﻿<?xml version="1.0" encoding="utf-8" standalone="yes"?>
<?application progid="SMath Solver" version="1.3.0.9126"?>
<worksheet xmlns="http://smath.info/schemas/worksheet/1.0">
  <settings ppi="96">
    <identity>
      <id>cef39688-19a2-4d0c-afdb-75fe08b745b4</id>
      <revision>5</revision>
    </identity>
    <calculation>
      <precision>4</precision>
      <exponentialThreshold>5</exponentialThreshold>
      <trailingZeros>false</trailingZeros>
      <significantDigitsMode>false</significantDigitsMode>
      <mixedNumbers>false</mixedNumbers>
      <roundingMode>0</roundingMode>
      <approximateEqualAccuracy>3</approximateEqualAccuracy>
      <fractions>decimal</fractions>
    </calculation>
    <pageModel active="false" viewMode="2" printGrid="false" printAreas="true" simpleEqualsOnly="false" printBackgroundImages="true" hideElementsHighlightings="true">
      <paper id="9" orientation="Portrait" width="827" height="1169" />
      <margins left="39" right="39" top="49" bottom="49" />
      <header alignment="Center" color="#a9a9a9">&amp;[DATE] &amp;[TIME] - &amp;[FILENAME]</header>
      <footer alignment="Center" color="#a9a9a9">&amp;[PAGENUM] / &amp;[COUNT]</footer>
      <backgrounds />
    </pageModel>
    <dependencies>
      <assembly name="SMath Core" version="1.73.9126.0" guid="a37cba83-b69c-4c71-9992-55ff666763bd" />
      <assembly name="MathRegion" version="1.73.9126.0" guid="02f1ab51-215b-466e-a74d-5d8b1cf85e8d" />
      <assembly name="PictureRegion" version="1.73.9126.0" guid="06b5df04-393e-4be7-9107-305196fcb861" />
      <assembly name="SpecialFunctions" version="1.73.9126.0" guid="2814e667-4e12-48b1-8d51-194e480eabc5" />
      <assembly name="TextRegion" version="1.73.9126.0" guid="485d28c5-349a-48b6-93be-12a35a1c1e39" />
      <assembly name="PlotRegion" version="1.73.9126.0" guid="c451c2b5-798b-4f08-b9ec-b90963d1ddaa" />
    </dependencies>
  </settings>
  <regions type="content">
    <region left="9" top="9" width="114" height="24" color="#000000" fontSize="10">
      <math decimalPlaces="3">
        <input>
          <e type="operand">E</e>
          <e type="operand">200000</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="9" top="45" width="97" height="30" color="#000000" fontSize="10">
      <math decimalPlaces="3">
        <input>
          <e type="operand">R.m</e>
          <e type="operand">900</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="9" top="81" width="97" height="30" color="#000000" fontSize="10">
      <math decimalPlaces="3">
        <input>
          <e type="operand">R.p</e>
          <e type="operand">850</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="9" top="126" width="86" height="47" color="#000000" fontSize="10">
      <math decimalPlaces="3">
        <input>
          <e type="operand">R.m</e>
          <e type="operand">E</e>
          <e type="operator" args="2">/</e>
        </input>
        <result action="numeric">
          <e type="operand">0.004</e>
        </result>
      </math>
    </region>
    <region left="9" top="189" width="161" height="120" color="#000000" fontSize="10">
      <math decimalPlaces="3">
        <input>
          <e type="operand">ψ</e>
          <e type="operand">R.m</e>
          <e type="operand">E</e>
          <e type="operator" args="2">/</e>
          <e type="operand">0.003</e>
          <e type="operator" args="2">&gt;</e>
          <e type="operand">1.375</e>
          <e type="operand">125</e>
          <e type="operand">R.m</e>
          <e type="operand">E</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">-</e>
          <e type="operand">1</e>
          <e type="function" args="3">if</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="9" top="324" width="76" height="24" color="#000000" fontSize="10">
      <math decimalPlaces="3">
        <input>
          <e type="operand">ψ</e>
        </input>
        <result action="numeric">
          <e type="operand">0.812</e>
        </result>
      </math>
    </region>
    <region left="9" top="360" width="113" height="30" color="#000000" fontSize="10">
      <math decimalPlaces="3">
        <input>
          <e type="operand">σ'.f</e>
          <e type="operand">1350</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="9" top="396" width="90" height="24" color="#000000" fontSize="10">
      <math decimalPlaces="3">
        <input>
          <e type="operand">b</e>
          <e type="operand">0.087</e>
          <e type="operator" args="1">-</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="9" top="432" width="159" height="30" color="#000000" fontSize="10">
      <math decimalPlaces="3">
        <input>
          <e type="operand">ε'.f</e>
          <e type="operand">0.59</e>
          <e type="operand">ψ</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">0.479</e>
        </result>
      </math>
    </region>
    <region left="9" top="468" width="82" height="24" color="#000000" fontSize="10">
      <math decimalPlaces="3">
        <input>
          <e type="operand">c</e>
          <e type="operand">0.58</e>
          <e type="operator" args="1">-</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="9" top="513" width="100" height="30" color="#000000" fontSize="10">
      <math decimalPlaces="3">
        <input>
          <e type="operand">ε.a</e>
          <e type="operand">0.00308</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="9" top="549" width="97" height="30" color="#000000" fontSize="10">
      <math decimalPlaces="3">
        <input>
          <e type="operand">σ.m</e>
          <e type="operand">200</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="297" top="576" width="240" height="158" color="#000000" fontSize="10">
      <plot type="2d" render="lines" scale_x="0.000159267910885198" scale_y="0.000159267910885198" scale_z="0.000159267910885198" rotate_x="0" rotate_y="0" rotate_z="0" transpose_x="-85" transpose_y="-12" transpose_z="0">
        <input>
          <e type="operand">x</e>
          <e type="operand">σ'.f</e>
          <e type="operand">σ.m</e>
          <e type="operator" args="2">-</e>
          <e type="operand">E</e>
          <e type="operator" args="2">/</e>
          <e type="operand">x</e>
          <e type="operand">b</e>
          <e type="operand">c</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand">ε'.f</e>
          <e type="operator" args="2">+</e>
          <e type="operand">ε.a</e>
          <e type="operator" args="2">/</e>
          <e type="bracket">(</e>
          <e type="operand">1</e>
          <e type="operator" args="1">-</e>
          <e type="operand">c</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">-</e>
        </input>
      </plot>
    </region>
    <region left="0" top="585" width="277" height="102" color="#000000">
      <picture>
        <raw format="png" encoding="base64">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</raw>
      </picture>
    </region>
    <region left="0" top="828" width="546" height="100" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">NN</e>
          <e type="operand">NN</e>
          <e type="operand">σ'.f</e>
          <e type="operand">σ.m</e>
          <e type="operator" args="2">-</e>
          <e type="operand">E</e>
          <e type="operator" args="2">/</e>
          <e type="operand">NN</e>
          <e type="operand">b</e>
          <e type="operand">c</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand">ε'.f</e>
          <e type="operator" args="2">+</e>
          <e type="operand">ε.a</e>
          <e type="operator" args="2">/</e>
          <e type="bracket">(</e>
          <e type="operand">1</e>
          <e type="operator" args="1">-</e>
          <e type="operand">c</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">≡</e>
          <e type="operand">NN</e>
          <e type="operand">0</e>
          <e type="operand">10</e>
          <e type="operand">10</e>
          <e type="operator" args="2">^</e>
          <e type="function" args="4">solve</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">54859.9455</e>
        </result>
      </math>
    </region>
    <region left="0" top="945" width="87" height="23" color="#000000" bgColor="#ffff80" fontSize="10">
      <text lang="ita" fontFamily="Arial" fontSize="10">
        <content>
          <p style="background-color: #ffff80;">sanity check</p>
        </content>
      </text>
    </region>
    <region left="0" top="963" width="377" height="98" color="#000000" bgColor="#ffff80" fontSize="10">
      <math>
        <input>
          <e type="operand">NN</e>
          <e type="operand">σ'.f</e>
          <e type="operand">σ.m</e>
          <e type="operator" args="2">-</e>
          <e type="operand">E</e>
          <e type="operator" args="2">/</e>
          <e type="operand">NN</e>
          <e type="operand">b</e>
          <e type="operand">c</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operand">ε'.f</e>
          <e type="operator" args="2">+</e>
          <e type="operand">ε.a</e>
          <e type="operator" args="2">/</e>
          <e type="bracket">(</e>
          <e type="operand">1</e>
          <e type="operator" args="1">-</e>
          <e type="operand">c</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">3.166</e>
          <e type="operand">10</e>
          <e type="operand">5</e>
          <e type="operator" args="1">-</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="1">-</e>
        </result>
      </math>
    </region>
  </regions>
</worksheet>