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      <p>Beräkning av konstruktionshöjd på en kompositbro bestående av parallelbalkar- Referens Steel - Concrete Composite Bridges - Sustainable Deisgn Guide, sid. 27</p>
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</raw>
    </picture>
  </region>
  <region id="2" left="54" top="396" width="646" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>--------------------------------- INDATA ------------------------------------</p>
    </text>
  </region>
  <region id="3" left="81" top="441" width="73" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">LT</e>
        <e type="operand">10</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="4" left="423" top="441" width="251" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>PLatta-bredd (med kantbalkar)</p>
    </text>
  </region>
  <region id="5" left="81" top="486" width="82" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math optimize="2">
      <input>
        <e type="operand">X</e>
        <e type="operand">27.5</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="6" left="423" top="486" width="151" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Viktad spannlängd</p>
    </text>
  </region>
  <region id="7" left="81" top="531" width="155" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">L</e>
        <e type="operand">0.55</e>
        <e type="operand">LT</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">5.5</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
      </result>
    </math>
  </region>
  <region id="8" left="423" top="531" width="193" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>CC-avstånd huvudbalkar</p>
    </text>
  </region>
  <region id="9" left="27" top="567" width="704" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>--------------------------------- HÖJD HUVUDBALKAR----------------------------------</p>
    </text>
  </region>
  <region id="10" left="36" top="594" width="248" height="60" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">H.1</e>
        <e type="operand">X</e>
        <e type="operand">28</e>
        <e type="operator" args="2">/</e>
        <e type="operand">LT</e>
        <e type="operand">12</e>
        <e type="operator" args="2">/</e>
        <e type="bracket">(</e>
        <e type="operand">0.45</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">0.9048</e>
        <e type="operand" style="unit">m</e>
        <e type="operand">29</e>
        <e type="operand">20</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
      </result>
    </math>
  </region>
  <region id="11" left="306" top="594" width="395" height="54" color="#008000" bgColor="#ffffff" fontSize="14">
    <text lang="eng">
      <p>WHY SUPERSCRIPT 29/20 in answer ?HOW TO REMOVE ?</p>
    </text>
  </region>
  <region id="12" left="72" top="711" width="204" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">H.2</e>
        <e type="operand">0.4</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
        <e type="operand">X</e>
        <e type="operand">35</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">1.1857</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
      </result>
    </math>
  </region>
  <region id="13" left="81" top="738" width="132" height="63" color="#000000" bgColor="#ffffff" fontSize="10">
    <math error="74">
      <input>
        <e type="operand">H</e>
        <e type="operand">H.1</e>
        <e type="operand">H.2</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" args="4">mat</e>
        <e type="function" args="1">max</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">#</e>
      </result>
    </math>
  </region>
  <region id="14" left="288" top="747" width="414" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Huvudbalkarnas höjd vid konstant däckdjup. IPE500till IPE700 sektioner eller liknande.</p>
    </text>
  </region>
  <region id="15" left="396" top="756" width="324" height="40" color="#ff0000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>funktion för 0,92123 uppdateras senare(LT/12)^0,45 = 0,9212</p>
    </text>
  </region>
  <region id="16" left="36" top="801" width="703" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>--------------------------------- TJOCKLEK PLATTA ----------------------------------</p>
    </text>
  </region>
  <region id="17" left="54" top="837" width="187" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">D</e>
        <e type="operand">0.12</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
        <e type="operand">L</e>
        <e type="operand">50</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">0.23</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
      </result>
    </math>
  </region>
  <region id="18" left="360" top="855" width="177" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Tjocklek däckcentrum</p>
    </text>
  </region>
  <region id="19" left="54" top="909" width="241" height="43" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">D.b</e>
        <e type="operand">0.13</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
        <e type="operand">LT</e>
        <e type="operand">L</e>
        <e type="operator" args="2">-</e>
        <e type="operand">26</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">0.3031</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
      </result>
    </math>
  </region>
  <region id="20" left="360" top="918" width="218" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Tjocklek över huvudbalkar</p>
    </text>
  </region>
  <region id="21" left="27" top="954" width="720" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>--------------------------------- KONSTRUKTIONSHÖJD ----------------------------------</p>
    </text>
  </region>
  <region id="22" left="45" top="981" width="131" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math error="2">
      <input>
        <e type="operand">H.tot</e>
        <e type="operand">H</e>
        <e type="operand">D.b</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">#</e>
      </result>
    </math>
  </region>
</regions>