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README.html
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<!DOCTYPE html>
<html xmlns="http://www.w3.org/1999/xhtml">
<head>
<meta charset="utf-8">
<meta http-equiv="Content-Type" content="text/html; charset=utf-8" />
<meta name="generator" content="pandoc" />
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word-break: normal;
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background-color: #fcfcfc;
border: solid 1px #ccc;
border-bottom-color: #bbb;
border-radius: 3px;
box-shadow: inset 0 -1px 0 #bbb;
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margin-top: 3px;
}
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margin: 0 0.35em 0.25em -1.6em;
vertical-align: middle;
}
:checked+.radio-label {
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position: relative;
border-color: #4078c0;
}
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}
code .kw { color: #000000; }
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code .bn { color: #009999; }
code .fl { color: #009999; }
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code .st { color: #183691; }
code .co { color: #969896; }
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code .al { color: #a61717; }
code .fu { color: #63a35c; }
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code .bu { color: #000000; }
code .ex { color: #000000; }
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code .an { color: #008080; }
code .cv { color: #008080; }
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body {
box-sizing: border-box;
min-width: 200px;
max-width: 980px;
margin: 0 auto;
padding: 45px;
padding-top: 0px;
}
</style>
</head>
<body>
<!-- README.md was auto-generated by README.Rmd. Please DO NOT edit by hand!-->
<h1 id="rlumcarlo-">RLumCarlo
<img role="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 role="img" aria-label="Project Status: Concept" src="data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHhtbG5zOnhsaW5rPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5L3hsaW5rIiB3aWR0aD0iMTE2IiBoZWlnaHQ9IjIwIiByb2xlPSJpbWciIGFyaWEtbGFiZWw9InJlcG8gc3RhdHVzOiBBY3RpdmUiPjx0aXRsZT5yZXBvIHN0YXR1czogQWN0aXZlPC90aXRsZT48bGluZWFyR3JhZGllbnQgaWQ9InMiIHgyPSIwIiB5Mj0iMTAwJSI+PHN0b3Agb2Zmc2V0PSIwIiBzdG9wLWNvbG9yPSIjYmJiIiBzdG9wLW9wYWNpdHk9Ii4xIi8+PHN0b3Agb2Zmc2V0PSIxIiBzdG9wLW9wYWNpdHk9Ii4xIi8+PC9saW5lYXJHcmFkaWVudD48Y2xpcFBhdGggaWQ9InIiPjxyZWN0IHdpZHRoPSIxMTYiIGhlaWdodD0iMjAiIHJ4PSIzIiBmaWxsPSIjZmZmIi8+PC9jbGlwUGF0aD48ZyBjbGlwLXBhdGg9InVybCgjcikiPjxyZWN0IHdpZHRoPSI3MyIgaGVpZ2h0PSIyMCIgZmlsbD0iIzU1NSIvPjxyZWN0IHg9IjczIiB3aWR0aD0iNDMiIGhlaWdodD0iMjAiIGZpbGw9IiM0YzEiLz48cmVjdCB3aWR0aD0iMTE2IiBoZWlnaHQ9IjIwIiBmaWxsPSJ1cmwoI3MpIi8+PC9nPjxnIGZpbGw9IiNmZmYiIHRleHQtYW5jaG9yPSJtaWRkbGUiIGZvbnQtZmFtaWx5PSJWZXJkYW5hLEdlbmV2YSxEZWphVnUgU2FucyxzYW5zLXNlcmlmIiB0ZXh0LXJlbmRlcmluZz0iZ2VvbWV0cmljUHJlY2lzaW9uIiBmb250LXNpemU9IjExMCI+PHRleHQgYXJpYS1oaWRkZW49InRydWUiIHg9IjM3NSIgeT0iMTUwIiBmaWxsPSIjMDEwMTAxIiBmaWxsLW9wYWNpdHk9Ii4zIiB0cmFuc2Zvcm09InNjYWxlKC4xKSIgdGV4dExlbmd0aD0iNjMwIj5yZXBvIHN0YXR1czwvdGV4dD48dGV4dCB4PSIzNzUiIHk9IjE0MCIgdHJhbnNmb3JtPSJzY2FsZSguMSkiIGZpbGw9IiNmZmYiIHRleHRMZW5ndGg9IjYzMCI+cmVwbyBzdGF0dXM8L3RleHQ+PHRleHQgYXJpYS1oaWRkZW49InRydWUiIHg9IjkzNSIgeT0iMTUwIiBmaWxsPSIjMDEwMTAxIiBmaWxsLW9wYWNpdHk9Ii4zIiB0cmFuc2Zvcm09InNjYWxlKC4xKSIgdGV4dExlbmd0aD0iMzMwIj5BY3RpdmU8L3RleHQ+PHRleHQgeD0iOTM1IiB5PSIxNDAiIHRyYW5zZm9ybT0ic2NhbGUoLjEpIiBmaWxsPSIjZmZmIiB0ZXh0TGVuZ3RoPSIzMzAiPkFjdGl2ZTwvdGV4dD48L2c+PC9zdmc+" alt="Project Status: Concept" /></a> <a href="https://CRAN.R-project.org/package=RLumCarlo"><img role="img" aria-label="CRAN" 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 role="img" aria-label="DOI" src="data:image/svg+xml; charset=utf-8;base64,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" alt="DOI" /></a> <a href="https://doi.org/10.32614/CRAN.package.RLumCarlo"><img role="img" aria-label="CRAN DOI" src="data:image/svg+xml;charset=utf-8;base64,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" alt="CRAN DOI" /></a> <a href="https://www.r-pkg.org/pkg/RLumCarlo"><img role="img" aria-label="Downloads" src="data:image/svg+xml; charset=utf-8;base64,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" alt="Downloads" /></a> <a href="https://github.com/R-Lum/RLumCarlo/actions"><img role="img" aria-label="R-CMD-check" src="data:image/svg+xml; 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alt="R-CMD-check" /></a> <a href="https://ci.appveyor.com/project/RLumSK/rlumcarlo"><img role="img" aria-label="Build status" src="data:image/svg+xml;base64,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" alt="Build status" /></a> <a href="https://app.codecov.io/gh/R-Lum/RLumCarlo"><img role="img" aria-label="codecov" src="data:application/xml; charset=UTF-8;base64,PD94bWwgdmVyc2lvbj0nMS4wJyBlbmNvZGluZz0nVVRGLTgnPz48RXJyb3I+PENvZGU+Tm9TdWNoS2V5PC9Db2RlPjxNZXNzYWdlPlRoZSBzcGVjaWZpZWQga2V5IGRvZXMgbm90IGV4aXN0LjwvTWVzc2FnZT48RGV0YWlscz5ObyBzdWNoIG9iamVjdDogY29kZWNvdi1wcm9kdWN0aW9uLWdhemViby9naC9SLUx1bS9STHVtQ2FybG8vYnJhbmNoL21hc3Rlci9ncmFwaC9iYWRnZS5zdmc8L0RldGFpbHM+PC9FcnJvcj4=" 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</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" tabindex="-1"></a><span class="cf">if</span>(<span class="sc">!</span><span class="fu">require</span>(<span class="st">"devtools"</span>))</span>
<span id="cb1-2"><a href="#cb1-2" tabindex="-1"></a> <span class="fu">install.packages</span>(<span class="st">"devtools"</span>)</span>
<span id="cb1-3"><a href="#cb1-3" tabindex="-1"></a>devtools<span class="sc">::</span><span class="fu">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" tabindex="-1"></a><span class="fu">run_MC_CW_IRSL_TUN</span>(<span class="at">A =</span> <span class="fl">0.12</span>, <span class="at">rho =</span> <span class="fl">0.003</span>, <span class="at">times =</span> <span class="dv">0</span><span class="sc">:</span><span class="dv">1000</span>) <span class="sc">%>%</span></span>
<span id="cb2-2"><a href="#cb2-2" tabindex="-1"></a> <span class="fu">plot_RLumCarlo</span>(<span class="at">norm =</span> <span class="cn">TRUE</span>, <span class="at">legend =</span> <span class="cn">TRUE</span>)</span></code></pre></div>
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" style="display: block; margin: auto;" />
<h2 id="supported-models">Supported models</h2>
<table>
<thead>
<tr>
<th>TRANSITION</th>
<th>BASE MODEL</th>
<th>IRSL</th>
<th>OSL</th>
<th>LM-OSL</th>
<th>TL</th>
</tr>
</thead>
<tbody>
<tr>
<td>Delocalised</td>
<td>OTOR</td>
<td>FALSE</td>
<td>TRUE</td>
<td>TRUE</td>
<td>TRUE</td>
</tr>
<tr>
<td>Localised</td>
<td>GOT</td>
<td>TRUE</td>
<td>FALSE</td>
<td>TRUE</td>
<td>TRUE</td>
</tr>
<tr>
<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="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 DFG (2015–2018, SCHM 3051/4-1,
“Modelling quartz luminescence signal dynamics relevant for dating and
dosimetry”, SCHM 3051/4-1).</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 LabEx LaScArBx (ANR - n. ANR-10-LABX-52) 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>