![]() ContourStyle-> g specifies that a graphics directive g should be used to draw all contour lines or surfaces.Manipulate and ContourPlot', into one graphics display. Anybody can ask a question Anybody can answer The best answers are voted up and rise to the top. First well prepare the plot of the feasible region using RegionPlot. Mathematica Stack Exchange is a question and answer site for users of Wolfram Mathematica. Every time you click, a new label will be added permanently at the mouse position. Repeat this for as many labels as you need. If you see a tooltip in a location that you like, click the mouse. ![]() One place where this consideration comes in is in a contour plot that has rather large plateaus with small variation in value that fill much of the area of the plot. ![]() The only downside is the chore of picking all the filling colors. T^2 + (A*T^2*Sin^2)/(Sin^2 + B*T^4*Sin^2) /. We can graph this in Mathematica with the RegionPlot and the ContourPlot commands. When you execute the last line, the plot appears and tooltips will be shown when you hover over the contours. The solution of Beste and Sekto is pretty good and uses regular Mathematica. This plot is complex-valued, therefore you may use Re and Im. Im plotting a funcion that depends on two variables (r and C) lets say z r2+c2. If you plug in $\pi-2/10$ for $x$ ( i.e., essentially what x -> 2.94159 means), you'll getĬonsider a slight change in your equation (rationalizing the constants and removing the =0): eq := -Sin/Sin + z + 2*Cos + First, ContourPlot doesnt show the complete solution. To get a more controlled output we might add some modifiers such as. which will draw level curves for zf (x,y) in the rectangle xmin,xmax × ymin,ymax in the xy-plane. ![]() The basic command for sketching level curves for a real-valued function of two variables in MATHEMATICA is. (Color Fig 2.42) ContourPlotModFloors 10 AbsLog CossLogCos(2/(x + I( y)), 20), (x. That particular solution is really at a discontinuity. The 'ContourPlot' command in MATHEMATICA. contour plot of the previous example, with k 10 and n 20. It appears that the solution of x -> 2.94159 that you mention in a comment in 's answer is incorrect (or maybe better said as "inappropriate").
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