PolarPloting by useing Mathematica

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  • Thread starter Psi-String
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In summary, "PolarPlotting" is a function in Mathematica that allows users to create polar plots, which are graphical representations of functions in polar coordinates. This function is used to visualize and analyze data that is best represented in polar form, such as circular patterns or periodic functions. To create a polar plot in Mathematica, users can use the "PolarPlot" function and customize it by adjusting parameters such as plot range, style, and labeling options. Multiple functions can be added to a polar plot by using the "Show" function or the "ParametricPlot" function. Labels and legends can also be added using the "PlotLabel" and "PlotLegends" options, or the "Epilog" option for custom
  • #1
Psi-String
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If I want to polarplot a function, say, r=cos(t) , what instructions should I type?

I tried this before:

PolarPlot [ Cos[t] , {t, 0, 2 Pi} ]

but it just brought out the same thing!

PolarPlot [ Cos[t] , {t, 0, 2 Pi} ] ,not the graph!

Where did I went wrong?? :confused:
 
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  • #2
Don't put a space after PolarPlot (or anywhere else).

Your command line should read: PolarPlot[Cos[t],{t, 0, 2 Pi}]

Ref: http://documents.wolfram.com/mathematica/Add-onsLinks/StandardPackages/Graphics/Graphics.html
 
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  • #3


It looks like you have the correct syntax for polarplotting in Mathematica. However, it is possible that you have not loaded the necessary packages or have not defined the function properly. Here are some steps you can follow to successfully polarplot a function:

1. Make sure you have loaded the "Graphics" and "PolarPlot" packages. You can do this by typing "Needs["Graphics`PolarPlot`"]" in your notebook or by going to the "Packages" menu and selecting "Load Package" and then choosing "Graphics`PolarPlot`".

2. Define your function using the "Set" function. For example, you can type "r = Cos[t]" to define the function r as Cos[t].

3. Use the "PolarPlot" function to plot your function. Make sure to specify the range of values for t. For example, you can type "PolarPlot[r, {t, 0, 2 Pi}]" to plot the function r from 0 to 2 Pi.

If you continue to have trouble, you can try consulting the Mathematica documentation or seeking help from online forums or tutorials. Good luck!
 

1. What is "PolarPlotting" and how is it used in Mathematica?

"PolarPlotting" is a function in Mathematica that allows users to create polar plots, which are graphical representations of functions in polar coordinates. This function is used to visualize and analyze data that is best represented in polar form, such as circular patterns or periodic functions.

2. How do I create a polar plot using Mathematica?

To create a polar plot in Mathematica, you can use the "PolarPlot" function and specify the desired function or expression to be plotted. You can also customize the plot by adjusting parameters such as the plot range, plot style, and labeling options.

3. Can I add multiple functions to a polar plot in Mathematica?

Yes, you can add multiple functions to a polar plot by using the "Show" function to combine different plots. You can also use the "ParametricPlot" function to plot multiple curves in polar coordinates.

4. How can I add labels and legends to a polar plot in Mathematica?

To add labels and legends to a polar plot, you can use the "PlotLabel" and "PlotLegends" options in the "PolarPlot" function. You can also use the "Epilog" option to add custom text or graphics to the plot.

5. Is it possible to export a polar plot from Mathematica?

Yes, you can export a polar plot from Mathematica in various formats, such as PDF, PNG, or SVG. You can use the "Export" function and specify the desired file format to save the plot to your computer.

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