POV HC ln

 

POV HC cos 
POV HC cube 
POV HC exp 
POV HC ln 
POV HC sin 
POV HC sinh 
POV HC sqr 
POV HC tan 
POV HC tanh 

 

 

Hypercomplex ln

Here we start exploring Povray's julia fractal:

algebra type: hypercomplex

function type: ln

Time for some logarythmic origami!

At a certain point part of the fractal becomes transparent.

 

 

params <2.60, -0.015, 0, 0>

 

With P1 > 2.6 ==> unstructured cloud

HC_ln_3_1_0

 

params <2.55, -0.015, 0, 0>

params <2.50, -0.015, 0, 0>

params <2.45, -0.015, 0, 0>

HC_ln_3_1_1

HC_ln_3_1_2

HC_ln_3_1_3

params <2.35, -0.015, 0, 0>

params <2.30, -0.015, 0, 0>

params <2.25, -0.015, 0, 0>

HC_ln_3_1_4

HC_ln_3_1_5

HC_ln_3_1_6

params <2.10, -0.015, 0, 0>

params <1.90, -0.015, 0, 0>

params <1.70, -0.015, 0, 0>

HC_ln_3_1_7

HC_ln_3_1_8

HC_ln_3_1_9

 

params <1.50, -0.015, 0, 0>

 

 

HC_ln_3_1_10

 

 

params <-2.60, -0.015, 0, 0>

params <-3.35, -0.015, 0, 0>

params <-3.75, -0.015, 0, 0>

HC_ln_3_2_0

HC_ln_3_2_4

HC_ln_3_2_6

params <-4.05, -0.015, 0, 0>

 

params <-4.25, -0.015, 0, 0>

HC_ln_3_2_8

 

HC_ln_3_2_10

 

params <1.666, -0.129, 0, 0>

params <1.666, -0.229, 0, 0>

params <1.666, -0.329, 0, 0>

HC_ln_3_2a

HC_ln_3_2b

HC_ln_3_2c

params <1.666, -0.429, 0, 0>

params <1.666, -0.529, 0, 0>

params <1.666, -0.629, 0, 0>

HC_ln_3_2d

HC_ln_3_2e

HC_ln_3_2f

params <1.666, -0.729, 0, 0>

params <1.666, -0.829, 0, 0>

params <1.666, -0.929, 0, 0>

HC_ln_3_2g

HC_ln_3_2h

HC_ln_3_2i

params <1.666, -1.029, 0, 0>

params <1.666, -1.129, 0, 0>

params <1.666, -1.229, 0, 0>

HC_ln_3_2j

HC_ln_3_2k

HC_ln_3_2l

params <1.666, -1.329, 0, 0>

params <1.666, -1.429, 0, 0>

params <1.666, -1.529, 0, 0>

HC_ln_3_2m

HC_ln_3_2n

HC_ln_3_2o

params <1.666, -1.666, 0, 0>

params <1.666, -1.766, 0, 0>

params <1.666, -1.866, 0, 0>

HC_ln_3_2p

HC_ln_3_2q

HC_ln_3_2r

params <1.666, -1.876, 0, 0>

 

params <1.666, -1.88, 0, 0>

HC_ln_3_2s

P2 > -1.88 ==> unstructured cloud

HC_ln_3_2t

 

 


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