operand">P</e>
          <e type="operand">L</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand">8</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">-</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">4400</e>
          <e type="operand" style="unit">N</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="1">-</e>
        </result>
      </math>
    </region>
    <region left="27" top="585" width="179" height="50" color="#000000" fontSize="10">
      <math>
        <description active="true" position="Top" lang="eng">
          <content>
            <p style="font-size: 9px; color: #000000; font-family: Courier New;">Bending moment at short-side midpoint N</p>
          </content>
        </description>
        <input>
          <e type="operand">M.N</e>
          <e type="operand">M.Q</e>
          <e type="operand">P</e>
          <e type="operand">h</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand">8</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">-</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">4600</e>
          <e type="operand" style="unit">N</e>
          <e type="operator" args="2">*</e>
        </result>
      </math>
    </region>
    <region left="27" top="666" width="181" height="53" color="#000000" fontSize="10">
      <math>
        <description active="true" position="Top" lang="eng">
          <content>
            <p style="font-size: 9px; color: #000000; font-family: Courier New;">Bending stress at corner of long-side</p>
          </content>
        </description>
        <input>
          <e type="operand">σ.bQM</e>
          <e type="operand">M.Q</e>
          <e type="operand">e</e>
          <e type="operator" args="2">*</e>
          <e type="operand">2</e>
          <e type="operand">I.1</e>
          <e type="operator" args="2">*</e>
          <e type="operand">z</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <contract>
          <e type="operand" style="unit">MPa</e>
        </contract>
        <result action="numeric">
          <e type="operand">390</e>
        </result>
      </math>
    </region>
    <region left="342" top="666" width="181" height="53" color="#000000" fontSize="10">
      <math>
        <description active="true" position="Top" lang="eng">
          <content>
            <p style="font-size: 9px; color: #000000; font-family: Courier New;">Bending stress at corner of short-side</p>
          </content>
        </description>
        <input>
          <e type="operand">σ.bQN</e>
          <e type="operand">M.Q</e>
          <e type="operand">e</e>
          <e type="operator" args="2">*</e>
          <e type="operand">2</e>
          <e type="operand">I.1</e>
          <e type="operator" args="2">*</e>
          <e type="operand">z</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <contract>
          <e type="operand" style="unit">MPa</e>
        </contract>
        <result action="numeric">
          <e type="operand">390</e>
        </result>
      </math>
    </region>
    <region left="27" top="756" width="187" height="53" color="#000000" fontSize="10">
      <math>
        <description active="true" position="Top" lang="eng">
          <content>
            <p style="font-size: 9px; color: #000000; font-family: Courier New;">Bending stress at midpoint of long-side</p>
          </content>
        </description>
        <input>
          <e type="operand">σ.bM</e>
          <e type="operand">M.M</e>
          <e type="operand">e</e>
          <e type="operator" args="2">*</e>
          <e type="operand">2</e>
          <e type="operand">I.1</e>
          <e type="operator" args="2">*</e>
          <e type="operand">z</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <contract>
          <e type="operand" style="unit">MPa</e>
        </contract>
        <result action="numeric">
          <e type="operand">330</e>
          <e type="operator" args="1">-</e>
        </result>
      </math>
    </region>
    <region left="342" top="756" width="175" height="53" color="#000000" fontSize="10">
      <math>
        <description active="true" position="Top" lang="eng">
          <content>
            <p style="font-size: 9px; color: #000000; font-family: Courier New;">Bending stress at midpoint of short-side</p>
          </content>
        </description>
        <input>
          <e type="operand">σ.bN</e>
          <e type="operand">M.N</e>
          <e type="operand">e</e>
          <e type="operator" args="2">*</e>
          <e type="operand">2</e>
          <e type="operand">I.1</e>
          <e type="operator" args="2">*</e>
          <e type="operand">z</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <contract>
          <e type="operand" style="unit">MPa</e>
        </contract>
        <result action="numeric">
          <e type="operand">345</e>
        </result>
      </math>
    </region>
    <region left="27" top="837" width="152" height="41" color="#000000" fontSize="10">
      <math>
        <description active="true" position="Top" lang="eng">
          <content>
            <p style="font-size: 9px; color: #000000; font-family: Courier New;">Membrane stress on long-side</p>
          </content>
        </description>
        <input>
          <e type="operand">σ.mM</e>
          <e type="operand">P</e>
          <e type="operand">h</e>
          <e type="operator" args="2">*</e>
          <e type="operand">2</e>
          <e type="operand">e</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <contract>
          <e type="operand" style="unit">MPa</e>
        </contract>
        <result action="numeric">
          <e type="operand">1.2</e>
        </result>
      </math>
    </region>
    <region left="342" top="837" width="152" height="41" color="#000000" fontSize="10">
      <math>
        <description active="true" position="Top" lang="eng">
          <content>
            <p style="font-size: 9px; color: #000000; font-family: Courier New;">Membrane stress on short-side</p>
          </content>
        </description>
        <input>
          <e type="operand">σ.mN</e>
          <e type="operand">P</e>
          <e type="operand">L</e>
          <e type="operator" args="2">*</e>
          <e type="operand">2</e>
          <e type="operand">e</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <contract>
          <e type="operand" style="unit">MPa</e>
        </contract>
        <result action="numeric">
          <e type="operand">4.8</e>
        </result>
      </math>
    </region>
    <region left="27" top="909" width="218" height="32" color="#000000" fontSize="10">
      <math>
        <description active="true" position="Top" lang="eng">
          <content>
            <p style="font-size: 9px; color: #000000; font-family: Courier New;">Total stress at corner of long-side</p>
          </content>
        </description>
        <input>
          <e type="operand">σ.tQM</e>
          <e type="operand">σ.mM</e>
          <e type="operand">σ.bQM</e>
          <e type="operator" args="2">+</e>
          <e type="function" args="1">abs</e>
          <e type="operator" args="2">:</e>
        </input>
        <contract>
          <e type="operand" style="unit">MPa</e>
        </contract>
        <result action="numeric">
          <e type="operand">391.2</e>
        </result>
      </math>
    </region>
    <region left="342" top="909" width="218" height="32" color="#000000" fontSize="10">
      <math>
        <description active="true" position="Top" lang="eng">
          <content>
            <p style="font-size: 9px; color: #000000; font-family: Courier New;">Total stress at corner of short-side</p>
          </content>
        </description>
        <input>
          <e type="operand">σ.tQN</e>
          <e type="operand">σ.mN</e>
          <e type="operand">σ.bQN</e>
          <e type="operator" args="2">+</e>
          <e type="function" args="1">abs</e>
          <e type="operator" args="2">:</e>
        </input>
        <contract>
          <e type="operand" style="unit">MPa</e>
        </contract>
        <result action="numeric">
          <e type="operand">394.8</e>
        </result>
      </math>
    </region>
    <region left="27" top="972" width="205" height="32" color="#000000" fontSize="10">
      <math>
        <description active="true" position="Top" lang="eng">
          <content>
            <p style="font-size: 9px; color: #000000; font-family: Courier New;">Total stress at midpoint of long-side</p>
          </content>
        </description>
        <input>
          <e type="operand">σ.tM</e>
          <e type="operand">σ.mM</e>
          <e type="operand">σ.bM</e>
          <e type="operator" args="2">+</e>
          <e type="function" args="1">abs</e>
          <e type="operator" args="2">:</e>
        </input>
        <contract>
          <e type="operand" style="unit">MPa</e>
        </contract>
        <result action="numeric">
          <e type="operand">328.8</e>
        </result>
      </math>
    </region>
    <region left="342" top="972" width="205" height="32" color="#000000" fontSize="10">
      <math>
        <description active="true" position="Top" lang="eng">
          <content>
            <p style="font-size: 9px; color: #000000; font-family: Courier New;">Total stress at midpoint of short-side</p>
          </content>
        </description>
        <input>
          <e type="operand">σ.tN</e>
          <e type="operand">σ.mN</e>
          <e type="operand">σ.bN</e>
          <e type="operator" args="2">+</e>
          <e type="function" args="1">abs</e>
          <e type="operator" args="2">:</e>
        </input>
        <contract>
          <e type="operand" style="unit">MPa</e>
        </contract>
        <result action="numeric">
          <e type="operand">349.8</e>
        </result>
      </math>
    </region>
  </regions>
</worksheet>