mt
Class ConvergentDivergentManyJulia

Object
  common:Generic
      common:Formula
          common:ConvergentDivergentFormula
              mt:ConvergentDivergentManyJulia

Direct Known Subclasses:

MT_ManyMagnetIIJulia, MT_ManyMagnetIJulia

class 
ConvergentDivergentFormula:ConvergentDivergentManyJulia

mark Townsend, July 2008

Ultra Fractal Source

Toggle UF Source Code Display

 class ConvergentDivergentManyJulia(common.ulb:ConvergentDivergentFormula) {
 ;
 ; mark Townsend, July 2008
 ;
 public:
   func ConvergentDivergentManyJulia(Generic pparent)
     Formula.Formula(pparent)
   endfunc
   
   complex func Init(complex pz)
     ConvergentDivergentFormula.Init(pz)
     float iscale = 1 / @scale
     m_seed = round(pz * @scale) * iscale
     z = (pz - m_seed) * @scale * @jscale    
     return z
   endfunc
   
 protected:
   complex m_seed
     
 default:
   param scale
     caption = "Julia Density"
     default = 2.0
     hint = "Specifies the density of separate Julia sets; higher \
             numbers will produce more divisions."
   endparam
   param jscale
     caption = "Julia Zoom"
     default = 3.0
     hint = "Specifies the zoom level of Julia sets within each division."
   endparam
 }
 

Constructor Summary

ConvergentDivergentManyJulia()

ConvergentDivergentManyJulia(Generic pparent)

Method Summary

complex

Init(complex pz) Set up for a sequence of values

Methods inherited from class common:ConvergentDivergentFormula

GetLowerBailout, GetUpperBailout, IsBailedOut, Iterate

Methods inherited from class common:Formula

GetPrimaryExponent

Methods inherited from class common:Generic

GetParent

Methods inherited from class Object

Constructor Detail

ConvergentDivergentManyJulia

public ConvergentDivergentManyJulia(Generic pparent)

ConvergentDivergentManyJulia

public ConvergentDivergentManyJulia()

Method Detail

Init

public complex Init(complex pz)

Description copied from class: ConvergentDivergentFormula

Set up for a sequence of values

This function will be called at the beginning of each sequence of values (e.g. at the beginning of each fractal orbit).

Overrides:

Init in class ConvergentDivergentFormula

Parameters:

pz - seed value for the sequence; for a normal fractal formula, this will be #pixel

Returns:

first value in the sequence; this corresponds to #z in a fractal formula