Overview
A visual abstract is a great companion to help publicize your study. They are particularly efficient at communicating your main findings at a high level. For more information, the interested reader is directed here.
The purpose of this vignette is to demonstrate how to create customized visual abstracts from scratch, recognizing the shiny application included in abstractr
package has certain restraints by design.
Requirements
To get started, you will need to install and load a few packages:
library(ggplot2)
library(gridExtra)
library(emojifont)
A Blank Canvas
We’ll start with a blank canvas. This will provide a useful point of reference for positioning text and graphics of the visual abstract.
Using theme_linedraw()
on our canvas allows us to visualize the coordinate system to this end.
canvas <- ggplot(data=data.frame(x=1:10, y=1:10), aes(x=x, y=y)) +
scale_y_continuous(limits=c(1,10), breaks=seq(1,10,0.5)) +
scale_x_continuous(limits=c(1,10), breaks=seq(1,10,0.5)) +
theme_linedraw()
canvas
![](data:image/png;base64,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)
Panels
One approach to build a visual abstract is to do so on a panel-by-panel basis. The canvas we created serves as a starting point and we’ll use it to build the first panel.
Let’s remove all existing plot features and color the panel.
panel1 <- canvas +
theme_void() +
theme(panel.background = element_rect(fill = '#DEEBF7', colour = '#DEEBF7'))
panel1
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABUAAAAMACAMAAADSUD1fAAAAA1BMVEXe6/e+Pmh4AAAACXBIWXMAAB2HAAAdhwGP5fFlAAAEAElEQVR4nO3BAQ0AAADCoPdPbQ43oAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACAVwPD4QABIG4i7wAAAABJRU5ErkJggg==)
This process can be repeated for additional panels and ensures consistency in size of panels so layouts are neat.
For the remaining 2 panels, let’s choose different colors.
panel2 <- canvas +
theme_void() +
theme(panel.background = element_rect(fill = '#9ECAE1', colour = '#9ECAE1'))
panel3 <- canvas +
theme_void() +
theme(panel.background = element_rect(fill = '#3182BD', colour = '#3182BD'))
Layouts
Arranging your panels into a coherent visual abstract is accomplished by grid.arrange()
.
Using this function, you can specify any configuration you desire for your individual panels. Since we have 3 panels to work with, I can arrange them in columns like so:
grid.arrange(panel1,panel2,panel3, ncol=3)
![](data:image/png;base64,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)
The shiny app included in the package is restricted to a column-based layout. If you wish for an alternate layout, you can specify it (or combinations) using grid.arrange()
. For example, for a row based layout:
grid.arrange(panel1,panel2,panel3, nrow=3)
![](data:image/png;base64,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)
Content
Now that we have some panels and a layout in mind, let’s start adding content to individual panels.
Text
Text can be added to a panel using the annotate()
function.
We can position the text using the x and y coordinates of our canvas. We can also change text attributes like size, fontface and color.
panel1 <- canvas +
theme_void() +
theme(panel.background = element_rect(fill = '#DEEBF7', colour = '#DEEBF7')) +
annotate("text", x=5.5, y=9, label = "Finding 1", size=15, fontface=2) +
annotate("text", x=5.5, y=2.5, label = "Statistics 1", size=12, fontface=2) +
annotate("text", x=5.5, y=1.5, label = "Units 1", size=12, fontface=2)
panel1
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABUAAAAMACAMAAADSUD1fAAAAWlBMVEUAAAAAADgAAGMANTgANYsAXrAyAAAyNQAyNTgyXrAyhIsyhNRZAABZXjhZqLBZqPd9NQB9ybB9ydR9yfeeXgCe67Ce6/e/hDi/6/feqGPeyYve67De69Te6/ey9jVjAAAACXBIWXMAAB2HAAAdhwGP5fFlAAAfhUlEQVR4nO3d7ZrbOGKmYXs2zm7iTmp225uOp9vnf5oZl+0qAgRI6BUlFVj3/W9GEglVX3oMfn/4BkDkw6MHADArAQUICShASEABQgIKEBJQgJCAAoQEFCAkoAAhAQUICShASEABQgIKEBJQgJCAAoQEFCAkoAAhAQUICShASEABQgIKEBJQgJCAAoQEFCAkoAAhAQUICShASEABQgIKEBJQgJCAAoQEFCAkoAAhAQUICShASEABQgIKEBJQgJCAAoQEFCAkoAAhAQUICShASEABQgIKEBJQgJCAAoQEFCAkoAAhAQUICShASEABQgIKEBJQgJCAAoQEFCAkoAAhAQUICShASEABQgIKEBJQgJCAAoQEFCAkoAAhAQUICShASEABQgIKEBJQgJCAAoQEdBZ/fMh8KpbypXzxb//1oG/z3Z+/bY30bY31Rv7xr4sv+PnRo+FyAjoLAT1hQIuvKKATEtBZCOj5Alr+BQR0QgI6CwE9X0DL/6YCOiEBnYWAni6g1R9AQCckoLMQ0NMFtPqCAjohAZ2FgJ4toF+r/1ICOiEBnYWAniyg9dcX0BkJ6CwE9FwB/evv9X8pAZ2QgM5CQM8V0OrbCeicBHQWAnqqgK77KaAzEtBZCOiZAtrop4DOSEBnIaDnCeh6/6eATkpAZyGgpwlocQsRAZ2agM6iDuj8PdkL6FnV538K6MQEdBYCehKt3Z8COisBnYWAnkJn811AJyWgsxDQM+hOPwV0TgI6CwGd3/aBQAGdkIDOQkBn1zt4JKATE9BZCOjctjbeBXRaAjqLxwd0Ebynyz75tRmJWwb06LEeOB4BPRMBncUxAd05Ob1/j/TV7rt/+e+xNa7S8fLBK0+kv8FYV1cIvX6wWtulsRfQkxLQWTwyoO1LD0dG0Dxr5+cHbxPQfKzNyP36oIDSIqCzeGBAuweP92Z23Wx8ar16SEDjsbbD+zKs4wP68f9W/5+ATkhAZ/GwgG5Nnj7+fsmQqxXfIKD5WDcOkT+v+PCAfvy9/v8EdEICOotHBXT75JutKm0fd366QUDzsW6eofn9g0cH9J/fRkBPQEBn8aCA7t0Eqlul7ibxL0+HBzQe6+45RqvaXxvQ1gxcQCckoLN4TED3b6LX2be4288PH/7z4IDGY90/R3O1vX1lQJ8HIqAnIKCzeEhAR25C2v7d7583vnJlQPOxDnzyb///yIB+bn0BAZ2RgM7iEQH9P/tl6Qwkuf3zdQHNx7p3ieWz/1Wej3VNQH/tSRDQExDQWTwioGMaP/yNm7b1XRfQeKzRcq4I6KfG/9cbG2+dgM7i7QZ0vWdxYAdowz0C2tgLGuxsuCKgiwNZAnoCAjqLYKO4cRV4GqWfv/tmGdcHt9sbxU87X+SogB4w1l9v68Y1DejWvQAEdEICOotHBnSRi1aW6vW03rNcU2cD/5iAPmase34M9lPj/3sloBMS0Fk8LqDVm9azsromjUldFYfmzO6IgD5qrHu+D7b+jICegIDO4mEBXe02XBWlekdjUrdqQ+vbHBDQi8fayOPqr9Yq6OUBXf/HENATENBZPCqg64NVq63aKkrrrd5GGhpVuj6gl491vZBsrAkBPQEBncWDAtq6/LEOSrWUodtxNvJ3dUCDsa624FtjbUypBZRnAjqLBwW0VYq6OuVSVrlpX4K+3vl4dUAvH+uqr+lYEwJ6AgI6i8cEtBmU+l3lm1bLaMdmPa27NqCPHGtCQE9AQGfxmIA2b79R96SMUr3bsXcPpNUXujagB4y19wCl1RRUQHkmoLN4TECbP+rtKNUD7d0CaRWvawN6wFh7l3cNzlQvI6AnIKCzeExA2zOyailllOrdir0urLaLrw3oAWPtdnH4jRcQ0BMQ0Fk8JKCdze+tKK262H2s8F6UHjDWbsPqv76A8kxAZ/GWAvrHxru2t5m3vtFtAnrMWOudoALKMwGdxUMC2tknuBWlwUV824/S/cfaD2i9w1ZAeSags3jI7eyCKNWp6T9OeC9K9x9r/2+69/ymhICegIDO4iEB7dTvmIAe+1C524613tgXUJ4J6CwEVEB5cwR0Fm8poNXeyzcd0GPGKqA0CegsHhLQTifuE6WZxpoQ0BMQ0FkI6Fsea0JAT0BAZ3G+gB68CS+g3J+AzkJAbz/W/t9UQGkS0FnMGtD83MqZxpoQ0BMQ0FnMEtDxK5EOPpH+gLG6EokLCegsZg1oHqXbj3X8xieuhadJQGcxS0CPi9IDxupuTFxGQGcxS0CH7wd69O3sjhir+4FyGQGdxTQBHZ2sHX1D5SPG6o70XEZAZzFNQHeeg/ni6Ed6JGMdfSbS7vObEgJ6AgI6i2kCeliU7jBWT+XkOgI6i2kCurtp3l7VQwLqufBcR0BnMU1AVyNtR2l9h/1HBHSVxtaFU+vWCyg/COgs5gnoahu+FaXVmx4T0HUb1xlbb8ALKD8J6CzmCejIHsORKN1jrKtt+PUu29ZQBZQfBHQW8wS0sXVet2EoSncZa2MmXA62sf3eX9lFBPQEBHQWEwW00ZwyDs1+PiagjSloscuh8zBUAeWZgM5iooC2qrNc0/qgdnNl9xlrYwr68q526DdWdhEBPQEBncVMAW1v9j61v0h3ZfcZa2sKuk9AeSags5gpoL055mVRutNY27W/cKwJAT0BAZ3FVAGNpnUPCmhUewHlmYDOYq6ADk3rPv7vzZXda6z9nQqv/t0d6WkR0FnMFdD2sZnqY/+vPEbzsIDuz5c/eaQHTQI6i8kCOrBh/PTXWwlo/2j7r0ULKE0COovZArpb0Ke6W48L6M4c9JOHytEhoLOYLqA7W/FPq4nfIwO6tR/0c2NlR8ROQE9AQGcxX0C3jiQ9f+QtBbSb+x+rFVCaBHQWEwa0P6/7sdw3FdDOYJ/aKxNQngnoLKYMaPvwzK9rzd9YQBu7bV/uzCSgNAnoLOYM6HqVi2W+uYAWSy3WJ6A0CSi39xKxvXy9WXXsug+7530RUNgnoDQJKOyrjtFPO5PmYAIK+wSUJgHlPfs6WMPqUFR2BI/zEVDes6+D88rqHIjWc0Z5jwSU92x9wX7zbKj6dNYjLoXnDASU92x9AWdz67zurIPw/CCgvGeNK+AbcaxPYnIMiZ8ElPescb+T9f7N1ZvsAuUnAeVda9wItN6IX99kxEWX/CSgvGvt2z6/bsa3btHkJCZ+EVDeteShxo7B84uA8r4NPJKz4hASLwSU923vgXJr9oDyQkB55wYewFxwCJ5XAsp7d9lGvCNILAgo794lBbUDlCUBhfGCmn9SEFAY3g/qBCZKAgrfxiahpp/UBBSeta9JeuXoO2sCCr/0G2rySZOAQmG1P9TNP+kSUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAAUICChASUICQgAKEBBQgJKAAIQEFCAkoQEhAz+DP3z4sPD16OPBeCOjsvn5o+fToYb34YzGqv/3XOdZ0tdf/aB9/f/RYuIaATu2vvzfz+ZYmogLa8EVAT0JAJ7aVz7Hf5j/+7eAhrRd4q6zdb03H+8e/CuhJCOi82hvvS//y35sL+PO3gzf1Wwu8Tdbut6YbWP7DJ6BzE9BpLXvRs9WR55/xkQFtL/AWWbvfmm5iOVABnZuAzurLhxH93+ePX/GBAe0s8AZZu9+abmKxAS+gsxPQSY3MPzdK8mvz/7CAdhd4eNbut6bbKM85E9C5CeicilnMptZ+0NdPHxTQjQUenLX7relGyn4K6OQEdEo7x98Ln+sPL3/ChwR0c4GHZu1+a7qVqp8COjkBndLoBnyrJUV8jwjo9gKPzNr91nQrqy0HAZ2bgM5oPQH93H+pnoIK6OOs/+ET0LkJ6IyqM0CrlNSznComdw7oke63ppuoN98FdH4COqMv2z/Behb61H9VQO+nud9FQOcmoBMqOtL6BVYF/dR/UUDvpXPehIDOTUAnVPwWmx0pf63lNryAPkBr611AT0BAJ1TksX3TpY2NfAG9u427Fgjo3AR0QsXvsR3Q8idbvEdA72zzpF0BnZuATqio4+o8+Wcb96gfr1C5I6C9oosW2FMcXtlYwjEB/XLZMkYH1yWgJyagEyoC2r5lXfmj/dW+jfPv64lse6dd3Y+BBe6dndlcxPpLHbCm1Z/uh+4/DOOD21YH9ON/LP+HgE5NQCdUzgwvmBQNB7R/qX1Zj6uz1r2nVP3WQwLaWUjvLzg8uG1VQD/+7nZ25yGgE6pmh+MzosGAbl9p/3TZAreytnlL6DJrBwR0Y22tHckXDG5b+ef8ZzEF9DwEdEKrwI0mdCyg3VNu1vG4Lms7tzQtvtX1Ad1c2zqIlwxuW/Gf6/vABPQ8BHRGjZps7cnb+lxdof1+Ltd1VdZ2bwm9jNS1Ad27f1UdxIsGt2256udPCeh5COiM2rso93/SIwEduVPe0wUL7GZt4I5Sh811B77V8B6D9gc2LNb9ebVwAZ2bgE6pOz/ajuhIQEfulPeyliuyNnRL6IPmukP/Kizn8BcObtvLyn8NSkDPQ0CntPkD7/+wByo0lI6XX/0VWRt6ptPrB266t/XZMmUXDm7br4C+/HcR0PMQ0Dnt/MI7v+2BCo09q+6CE0s7WRt8JkkzOpet6dvIA6C/+xQPbtuPgHZ2Rwjo3AR0TvtHelob8/sVqtLxqbO6T8ML7GWt/OTLYOtt7ZdPXBPQ1Qb8p/YyO7sx9ge37fvHumcUCOjcBHRSI5Ok9mXym9dDdq9bLBNa9CC5T3zxmXKc5Rz4gqtQRw9Xfe698muJ2eC6/vp7NVUV0PMQ0FkNbWa2fuFbFdp4rShof4I3mLWtp8P1Lz7PAro6kX3ha+ulbHDjBPQ8BHRa+1vxH5ob8lsVWlZ562LKqwO6XNFqV+LrNK/6ByAL6Madqaogfr5mcOME9DwEdF5DzzbeeeDHeg718uuu0/G1t9RrA7qK/PcXm/sXs4AWm931p4p/hn6OJBvcOAE9DwGd2chm/OoXOnJPuH9mZRWJ5coODeh4RKKAFolcr+rL+iPZ4MYJ6HkI6NwGElr/RNObai5DdHVA6/0PYx2JArrzAJSv61lmNrhxAnoeAjq7/Q35gx5rfNOANsa5911HA9rayzn+TccHN05Az0NAT+CC2yd9iwNadOjqgHZP2N88MnP1mgZzFQ1unICeh4CexNYl7Fc/VG5V6OsDunVxULdTV59xOjiPjAY3TkDPQ0BPpHsZ5gUnU44t9PqA7sya25va9wpoNLhxAnoeAnou7Z/+Bb3rvTFe4NjZmTuruGJNrfOUdiWDGyeg5yGg57Nzu+WhgO4cmjogoPu3Lbn0FNYDA5oMbpyAnoeAntHmMz8GAnpZPsKADlwHUPfu6jNOhwMaDG6cgJ6HgJ5TdX5o99LwVkAH7mh3REBHInXRGVhHBjQY3DgBPQ8BPamyoMuf6U5Ahy6xPySgI3e/30jubQN6+eCyJQvo3AR0Ul/3fn7l739x8s12hcbuJXxQQAdmu1ffjSnbBxoMbpyAnoeATqf4WffPSixnkqMBHZp/HhjQ/QPe3QfWJwG9dM54yeDGCeh5COh0Bu9IWe7EGwxof8/fp2Mv5SxsznqXC7zXeaDR4MYJ6HkI6HSKWVG/CFFAWzOu1mM9jg3od93N5fHjXwMBDXM1NLhxAnoeAjqdckrU3YhMNuHrCWixy7B7s+VDAvpdu1PDu29Hrrpv/Lm+jF1atDu4cQJ6HgI6nY2nEy11b2q5UaGyzaN3qz8soOtvVzXq+rsxbZ11sJ/RzcGNE9DzEND5lHOh3s++eNfgdvDXrQXfJqBfGv8ElCcQLMZx/f1A1yMoXq6+80WDGyeg5yGg8yl3VHZ+geVksnslUhmIzdh97b24scCNZb7M5hpfoHcLz2hN3X0ZjXU91Z+5YHDjBPQ8BHQ+1YZk8ydYvad7LXxZoeWsdRXQ7otB1jYfU9SfFWapLla2eff5H58KBzdOQM9DQCdUXyOz3hFXnXvTP2jeD2j9y24+AHhvgd86Wdt8UGY1/N4+0OGAlitbbaUvfLpmcOME9DwEdEKrUxO3LhlftWbjxMiNudfGfoPtMy2bWSsnyKuI9EIerGn95ygK2vpnIRzcOAE9DwGdUeOUmk9bLxbzpO4JovXUdpHdOsn9gK7mZO2sVYMsp4Xdbe5kTd9WZ7cultj+wtngxgnoeQjojAYvuOz8zMs+PD0v78fvuD6P/meV17fVKH/2/QV+62VtNYl+GWP9yucr1/StPyPv7QoJBzdMQM9DQKe0d412of6NNk8Jf47H2J1EXt6+v8BvFz9Urraxj2FwTcN/rtd/Z7LBDRPQ8xDQOY3+xL+rp0nN+7Q9XbbYz4MLTJ+J1Bl8sqbR77VIWTa4YQJ6HgI6p4H7/f4ydse6Hy0Yntl+GlxgP2tjs92Nq6GG1zT45/q8t569wQ0T0PMQ0EkNF3R9nKM5v/oZg62p2r8vPlcsdWuBw4d2hgafran3weZS8sENE9DzENBpjW1ut2ZJrQ3hn+/bCM3Tco3l735jgVftmVzvY8zW9G3/H5z675QMbpSAnoeAzmtkltQ80btVyV/Tqe7G61P5w/88usCNrO1tKDemeOGavtv8B2e9NzMY3CgBPQ8BndjuZnzvR95Ib+cc9+LlZVPKRW8scDNrF0btijW1P/pTu2KXD26QgJ6HgE5tM6Ebc6T19GrxQ26E4/NqbdUPv7/A7az1v0Bv9OmaOt/s9dtd8te9Yvr5TUDPREBn19lrubeHrm5J93Yjy9eWH6p3GvYWuJu1zVOTLhn6yJ1H17PQ7YJdPLgRAnoeAnoKY7cILb1msjWf+nLZwvYXuKl5T7mbrKn852Hoy104ON4TAQUICShASEABQgIKEBJQgJCAAoQEFCAkoAAhAQUICShASEABQgIKEBJQFoqbFfVv1FG8LX0yUGnkVkr39/pF3TWJFgFlQUBLr3e5ElBaBJSFNx7Qf/zbIesatrh5s4DSIqAsvOmA/vnbQesatXEHfngmoCy84YA+1+y+AXXnePYIKAtvN6B/HLiuQcXTlwSUFgFl4a0G9Ouh6xpTPmxKQGkRUBbeZkBfp4J3DGj1sD4BpUVAWXiLAV2W7H4BrR92KqC0CCgLbzCgxTOW7xbQ1dPnBZQWAWVBQNejEVD6BJSFxwW06wEBrTffBZQeAWVBQL+1pp8CSoeAsiCg672fAkqfgLLw7gPa2noXULoElIV3HtDiewko+wSUhXcd0GJNAsoIAWXhZgF9ubHm50uHNBzQPy4e1NaaBJQRAsrC9QH9o9GcLx8+9D+w/tzLeaDNw+E/PPU/PTD+tjqgH/9DQNkhoCzcIKCteV1jGnpNQL/03nXZre2rkX783e3s2COgLBwf0PZxmXXZ8oBuHPm5bFO+DOg/Ry+g7BFQFg4PaK+Bqx7FAe1OP/e+xEoR0O9jEFD2CCgLRwe0X7d6DpoGdKeflxR0GdDnTwkoewSUhYMDulW3auM6DOjGWzor6lsE9PNq4QJKi4CycGxAl0exV6oiZQHtXHdZGj1z6iWgrfULKC0CysKhAd3R/9x4QHc34JeL2/MroC/BFVD2CCgL9wxo2bUooEMT0OEp6I+ALr6OgLJHQFm4SUB/tqd+pUxSFNDyDS/jrU89HZyCfv9Y8Z0FlD0CysINArqoV7XB/bn3udE70hcvldcmlauqrlvq+Ovv1VRVQNkjoCwcH9Di1S/9l5KAbj1u7uor478JKPsElIXDA9ov3gEBXe4CXe3nfI312PyzQUDZI6AsHB3QrdPl+/sbk4CuBvv9xcuuhV8RUPYIKAtHB7SeF/aXf21Ab1E4AWWPgLJwcEBXM8BiG/7qgNbP3zg6cgLKHgFl4eCArpZQJK/o5BEBbTb7CgLKHgFl4eCAro5+r2541PzcaEC7FyLFh41KAsoeAWXh4ICuDo0fHNCtW4EeEFEBZY+AsnBwQFcROzig3YcQ/3Dx85cqAsoeAWVhMKAb2+nbAS02uq8P6Pbd6K/OnoCyR0BZmC2g+7djuiZ8AsoeAWXh2IA2onN0QDcfRbz3NfYIKHsElIXi1PQZAjpS0PjMJgFlj4CyUAS0H56NQ+33DujIHUjTggooewSUhcGAFnseHx3QgR2h7sbEjQgoC/0rhQpvLKD7R+Ozk0IFlD0CykIR0G4zyv2OZZweE9BvO4/3yKagAsoeAWVhK41j73pYQOulF7K9oALKHgFlqUhQL1db89SHBnT1DV5E2/ACyh4BZWn7bnQ/fd1408MD+t36Ek8B5SYElKXyaEz7YvJyC746W/QhAf3SOGd1+87OQwSUPQLKUnkopl2NMrJV024b0LqTL1PNxqq27ws1QkDZI6AsVRu/rWxUh7svexTwkQHd2V9bjFNAuQkBpVAdg1l3o+pn/YY7BrScCa/2chYDtQ+UmxBQCqtT0qut5vogd71RfduAFq+Us+XVyr5svThEQNkjoBRaN+d42f5tnKxeT+1uG9BydVXMy8304sXsjkwCyh4BpbR3VWRpVabDA1pl8ntB//ztx5JXPX8ZTf1Kdm96AWWPgFLZvTVH3bPCrQNarHd0qOHtmASUPQJKZedBQ4X1se/jA9q8Xd3TRUMNH44koOwRUGqbt+UoNHYtHh/Q5nA+XzLU8G52AsouAWVldDdoa8v4+IA2p5m/mjgy1PiZHgLKHgFlbWxi19yzeHxAm9vwL5PK/YLGT/QQUHYJKA0DTxrqbBjfIKCtKejrrHIv9vkz5QSUXQJKU/rE9RsEtDWW5Vs2j8WHx49GvgsIKD1bD2vr5+QWAW3MMotF9+fLV0w/978LCCh9vbOEto5q3ySg61lmPbHcONcpJ6DsEVC2VWm6ZpP4Kq/TzN60shjptfGEEQIKEBJQgJCAAoQEFCAkoAAhAQUICShASEABQgIKEBJQgJCAAoQEFCAkoAAhAQUICShASEABQgIKEBJQgJCAAoQEFCAkoAAhAQUICShASEABQgIKEBJQgJCAAoQEFCAkoAAhAQUICShASEABQgIKEBJQgJCAAoQEFCAkoAAhAQUICShA6H8AaFzrvX0PmbcAAAAASUVORK5CYII=)
Icons
Icons can be added to the panel using the geom_text()
function.
Icons are provided by Font Awesome, which are free to use and redistribute. You can view the complete library of icons here.
Let’s use the user-md icon as a demonstration.
panel1 <- canvas +
theme_void() +
theme(panel.background = element_rect(fill = '#DEEBF7', colour = '#DEEBF7')) +
geom_text(family='fontawesome-webfont', label=fontawesome('fa-user-md'),
x=5.5, y=5.5, size=75)
Note: If you are using RStudio on Windows, you may have to call a new X11 Window before viewing or the icon might not appear.
panel1 <- canvas +
theme_void() +
theme(panel.background = element_rect(fill = '#DEEBF7', colour = '#DEEBF7')) +
geom_text(family='fontawesome-webfont', label=fontawesome('fa-user-md'),
x=5.5, y=5.5, size=75)
X11()
#panel1
Troubleshooting Positioning
If you want to get an idea of how to set your coordinates, you can simply run a panel without theme_void(). This will render the panel with grid lines.
panel1 <- canvas +
theme(panel.background = element_rect(fill = '#DEEBF7', colour = '#DEEBF7')) +
annotate("text", x=5.5, y=9, label = "Finding 1", size=15, fontface=2) +
annotate("text", x=5.5, y=2.5, label = "Statistics 1", size=12, fontface=2) +
annotate("text", x=5.5, y=1.5, label = "Units 1", size=12, fontface=2)
panel1
![](data:image/png;base64,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)
You can now clearly see the coordinates specified for the text. This is a useful way for troubleshooting positioning, especially if you change font sizes or want a customized layout. This technique also works for checking the positioning of icons.
Putting It All Together
At this point, you have everything you need to create a visual abstract for your study.
Let’s put things together to see how they work. The code below is a completely self-contained example - feel free to use it as a template.
#Canvas
canvas <- ggplot(data=data.frame(x=1:10, y=1:10), aes(x=x, y=y)) +
scale_y_continuous(limits=c(1,10), breaks=seq(1,10,0.5)) +
scale_x_continuous(limits=c(1,10), breaks=seq(1,10,0.5)) +
theme_linedraw()
#Create individual panels
panel1 <- canvas +
theme_void() +
theme(panel.background = element_rect(fill = '#DEEBF7', colour = '#DEEBF7')) +
geom_text(family='fontawesome-webfont', label=fontawesome('fa-user-md'),
x=5.5, y=5.5, size=75) +
annotate("text", x=5.5, y=9, label = "Finding 1", size=13, fontface=2) +
annotate("text", x=5.5, y=2.5, label = "Statistics 1", size=10, fontface=2) +
annotate("text", x=5.5, y=1.5, label = "Units 1", size=10, fontface=2)
panel2 <- canvas +
theme_void() +
theme(panel.background = element_rect(fill = '#9ECAE1', colour = '#9ECAE1')) +
geom_text(family='fontawesome-webfont', label=fontawesome('fa-ambulance'),
x=5.5, y=5.5, size=75) +
annotate("text", x=5.5, y=9, label = "Finding 2", size=13, fontface=2) +
annotate("text", x=5.5, y=2.5, label = "Statistics 2", size=10, fontface=2) +
annotate("text", x=5.5, y=1.5, label = "Units 2", size=10, fontface=2)
panel3 <- canvas +
theme_void() +
theme(panel.background = element_rect(fill = '#3182BD', colour = '#3182BD')) +
geom_text(family='fontawesome-webfont', label=fontawesome('fa-wheelchair'),
x=5.5, y=5.5, size=75) +
annotate("text", x=5.5, y=9, label = "Finding 3", size=13, fontface=2) +
annotate("text", x=5.5, y=2.5, label = "Statistics 3", size=10, fontface=2) +
annotate("text", x=5.5, y=1.5, label = "Units 3", size=10, fontface=2)
#Arrange individual panels
#grid.arrange(panel1, panel2, panel3, ncol=3)
If you wish to include headers and footers for your visual abstract, you can create them like you did using the canvas and include them in the layout.