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authorJohannes Ranke <jranke@uni-bremen.de>2016-11-17 17:38:13 +0100
committerJohannes Ranke <jranke@uni-bremen.de>2016-11-17 17:38:13 +0100
commit38194642f58a798207663d469e8241265de95717 (patch)
tree59ac2fd8855368a2dcbb11daf0890dca64fd0bfb
parentb2779693fad072b6bdf5046ca2f1e9e9655eb5a2 (diff)
Use plot_sep in FOCUS D vignette
-rw-r--r--vignettes/FOCUS_D.Rmd9
-rw-r--r--vignettes/FOCUS_D.html33
2 files changed, 23 insertions, 19 deletions
diff --git a/vignettes/FOCUS_D.Rmd b/vignettes/FOCUS_D.Rmd
index 57b2d9d6..998cefa4 100644
--- a/vignettes/FOCUS_D.Rmd
+++ b/vignettes/FOCUS_D.Rmd
@@ -51,16 +51,17 @@ fit <- mkinfit(SFO_SFO, FOCUS_2006_D, quiet = TRUE)
```
A plot of the fit including a residual plot for both observed variables is obtained
-using the `plot` method for `mkinfit` objects.
+using the `plot_sep` method for `mkinfit` objects, which shows separate graphs for
+all compounds and their residuals.
-```{r plot, fig.height = 5}
-plot(fit, show_residuals = TRUE)
+```{r plot, fig.height = 6, fig.width = 8}
+plot_sep(fit, lpos = c("topright", "bottomright"))
```
Confidence intervals for the parameter estimates are obtained using the `mkinparplot` function.
-```{r plot_2, fig.height = 4}
+```{r plot_2, fig.height = 4, fig.width = 8}
mkinparplot(fit)
```
diff --git a/vignettes/FOCUS_D.html b/vignettes/FOCUS_D.html
index 743ec52b..fcf9d46d 100644
--- a/vignettes/FOCUS_D.html
+++ b/vignettes/FOCUS_D.html
@@ -11,7 +11,7 @@
<meta name="author" content="Johannes Ranke" />
-<meta name="date" content="2016-10-22" />
+<meta name="date" content="2016-11-17" />
<title>Example evaluation of FOCUS Example Dataset D</title>
@@ -21,10 +21,11 @@
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<h1 class="title toc-ignore">Example evaluation of FOCUS Example Dataset D</h1>
<h4 class="author"><em>Johannes Ranke</em></h4>
-<h4 class="date"><em>2016-10-22</em></h4>
+<h4 class="date"><em>2016-11-17</em></h4>
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@@ -183,18 +183,18 @@ print(FOCUS_2006_D)</code></pre>
## &quot;d_m1 = + k_parent_m1 * parent - k_m1_sink * m1&quot;</code></pre>
<p>We do the fitting without progress report (<code>quiet = TRUE</code>).</p>
<pre class="r"><code>fit &lt;- mkinfit(SFO_SFO, FOCUS_2006_D, quiet = TRUE)</code></pre>
-<p>A plot of the fit including a residual plot for both observed variables is obtained using the <code>plot</code> method for <code>mkinfit</code> objects.</p>
-<pre class="r"><code>plot(fit, show_residuals = TRUE)</code></pre>
-<p><img src="data:image/png;base64,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" /><!-- --></p>
+<p>A plot of the fit including a residual plot for both observed variables is obtained using the <code>plot_sep</code> method for <code>mkinfit</code> objects, which shows separate graphs for all compounds and their residuals.</p>
+<pre class="r"><code>plot_sep(fit, lpos = c(&quot;topright&quot;, &quot;bottomright&quot;))</code></pre>
+<p><img src="data:image/png;base64,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" /><!-- --></p>
<p>Confidence intervals for the parameter estimates are obtained using the <code>mkinparplot</code> function.</p>
<pre class="r"><code>mkinparplot(fit)</code></pre>
-<p><img src="data:image/png;base64,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" /><!-- --></p>
+<p><img src="data:image/png;base64,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" /><!-- --></p>
<p>A comprehensive report of the results is obtained using the <code>summary</code> method for <code>mkinfit</code> objects.</p>
<pre class="r"><code>summary(fit)</code></pre>
-<pre><code>## mkin version: 0.9.44
-## R version: 3.3.1
-## Date of fit: Sat Oct 22 17:45:21 2016
-## Date of summary: Sat Oct 22 17:45:21 2016
+<pre><code>## mkin version: 0.9.44.9000
+## R version: 3.3.2
+## Date of fit: Thu Nov 17 17:26:27 2016
+## Date of summary: Thu Nov 17 17:26:28 2016
##
## Equations:
## d_parent = - k_parent_sink * parent - k_parent_m1 * parent
@@ -202,7 +202,7 @@ print(FOCUS_2006_D)</code></pre>
##
## Model predictions using solution type deSolve
##
-## Fitted with method Port using 153 model solutions performed in 0.663 s
+## Fitted with method Port using 153 model solutions performed in 0.655 s
##
## Weighting: none
##
@@ -322,8 +322,11 @@ print(FOCUS_2006_D)</code></pre>
<script>
// add bootstrap table styles to pandoc tables
-$(document).ready(function () {
+function bootstrapStylePandocTables() {
$('tr.header').parent('thead').parent('table').addClass('table table-condensed');
+}
+$(document).ready(function () {
+ bootstrapStylePandocTables();
});

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