hyperfun:hfw_gallery

The images below (except the isosurface) are generated using the following model:

fsin(x[2], a[1]){ d=x[1]^2+x[2]^2; fsin = sin(d)*exp(-sqrt(d)); }

The table below shows the available image types and corresponding assignement of coordinates X Assign and function F Assign. Click on an image below to get its larger size version.

The isosurface above is generated using the model:

torus(x[3], a[1]){ array center[3]; center = [0, 0, 0]; torus = hfTorusY(x,center,7,3); }

The above image types can be time-dependent with using mapping of an additional coordinate to a **Time variable.**

For example, for the model:

fsin(x[3], a[1]){ d=x[1]^2+x[2]^2; fsin = sin(d+x[3])*exp(-sqrt(d)); }

- Define a time-dependent plot y=f(x,t):

x[1] → X axis

x[2] → 0

x[3] → T1 time variable

f → Y axis - Define the Time Curve for x[3]
- Generate animation (AVI, 410K).

hyperfun/hfw_gallery.txt · Last modified: 2020/12/31 10:49 (external edit)

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