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README.html
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</head>
<body>
<!-- README.md was auto-generated by README.Rmd. Please DO NOT edit by hand!-->
<h1 id="rlumcarlo-">RLumCarlo <img width="120px" 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" align="right" /></h1>
<p>The <strong>R</strong> package RLumCarlo provides a collection of R functions modelling luminescence production in isolators and semiconductors for various stimulation modes using Monte Carlo methods.</p>
<p><a href="https://www.repostatus.org/#active"><img src="data:image/svg+xml;base64,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" alt="Project Status: Concept" /></a> <a href="https://CRAN.R-project.org/package=RLumCarlo"><img src="data:image/svg+xml; charset=utf-8;base64,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" alt="CRAN" /></a> <a href="https://zenodo.org/badge/latestdoi/82188344"><img src="data:image/svg+xml; charset=utf-8;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciCiAgICAgd2lkdGg9IjE4NiIgaGVpZ2h0PSIyMCI+CiAgICAgICAgPGxpbmVhckdyYWRpZW50IGlkPSJiIiB4Mj0iMCIgeTI9IjEwMCUiPgogICAgICAgICAgICA8c3RvcCBvZmZzZXQ9IjAiIHN0b3AtY29sb3I9IiNiYmIiIHN0b3Atb3BhY2l0eT0iLjEiLz4KICAgICAgICAgICAgPHN0b3Agb2Zmc2V0PSIxIiBzdG9wLW9wYWNpdHk9Ii4xIi8+CiAgICAgICAgPC9saW5lYXJHcmFkaWVudD4KICAgICAgICA8bWFzayBpZD0iYSIgd2lkdGg9IjE4NiIgaGVpZ2h0PSIyMCI+CiAgICAgICAgICAgIDxyZWN0IHdpZHRoPSIxODYiIGhlaWdodD0iMjAiIHJ4PSIzIgogICAgICAgICAgICBmaWxsPSIjZmZmIi8+CiAgICAgICAgPC9tYXNrPgogICAgICAgIDxnIG1hc2s9InVybCgjYSkiPgogICAgICAgICAgICA8cGF0aCBmaWxsPSIjNTU1IiBkPSJNMCAwaDMxdjIwSDB6IiAvPgogICAgICAgICAgICA8cGF0aCBmaWxsPSIjMDA3ZWM2IgogICAgICAgICAgICBkPSJNMzEgMGgxNTV2MjBIMzF6IgogICAgICAgICAgICAvPgogICAgICAgICAgICA8cGF0aCBmaWxsPSJ1cmwoI2IpIiBkPSJNMCAwaDE4NnYyMEgweiIgLz4KICAgICAgICA8L2c+CiAgICAgICAgPGcgZmlsbD0iI2ZmZiIgdGV4dC1hbmNob3I9Im1pZGRsZSIgZm9udC1mYW1pbHk9IkRlamFWdSBTYW5zLAogICAgICAgIFZlcmRhbmEsR2VuZXZhLHNhbnMtc2VyaWYiIGZvbnQtc2l6ZT0iMTEiPgogICAgICAgICAgICA8dGV4dCB4PSIxNiIgeT0iMTUiIGZpbGw9IiMwMTAxMDEiCiAgICAgICAgICAgIGZpbGwtb3BhY2l0eT0iLjMiPgogICAgICAgICAgICAgICAgRE9JCiAgICAgICAgICAgIDwvdGV4dD4KICAgICAgICAgICAgPHRleHQgeD0iMTYiIHk9IjE0Ij4KICAgICAgICAgICAgICAgIERPSQogICAgICAgICAgICA8L3RleHQ+CiAgICAgICAgICAgIDx0ZXh0IHg9IjEwOCIKICAgICAgICAgICAgeT0iMTUiIGZpbGw9IiMwMTAxMDEiIGZpbGwtb3BhY2l0eT0iLjMiPgogICAgICAgICAgICAgICAgMTAuNTI4MS96ZW5vZG8uMzg5MTU4OQogICAgICAgICAgICA8L3RleHQ+CiAgICAgICAgICAgIDx0ZXh0IHg9IjEwOCIgeT0iMTQiPgogICAgICAgICAgICAgICAgMTAuNTI4MS96ZW5vZG8uMzg5MTU4OQogICAgICAgICAgICA8L3RleHQ+CiAgICAgICAgPC9nPgogICAgPC9zdmc+" alt="DOI" /></a> <a href="https://www.r-pkg.org/pkg/RLumCarlo"><img src="data:image/svg+xml; charset=utf-8;base64,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" alt="Downloads" /></a> <a href="https://travis-ci.org/R-Lum/RLumCarlo"><img src="data:image/svg+xml;base64,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" alt="Build Status" /></a> <a href="https://ci.appveyor.com/project/RLumSK/rlumcarlo"><img src="data:image/svg+xml;base64,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" alt="Build status" /></a> <a href="https://codecov.io/gh/R-Lum/RLumCarlo"><img src="data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxMjIiIGhlaWdodD0iMjAiPgogICAgPGxpbmVhckdyYWRpZW50IGlkPSJiIiB4Mj0iMCIgeTI9IjEwMCUiPgogICAgICAgIDxzdG9wIG9mZnNldD0iMCIgc3RvcC1jb2xvcj0iI2JiYiIgc3RvcC1vcGFjaXR5PSIuMSIgLz4KICAgICAgICA8c3RvcCBvZmZzZXQ9IjEiIHN0b3Atb3BhY2l0eT0iLjEiIC8+CiAgICA8L2xpbmVhckdyYWRpZW50PgogICAgPG1hc2sgaWQ9ImEiPgogICAgICAgIDxyZWN0IHdpZHRoPSIxMjIiIGhlaWdodD0iMjAiIHJ4PSIzIiBmaWxsPSIjZmZmIiAvPgogICAgPC9tYXNrPgogICAgPGcgbWFzaz0idXJsKCNhKSI+CiAgICAgICAgPHBhdGggZmlsbD0iIzU1NSIgZD0iTTAgMGg3NnYyMEgweiIgLz4KICAgICAgICA8cGF0aCBmaWxsPSIjNGMxIiBkPSJNNzYgMGg0NnYyMEg3NnoiIC8+CiAgICAgICAgPHBhdGggZmlsbD0idXJsKCNiKSIgZD0iTTAgMGgxMjJ2MjBIMHoiIC8+CiAgICA8L2c+CiAgICA8ZyBmaWxsPSIjZmZmIiB0ZXh0LWFuY2hvcj0ibWlkZGxlIiBmb250LWZhbWlseT0iRGVqYVZ1IFNhbnMsVmVyZGFuYSxHZW5ldmEsc2Fucy1zZXJpZiIgZm9udC1zaXplPSIxMSI+CiAgICAgICAgPHRleHQgeD0iNDYiIHk9IjE1IiBmaWxsPSIjMDEwMTAxIiBmaWxsLW9wYWNpdHk9Ii4zIj5jb2RlY292PC90ZXh0PgogICAgICAgIDx0ZXh0IHg9IjQ2IiB5PSIxNCI+Y29kZWNvdjwvdGV4dD4KICAgICAgICA8dGV4dCB4PSI5OCIgeT0iMTUiIGZpbGw9IiMwMTAxMDEiIGZpbGwtb3BhY2l0eT0iLjMiPjEwMCU8L3RleHQ+CiAgICAgICAgPHRleHQgeD0iOTgiIHk9IjE0Ij4xMDAlPC90ZXh0PgogICAgPC9nPgogICAgPHN2ZyB2aWV3Qm94PSIxNDAgLTggNjAgNjAiPgogICAgICAgIDxwYXRoIGQ9Ik0yMy4wMTMgMEMxMC4zMzMuMDA5LjAxIDEwLjIyIDAgMjIuNzYydi4wNThsMy45MTQgMi4yNzUuMDUzLS4wMzZhMTEuMjkxIDExLjI5MSAwIDAgMSA4LjM1Mi0xLjc2NyAxMC45MTEgMTAuOTExIDAgMCAxIDUuNSAyLjcyNmwuNjczLjYyNC4zOC0uODI4Yy4zNjgtLjgwMi43OTMtMS41NTYgMS4yNjQtMi4yNC4xOS0uMjc2LjM5OC0uNTU0LjYzNy0uODUxbC4zOTMtLjQ5LS40ODQtLjQwNGExNi4wOCAxNi4wOCAwIDAgMC03LjQ1My0zLjQ2NiAxNi40ODIgMTYuNDgyIDAgMCAwLTcuNzA1LjQ0OUM3LjM4NiAxMC42ODMgMTQuNTYgNS4wMTYgMjMuMDMgNS4wMWM0Ljc3OSAwIDkuMjcyIDEuODQgMTIuNjUxIDUuMTggMi40MSAyLjM4MiA0LjA2OSA1LjM1IDQuODA3IDguNTkxYTE2LjUzIDE2LjUzIDAgMCAwLTQuNzkyLS43MjNsLS4yOTItLjAwMmExNi43MDcgMTYuNzA3IDAgMCAwLTEuOTAyLjE0bC0uMDguMDEyYy0uMjguMDM3LS41MjQuMDc0LS43NDguMTE1LS4xMS4wMTktLjIxOC4wNDEtLjMyNy4wNjMtLjI1Ny4wNTItLjUxLjEwOC0uNzUuMTY5bC0uMjY1LjA2N2ExNi4zOSAxNi4zOSAwIDAgMC0uOTI2LjI3NmwtLjA1Ni4wMThjLS42ODIuMjMtMS4zNi41MTEtMi4wMTYuODM4bC0uMDUyLjAyNmMtLjI5LjE0NS0uNTg0LjMwNS0uODk5LjQ5bC0uMDY5LjA0YTE1LjU5NiAxNS41OTYgMCAwIDAtNC4wNjEgMy40NjZsLS4xNDUuMTc1Yy0uMjkuMzYtLjUyMS42NjYtLjcyMy45Ni0uMTcuMjQ3LS4zNC41MTMtLjU1Mi44NjRsLS4xMTYuMTk5Yy0uMTcuMjkyLS4zMi41Ny0uNDQ5LjgyNGwtLjAzLjA1N2ExNi4xMTYgMTYuMTE2IDAgMCAwLS44NDMgMi4wMjlsLS4wMzQuMTAyYTE1LjY1IDE1LjY1IDAgMCAwLS43ODYgNS4xNzRsLjAwMy4yMTRhMjEuNTIzIDIxLjUyMyAwIDAgMCAuMDQuNzU0Yy4wMDkuMTE5LjAyLjIzNy4wMzIuMzU1LjAxNC4xNDUuMDMyLjI5LjA0OS40MzJsLjAxLjA4Yy4wMS4wNjcuMDE3LjEzMy4wMjYuMTk3LjAzNC4yNDIuMDc0LjQ4LjExOS43Mi40NjMgMi40MTkgMS42MiA0LjgzNiAzLjM0NSA2Ljk5bC4wNzguMDk4LjA4LS4wOTVjLjY4OC0uODEgMi4zOTUtMy4zOCAyLjUzOS00LjkyMmwuMDAzLS4wMjktLjAxNC0uMDI1YTEwLjcyNyAxMC43MjcgMCAwIDEtMS4yMjYtNC45NTZjMC01Ljc2IDQuNTQ1LTEwLjU0NCAxMC4zNDMtMTAuODlsLjM4MS0uMDE0YTExLjQwMyAxMS40MDMgMCAwIDEgNi42NTEgMS45NTdsLjA1NC4wMzYgMy44NjItMi4yMzcuMDUtLjAzdi0uMDU2Yy4wMDYtNi4wOC0yLjM4NC0xMS43OTMtNi43MjktMTYuMDg5QzM0LjkzMiAyLjM2MSAyOS4xNiAwIDIzLjAxMyAwIiBmaWxsPSIjRjAxRjdBIiBmaWxsLXJ1bGU9ImV2ZW5vZGQiLz4KICAgIDwvc3ZnPgo8L3N2Zz4=" alt="codecov" /></a></p>
<h2 id="installation">Installation</h2>
<h4 id="i-requirements">i. Requirements</h4>
<p>Depending on your OS please download and install one of the following:</p>
<ul>
<li><em>Windows</em>: <a href="https://cran.r-project.org/bin/windows/Rtools/">Rtools</a> (provided by CRAN)</li>
<li><em>macOS</em>: <a href="https://developer.apple.com/xcode/downloads/">Xcode</a> (provided by Apple)</li>
<li><em>Linux</em>: <a href="https://gcc.gnu.org">gcc</a> often comes pre-installed in most distributions. Should <a href="https://gcc.gnu.org">gcc</a> be not available, however, we kindly refer to the exhaustive collection of installation guides depending on the Linux distribution.</li>
</ul>
<h4 id="ii-install-the-package-from-github">ii. Install the package from GitHub</h4>
<div class="sourceCode" id="cb1"><pre class="sourceCode r"><code class="sourceCode r"><span id="cb1-1"><a href="#cb1-1"></a><span class="cf">if</span>(<span class="op">!</span><span class="kw">require</span>(<span class="st">"devtools"</span>))</span>
<span id="cb1-2"><a href="#cb1-2"></a> <span class="kw">install.packages</span>(<span class="st">"devtools"</span>)</span>
<span id="cb1-3"><a href="#cb1-3"></a>devtools<span class="op">::</span><span class="kw">install_github</span>(<span class="st">"R-Lum/RLumCarlo@master"</span>)</span></code></pre></div>
<h2 id="examples">Examples</h2>
<div class="sourceCode" id="cb2"><pre class="sourceCode r"><code class="sourceCode r"><span id="cb2-1"><a href="#cb2-1"></a><span class="kw">run_MC_CW_IRSL_TUN</span>(<span class="dt">A =</span> <span class="fl">0.12</span>, <span class="dt">rho =</span> <span class="fl">0.003</span>, <span class="dt">times =</span> <span class="dv">0</span><span class="op">:</span><span class="dv">1000</span>) <span class="op">%>%</span></span>
<span id="cb2-2"><a href="#cb2-2"></a><span class="st"> </span><span class="kw">plot_RLumCarlo</span>(<span class="dt">norm =</span> <span class="ot">TRUE</span>, <span class="dt">legend =</span> <span class="ot">TRUE</span>)</span></code></pre></div>
<img src="data:image/png;base64,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" style="display: block; margin: auto;" />
<h2 id="supported-models">Supported models</h2>
<table>
<thead>
<tr class="header">
<th>TRANSITION</th>
<th>BASE MODEL</th>
<th>IRSL</th>
<th>OSL</th>
<th>LM-OSL</th>
<th>TL</th>
</tr>
</thead>
<tbody>
<tr class="odd">
<td>Delocalised</td>
<td>OTOR</td>
<td>FALSE</td>
<td>TRUE</td>
<td>TRUE</td>
<td>TRUE</td>
</tr>
<tr class="even">
<td>Localised</td>
<td>GOT</td>
<td>TRUE</td>
<td>FALSE</td>
<td>TRUE</td>
<td>TRUE</td>
</tr>
<tr class="odd">
<td>Excited state tunnelling</td>
<td>LTM</td>
<td>TRUE</td>
<td>FALSE</td>
<td>TRUE</td>
<td>TRUE</td>
</tr>
</tbody>
</table>
<h2 id="license">License</h2>
<p>This program is free software: you can redistribute it and/or modify it under the terms of the GNU General Public License as published by the Free Software Foundation, either version 3 of the License, or any later version.</p>
<p>This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the <a href="https://github.com/R-Lum/RLumCarlo/blob/master/LICENSE">GNU General Public License</a> for more details.</p>
<h2 id="-funding"><span class="glyphicon glyphicon-euro"></span> Funding</h2>
<p>The <a href="https://github.com/R-Lum/RLumCarlo">development of RLumCarlo</a> benefited from the support by various funding bodies:</p>
<ul>
<li><p>The initial work by Johannes Friedrich, Sebastian Kreutzer and Christoph Schmidt was supported by the <a href="https://gepris.dfg.de/gepris/projekt/279969851">DFG (2015–2018, SCHM 3051/4-1, “Modelling quartz luminescence signal dynamics relevant for dating and dosimetry”, SCHM 3051/4-1)</a>.</p></li>
<li><p>Later financial support was secured through the project <em>‘ULTIMO: Unifying Luminescence Models of quartz and feldspar (German Academic Exchange Service) DAAD: Deutscher Akademischer Austauschdienst DAAD PPP USA 2018, ID: 57387041)’</em>.</p></li>
<li><p>The work of Sebastian Kreutzer as maintainer of the package was supported by <a href="https://lascarbx.labex.u-bordeaux.fr">LabEx LaScArBx (ANR - n. ANR-10-LABX-52)</a> between 2017 and 2019.</p></li>
<li><p>From 2020, Sebastian Kreutzer received funding from the European Union’s Horizon 2020 research and innovation programme under the Marie Skłodowska-Curie grant agreement No 844457 (project: CREDit).</p></li>
</ul>
<h2 id="related-projects">Related projects</h2>
<ul>
<li><a href="https://github.com/R-Lum/Luminescence">Luminescence</a></li>
<li><a href="https://github.com/R-Lum/RLumModel">RLumModel</a></li>
</ul>
</body>
</html>