In [1]:
%load_ext autoreload
%autoreload 2

In [18]:
import numpy as np
import pandas as pd
import matplotlib.pyplot as plt
%matplotlib inline

In [3]:
import Mandelbrot as m

In [4]:
f1 = m.Mandelbrot();
f1.setup()
f1.calc_image()

In [5]:
img = f1.image

In [7]:
plt.imshow(img)


Out[7]:
<matplotlib.image.AxesImage at 0x10eff5d90>

In [57]:
f2 = m.Mandelbrot()
f2.setup()

In [61]:
df_m = f2.extract_df()
df_m.head()


Out[61]:
Z.87030
0 (29+0j)
1 (30+0j)
2 (-0.25+0.5j)
3 (-0.1875+0.25j)
4 (-0.02734375+0.40625j)

In [98]:
fig = plt.figure(figsize=(12,8))
plt.plot(df_m.index[2:], df_m['Z.87030'].iloc[2:].apply(np.real), c='blue', marker='o')
plt.plot(df_m.index[2:], df_m['Z.87030'].iloc[2:].apply(np.imag), c='red', marker='o')
plt.plot(df_m.index[2:], df_m['Z.87030'].iloc[2:].apply(np.abs), c='green', marker='o')
plt.plot(df_m.index[2:], df_m['Z.87030'].iloc[2:].apply(np.angle), c='purple', marker='o')
plt.show()



In [109]:
f3 = m.Mandelbrot()
f3.setup()

In [ ]:
df_mfull = f3.extract_df()


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[(2.772499999999953+0.7000000000000015j), (8.446756249999723+4.081499999999944j)]
[(2.9499999999999504+0.7200000000000016j)]
[(3.1324999999999488+0.7400000000000018j)]
[(3.3199999999999465+0.7600000000000019j)]
[(3.5124999999999442+0.780000000000002j)]
[(3.687499999999999-1.000000000000007j)]
[(3.49-0.975000000000007j)]
[(3.2975000000000003-0.9500000000000068j)]
[(3.110000000000001-0.9250000000000069j)]
[(2.927500000000002-0.9000000000000068j)]
[(2.7500000000000027-0.8750000000000067j), (4.546875000000003-4.56250000000004j)]
[(2.5775000000000023-0.8500000000000065j), (3.7210062500000003-4.131750000000036j)]
[(2.410000000000003-0.8250000000000064j), (2.977475000000002-3.726500000000034j)]
[(2.247500000000004-0.8000000000000065j), (2.3112562500000067-3.346000000000034j)]
[(2.0900000000000043-0.7750000000000064j), (1.7174750000000065-2.9895000000000316j)]
[(1.9375000000000044-0.7500000000000062j), (1.1914062500000062-2.656250000000029j), (-7.636215209961078-6.0793457031251j)]
[(1.790000000000005-0.7250000000000061j), (0.7284750000000071-2.345500000000027j), (-6.920694424375118-3.1672762250000708j)]
[(1.6475000000000053-0.7000000000000061j), (0.3242562500000066-2.0565000000000255j), (-6.024050134336041-1.083665956250042j)]
[(1.5100000000000056-0.6750000000000059j), (-0.02552499999999336-1.7885000000000235j), (-5.048080724375087+0.3413029249999792j)]
[(1.3775000000000057-0.6500000000000059j), (-0.3249937499999944-1.5407500000000218j), (-4.068289624961011+1.2514682406249988j)]
[(1.2500000000000058-0.6250000000000058j), (-0.5781249999999956-1.31250000000002j), (-3.1384277343750604+1.7675781250000133j)]
[(1.1275000000000057-0.6000000000000056j), (-0.7887437499999967-1.1030000000000177j), (-2.2944922968359847+1.9899687125000225j)]
[(1.010000000000006-0.5750000000000056j), (-0.9605249999999972-0.9115000000000164j), (-1.5582239743750383+2.001037075000028j), (-3.2260874212075312-5.986127887756689j)]
[(0.8975000000000062-0.5500000000000055j), (-1.0969937499999982-0.7372500000000148j), (-0.9401422749609665+1.8675172843750316j), (-4.203753310270715-3.261463896522535j)]
[(0.7900000000000063-0.5250000000000055j), (-1.2015249999999993-0.5795000000000134j), (-0.44215792437502066+1.6425674750000332j), (-4.052524279840362-1.2025484507838649j)]
[(0.6875000000000062-0.5000000000000053j), (-1.2773437500000004-0.43750000000001177j), (-0.05979919433595016+1.3676757812500322j), (-3.366961098974661+0.08642818033691552j)]

In [115]:
df_mfull.T


Out[115]:
0
Z.80_80 NaN
Z.80_79 NaN
Z.80_78 NaN
Z.80_77 NaN
Z.80_76 NaN
Z.80_75 NaN
Z.80_74 (-1.36+6.8j)
Z.80_73 (-1.5275+6.6j)
Z.80_72 (-1.69+6.4j)
Z.80_71 (-1.8475+6.2j)
Z.80_70 (-2+6j)
Z.80_69 (-2.1475+5.8j)
Z.80_68 (-2.29+5.6j)
Z.80_67 (-2.4275+5.4j)
Z.80_66 (-2.56+5.2j)
Z.80_65 (-2.6875+5j)
Z.80_64 (-2.81+4.8j)
Z.80_63 (-2.9275+4.6j)
Z.80_62 (-3.04+4.4j)
Z.80_61 (-3.1475+4.2j)
Z.80_60 (-3.25+4j)
Z.80_59 (-3.3475+3.8j)
Z.80_58 (-3.44+3.6j)
Z.80_57 (-3.5275+3.4j)
Z.80_56 (-3.61+3.2j)
Z.80_55 (-3.6875+3j)
Z.80_54 (-3.76+2.8j)
Z.80_53 (-3.8275+2.6j)
Z.80_52 (-3.89+2.4j)
Z.80_51 (-3.9475+2.2j)
... ...
Z.0_30 (-3.8025+1.95j)
Z.0_29 (-3.75+2.145j)
Z.0_28 (-3.6925+2.34j)
Z.0_27 (-3.63+2.535j)
Z.0_26 (-3.5625+2.73j)
Z.0_25 (-3.49+2.925j)
Z.0_24 (-3.4125+3.12j)
Z.0_23 (-3.33+3.315j)
Z.0_22 (-3.2425+3.51j)
Z.0_21 (-3.15+3.705j)
Z.0_20 (-3.0525+3.9j)
Z.0_19 (-2.95+4.095j)
Z.0_18 (-2.8425+4.29j)
Z.0_17 (-2.73+4.485j)
Z.0_16 (-2.6125+4.68j)
Z.0_15 (-2.49+4.875j)
Z.0_14 (-2.3625+5.07j)
Z.0_13 (-2.23+5.265j)
Z.0_12 (-2.0925+5.46j)
Z.0_11 (-1.95+5.655j)
Z.0_10 (-1.8025+5.85j)
Z.0_9 (-1.65+6.045j)
Z.0_8 (-1.4925+6.24j)
Z.0_7 (-1.33+6.435j)
Z.0_6 (-1.1625+6.63j)
Z.0_5 (-0.99+6.825j)
Z.0_4 (-0.8125+7.02j)
Z.0_3 (-0.63+7.215j)
Z.0_2 (-0.4425+7.41j)
Z.0_1 (-0.25+7.605j)

6320 rows × 1 columns


In [ ]: