Questions on applying common nonlinear scalings to functions or data--useful for making sense of data which varies over a large range.
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Questions tagged [logarithmic-scale]
272 questions
2
votes
1 answer
BarChart with ScalingFunctions -> "Log", Fixed axis
I want to make an animated BarChart. In this I want to plot
different tables which range from $10^{-60}$ to $1$.
For example:
{0.1,0.2,10^-3,10^-16,0.01,10^-20}
and the next data set goes to:
{0.11,0.19,10^-2,10^-12,0.0001,10^-10}
However, I…
thanksforhelping
- 21
- 2
1
vote
0 answers
How to determine if a number is an integer power?
How can I do simple tests like determining if an integer is a power of 2? Mathematically, the result below should be True, and I understand why it doesn't work on MMa, but how do I do this test properly so I'll get a correct…
Jerry Guern
- 4,602
- 18
- 47
1
vote
1 answer
How to make the $ y $-axis of a spectrogram logarithmic?
Is there a way to make the $ y $-axis for a spectrogram logarithmic? I couldn't find an option for it and was doing it explicitly.
Consider for e.g. the spectrogram of this audio:
which after log adjustment would look like
lineage
- 1,144
- 4
- 10
1
vote
1 answer
LogLinearPlot problem with plotrange
i have this equation
y= (5.41*10^-15 E^(-148/T))/T^(3/2) + (
2.00122*10^-10 E^(-((
53.124 (1 + (59.357 T - 1.0404 T^2 + 0.0091653 T^3)/(
1000 + 201.65 T + 2.7621 T^2 + 0.00098305 T^3))^(1/3))/T^(
1/3))))/(
T^(2/3) (1 + (59.357 T - 1.0404…
user68857
- 147
- 9
1
vote
1 answer
log log contourplot
I want to plot my function on the log-log scale. Why this code doesn't work for me? I write the following one, but nothing happens.
ContourPlot[
Sin[3 x]+Cos[3 y]==1/2,
{x,.01 Pi,3 Pi},
{y,.01 Pi,3 Pi},
ScalingFunctions->{"Log","Log"}]
Mehrdad
- 111
- 6
0
votes
1 answer
LogLogPlot doesn't give log-log scale in both axises
I have a function called $sol[x]$. I want to plot it in LogLog SCALE. I write:
LogLogPlot[sol[x], {x, 1, 500}, PlotRange -> Full]
but y-axis of the output in not in logarithmic scale. What should I do?
Wat Watson
- 31
- 5
-1
votes
3 answers
How to prove that $\log a = \log b \Rightarrow a=b$ without assuming that its true?
Why is $\log a = \log b \Rightarrow a=b$ true?
Will
- 1