I have some measured data, experiment.dat which goes like this:
1 2
2 3
Now I want to plot them via some command line
plot "experiment.dat" using 1:2 title "experiment" with lines lw 3
Is there some way how to scale the different lines with some scaling factor like -1?
Yes, you can do any kind of calculations inside the using statement. To scale the y-value (the second column) with -1, use
plot "experiment.dat" using 1:(-1*$2)
You don't need to multiply the column by minus one, you can simply use:
p "experiment.dat" u 1:(-$2)
at least with Version 5.4 works fine.
You can also only use the initial letter of every command.
Related
I have a large dataset which I need to plot in loglog scale in Gnuplot, like this:
set log xy
plot 'A_1D_l0.25_L1024_r0.dat' u 1:($2-512)
LogLogPlot of my datapoints
Text file with the datapoints
Datapoints on the x axis are equally spaced, but because of the logscale they get very dense on the right part of the graph, and as a result the output file (I finally export it in .tex) gets very large.
In linear scale, I would simply use the option every to reduce the number of points which get plotted. Is there a similar option for loglogscale, such that the plotted points appear equally spaced?
I am aware of a similar question which was raised a few years ago, but in my opinion the solution is unsatisfactory: plotted points are not equally spaced along the x-axis. I think this is a really unsophisticated problem which deserves a clearer solution.
As I understand it, you don't want to plot the actual data points; you just want to plot a line through them. But you want to keep the appearance of points rather than a line. Is that right?
set log xy
plot 'A_1D_l0.25_L1024_r0.dat' u 1:($2-512) with lines dashtype '.' lw 2
Amended answer
If it is important to present outliers/errors in the data set then you must not use every or any other technique that simply discards or skips most of the data points. In that case I would prefer the plot with points that you show in the original question, perhaps modified to represent each point as a dot rather than a cross. I will simulate this by modifying a single point in your 500000 point data set (first figure below). But I would also suggest that the presence of outliers is even more apparent if you plot with lines (second figure below).
Showing error bounds is another alternative for noisy data, but the options depend on what you have to work with in your data set. If you want to pursue that, please ask a separate question.
If you really want to reduce the number of data to be plotted, you might consider the following script.
s = 0.1 ### sampling interval in log scale
### (try 0.05 for more detail)
c = log10(0.01) ### a parameter used in sampler(x)
### which should be initialized by
### smaller value than any x in log scale
sampler(x) = (x>0 && log10(x)>=c) ? (c=ceil(log10(x)/s+0.5)*s, x) : NaN
set log xy
set grid xtics
plot 'A_1D_l0.25_L1024_r0.dat' using (sampler($1)):($2-512) with points pt 7 lt 1 notitle , \
'A_1D_l0.25_L1024_r0.dat' using 1:($2-512) with lines lt 1 notitle
This script samples the data in increments of roughly 0.1 on x-axis in log scale. It makes use of the property that points whose x value is evaluated as NaN in using are not drawn.
I tried to plot graph using the pointinterval command and I would like the 1st point of my data to be plotted which is not the case for the hot side of my first plot. Indeed we see the purple dashed line but no point at the bottom left corner (around y+=0.35).
My code involves for loop and is displayed below:
plot for [i=1:words(FILES)] myDataFile(i) u (column(1)):(column(6)/word(UTAUS_ch,i)) w lp pointinterval 2 pt myPointtype(i) ps myPointsize(i) dt myDashtype(i) lt myLinetype(i) lw myLinewidth(i) lc rgb myLinecolor(i) title myTitle(i)
If I plot with pointinterval 1 we see that those points exist (see picture below).
How can I force the first point to be plotted with pointinterval?
Is that possible to plot half of my points every 2 points and the other part every 2 points but with an offset of 1 point?
I do not think you will be able to do what you want using the pointinterval property. It is designed so that the offset of the initial point increases by one for each plot drawn, with the intention of reducing the chance that point symbols from successive plots will overlap. This is exactly opposite to what you are trying to do.
Therefore I suggest not plotting each dataset with linespoints pi N. Instead plot each dataset twice, once with lines and once with points using a filter in the using specifier like this:
plot FOO using 1:2 with lines, '' using ((int($0)%N) ? NaN : $1) : 2 with points
The filter (int($0)%N ? NaN : $1) suppresses all points whose line number is not evenly divisible by N. This is essentially what the pointinterval property does, except that pointinterval skips out-of-range points and otherwise unplottable points rather than strictly using the line number as an index.
Edit If individual offset values are required because x-coordinates are not consistent:
array offset[N] = [1,1,2,-1, and so on]
plot for [i=1:N] \
MyDataFile(i) using 1:2 with lines, \
'' using (((int($0)+offset[i] % N) ? NaN : $1) : 2 with points
I'm looking for a way to plot histograms in 3d to produce something like this figure http://www.gnuplot.info/demo/surface1.17.png but where each series is a histogram.
I'm using the procedure given here https://stackoverflow.com/a/19596160 and http://www.gnuplotting.org/calculating-histograms/ to produce histograms, and it works perfectly in 2d.
Basically, the commands I use are
hist = 'u (binwidth*(floor(($2-binstart)/binwidth)+0.5)+binstart):(1) smooth freq w boxes
plot 'data.txt' #hist
Now I would just like to add multiple histograms in the same plot, but because they overlap in 2d, I would like to space them out in a 3d plot.
I have tried to do the following command (using above procedure)
hist = 'u (1):(binwidth*(floor(($2-binstart)/binwidth)+0.5)+binstart):(1) smooth freq w boxes
splot 'data.txt' #hist
But gnuplot complains that the z values are undefined.
I don't understand why this would not put a histogram along the value 1 on the x-axis with the bins along the y-axis, and plot the height on the z-axis.
My data is formatted simply in two columns:
Index angle
0 92.046
1 91.331
2 86.604
3 88.446
4 85.384
5 85.975
6 88.566
7 90.575
I have 10 files like this, and since the values in the files are close to each other, they will completely overlap if I plot them all in one 2d histogram. Therefore, I would like to see 10 histograms behind each other in a sort of 3d perspective.
This second answer is distinct from my first. Whereas the first addresses what the OP was trying to accomplish, this second provides an alternative approach which address the underlying problem the OP was trying to overcome.
I have posted an answer that addresses the ability to do this in 3d. However, this isn't usually the best way to do this with multiple histograms like this. A 3d graph like that will be difficult to compare.
We can address the overlap in 2D by stagnating the position of the boxes. With default settings, the boxes will spread out to touch. We can turn that off and adjust the position of the boxes to allow more than 1 histogram on a graph. Remember, that the coordinates you supply are the center of the boxes.
Suppose that I have the data you have provided and this additional data set
Index Angle
0 85.0804
1 92.2482
2 90.0384
3 99.2974
4 87.729
5 94.6049
6 86.703
7 97.9413
We can set the boxwidth to 2 units with set boxwidth 2 (your bins are 4 units wide). Additionally, we will turn on box filling with set style fill solid border lc black.
Then I can issue
plot datafile1 u (binwidth*(floor(($2-binstart)/binwidth)+0.5)+binstart):(1) smooth freq w boxes, \
datafile2 u (binwidth*(floor(($2-binstart)/binwidth)+0.5)+binstart+1):(1) smooth freq w boxes
The second plot command is identical to the first, except for the +1 after binstart. This will shift this box 1 unit to the right. This produces
Here, the two series are clear. Keeping track of which box is associated with each is easy because of the overlap, but it is not enough to mask the other series.
We can even move them next to each other, with no overlap, by subtracting 1 from the first plot command:
plot datafile1 u (binwidth*(floor(($2-binstart)/binwidth)+0.5)+binstart-1):(1) smooth freq w boxes, \
datafile2 u (binwidth*(floor(($2-binstart)/binwidth)+0.5)+binstart+1):(1) smooth freq w boxes
producing
This first answer is distinct from my second. This answer address what the OP was trying to accomplish whereas the second addresses the underlying problem the OP was trying to overcome.
Gnuplot isn't going to be able to do this on it's own, as the relevant styles (boxes and histograms) only work in 2D. You would have to do it using an external program.
For example, using your data and your 2d command (your first command), we get (using your data and the linked values of -100 and 4 for binstart and binwidth)
To draw these boxes on the 3d grid, we will need to use the line style and have four points for each: lower left, upper left, upper right, and lower right. We can use the previous command and capture to a table, but this will only gives the upper center point. We can use an external program to pre-process, however. The following python program, makehist.py, does just that.
from sys import argv
import re
from math import floor
pat = re.compile("\s+")
fname = argv[1]
binstart = float(argv[2])
binwidth = float(argv[3])
data = [tuple(map(float,pat.split(x.strip()))) for x in open(fname,"r").readlines()[1:]]
counts = {}
for x in data:
bn = binwidth*(floor((x[-1]-binstart)/binwidth)+0.5)+binstart
if not bn in counts: counts[bn] = 0
counts[bn]+=1
for x in sorted(counts.keys()):
count = counts[x]
print(x-binwidth/2,0)
print(x-binwidth/2,count)
print(x+binwidth/2,count)
print(x+binwidth/2,0)
print(max(counts.keys())+binwidth/2,0)
print(min(counts.keys())-binwidth/2,0)
Essentially, this program does the same thing as the smooth frequency option does, but instead of getting the upper center of each box, we get the four previously mentioned points along with two points to draw a line along the bottom of all the boxes.
Running the following command,
plot "< makehist.py data.txt -100 4" u 1:2 with lines
produces
which looks very similar to the original graph. We can use this in a 3d plot
splot "< makehist.py data.txt -100 4" u (1):1:2 with lines
which produces
This isn't all that pretty, but does lay the histogram out on a 3d plot. The same technique can be used to add multiple data files onto it spread out. For example, with the additional data
Index Angle
0 85.0804
1 92.2482
2 90.0384
3 99.2974
4 87.729
5 94.6049
6 86.703
7 97.9413
We can use
splot "< makehist.py data.txt -100 4" u (1):1:2 with lines, \
"< makehist.py data2.txt -100 4" u (2):1:2 with lines
to produce
I have a time series and I have reduced this serie with a transformation. For example
The original time serie:
T=(12,13,14,20,65,78,85,35)
and transformed one is:
T'=(17.22009 27.96722 111.16376 71.33732)
and now I want to have such a diagram, in its x-axis I have 8 values but for each 2 values one value from T' . I can do sme thing like this in R:
but in the second Plot I want to extend the the diagram on 8 values too
Assuming T' is called Tc in R you fix the lower one by
plot(0:length(Tc)*2, c(Tc, tail(Tc,1)), type="s")
The additional element added by tail is needed for drawing the last segment, from 6 to 8.
Update
If you just want to stretch the second plot to go between 1 and 8, you can do
plot(seq(1, 2*length(Tc), length.out=length(Tc)+1), c(Tc, tail(Tc,1)), type="s")
However, I take it that each value of the second plot corresponds to two values of the upper plot, so perhaps the best way to visualize it then would be
barplot(Tc, width=2, space=0)
lines(seq(Tb)-.5, Tb, type="b", lwd=2)
I know on gnuplot you can plot some data with circles as the plot points:
plot 'data.txt' using 1:2 ls 1 with circles
How do I then set the size of the circles? I want to plot several sets of data but with different size circles for each data set.
If you have a third column in your data, the third column specifies the size of the circles. In your case, you could have the third column have the same value for all the points in each data set. For example:
plot '-' with circles
1 1 0.2
e
will plot a circle at (1,1) with radius 0.2. Note that the radius is in the same units as the data. (The special file name '-' lets you input data directly; typing 'e' ends the input. Type help special at the gnuplot console for more info.)
You can look here for more ideas of how to use circles.
I used:
plot "file" using 1:2:($2*0+10) with circles
This will fake a the third column specifying the sizes - it is probably possible to write it simpler, but this worked for me.