Imbed matplotlib figure into iPython HTML

2019-03-02 16:34发布

问题:

I want to dynamically write and display HTML with a code cell in Jupyter Notebook. The objective is to generate the HTML to display table, div, img tags in some way I choose. I want to capture img data and place it where I want in this auto generated HTML.

So far I've figured out that I can do the following:

from IPython.core.display import HTML

HTML("<h1>Hello</h1>")

and get:

Hello

That's great. However, I want to be able to do this:

HTML("<h1>Hello</h1><hr/><img src='somestring'/>")

and get something similar to a Hello with a horizontal line and an image below it, where the image is the same one as below.

import pandas as pd
import numpy as np

np.random.seed(314)
df = pd.DataFrame(np.random.randn(1000, 2), columns=['x', 'y'])

df.plot.scatter(0, 1)

The result should look like this:

Question

What do I replace 'something' with in order to implement this? And more to the point, how do I get it via python?

I would have imagined there was an attribute on a figure object that would hold an serialized version of the image but I can't find it.

回答1:

After some digging around. Credit to Dmitry B. for pointing me in the right direction.

Solution

from IPython.core.display import HTML
import binascii
from StringIO import StringIO
import matplotlib.pyplot as plt

# open IO object
sio = StringIO()

# generate random DataFrame
np.random.seed(314)
df = pd.DataFrame(np.random.randn(1000, 2), columns=['x', 'y'])

# initialize figure and axis
fig, ax = plt.subplots(1, 1)

# plot DataFrame
ax.scatter(df.iloc[:, 0], df.iloc[:, 1]);

# print raw canvas data to IO object
fig.canvas.print_png(sio)

# convert raw binary data to base64
# I use this to embed in an img tag
img_data = binascii.b2a_base64(sio.getvalue())

# keep img tag outter html in its own variable
img_html = '<img src="data:image/png;base64,{}&#10;">'.format(img_data)

HTML("<h1>Hello</h1><hr/>"+img_html)

I end up with:



回答2:

Let say you have base64 encoded image data:

img_data = 

"iVBORw0KGgoAAAANSUhEUgAAAIAAAACACAYAAADDPmHLAAAb2ElEQVR42u1dB3wU5bY/m+xuOklIARIgdKQqeunk2kClSRNsKD9UVFR4ei8PBFTKu1f8Xd8PeCpeBCPlonRBmggiXaogYBIJJQkppPdNts68cybZzZaZrbNJNsyByexO3++c73/Kd843MpZlQaJ7l+RiXUiGRMK0ZMkSWXJysqy5NVSvXr1MPWXRokUs/lzTPtaHe5FMpGeXTZkyxQ8byb+8vNwfya+6uloWGxsLtPaVxggODjY1RkFBgcX20NBQNjc3F+Li4pji4mJWo9Ew+Jnt2bMnu337dgshMQqILwiGGAIgw15PjFcEBAQEMgwThEuAVquVI/kkEqAAE4O5dd0mRqfTsfjd4OfnZ8Dfp8ffZkDS48IEBQWxuI2hz6WlpWyHDh0YOgeRkDUKxeLFi9mmiBYeCwAy3w9XysrKylC9Xh+Fkh+NbRGODRWIDYIrP18TAmoTP2Q2g7+Fwd/E4HcGf4ce9+nwsxY/a3GfBn8nrXUkFLhdT4JB3/FcHQlHRESEHlGDwY5hMCIGCUZTEghPBYDr/QiJwfg5BnvC4926dZtHKoA6Ut31fUoAUGUFIJq1IEYRM3GtwaUCEaAE9+Wo1eo0ZG4B7lPh9hr8rRqjYNCxKAzVtB2PUdN3hUKhxc9aPJ8ERxcVFaXH9uIEAtGCIYRoTJXhsQCg7ld06dIlDH9QW2yMyTNnzlyAEGja72vwj8yCsrIyqKqqAmQUlJSUADIKampqAJkPiHQsfVYqlWxgYCCpgCrcfxOPv4pokYNMrkIkqMK2oHU1flfRGr+rcOGEA7dpSHAqKip0aCcRsjBoSxhSUlJYQoaGFAQxEECBPz4CJbwjNspzKAD/hQLg016AsU1obd0+aNtAVlYWpKamcoKBzITo6GgSHBYNR0alUumwPfJQcK7hsel4Sin27kpcyglJaMFzKvG6lUa0QEFSE0qgsalDlWEgZNi2bRvTEKjgsQDMnj1bGRYWFoHw2AUNo+ffQvJ1AXDg7gL2aE4wCC3u3LkDFy5cADIau3btCt27d+cQJDs7m/Yx2Mv1KBTliBxpuL6BKJGJjCehKMVrkMtUhp8rSCBw4dQK2g6kTvRoRBpIRXgTFUSJA2DvN+p6v+YeOCE+kBDQgsyDTp06QUJCAiCj4ejRo3Dz5k0YNmwY9OnTB3r37u2HxytROGLy8/Nj0tPTB+Nag51FhUsm9vQzKBB38FpFeK0ivHwJfi7D7ZXYmapjYmLUqIZ0iAb6OptEdESQg0QeCwMaetCyZUsYN24cIJPh2LFjFC+AAQMGcPsR4jkhad++PQlEEC0oCNG///57n8LCQhUanWm4nMbtmXg8BSAKUX2UoEooQ+GpwuvVoH2gnTx5soE8EzGFQBQVgD8wEh+4CzbEC6gB3mzOKsAZoSB1QGhANsKTTz7JIYXRnjC3K4yfc3Jy4OrVq+qioqIKVB9XEE2OI6OzccnDc8njKEG1U0nqITw8nDwTRiy1ICGAF2wE9Pth+PDh8Ouvv8KBAwdg1KhRgJAuKABt27aF+Pj4QPwciHbD8HPnzg1C6E9FAdqP6jUDr5mDh+ejEJArWonIoEEB0IuhEiQB8JIQkFoYMmQIt963bx+MHTvWQgjMBcB8G6EnqoswNCL7owD1RG8iGZdduP8WoQIKQD6ibSkaoDWoEvSeqgRJALxIxHyjHXD8+HEYMWKEIPOtt7dr145iLKF3794dcPr06R5oK1xEQfgWhYjC7RRmL27durUKkUDnCRL4SWzyLlGvf+ihh7j4QWZmJhc34FvITuDbhqpBhj29xSOPPPLXNm3azMOe3xu3J+A6Cq8dgqpCgULgts0lCUADIcHIkSPh7NmznCAICYG9BeMB8tGjR3dFe2EhdvZ+eNn26EJGoj0QiMEjf3ejrpIANJBNEBISAgMHDoQTJ064JQC0oGtJaNAa7YT52PsHIhK0RpsgDLcraDheZp6kINkATYsIzilKePnyZQqc0ViCXYMQo4acyqCwM6EGRR2NKqVz584R2Pv/hvvJMCzHMQpVZGQk5x5KAtDEhQAHzuDatWvQv39/CwGg2AGFlW/dusWFkmk7MpWgH9D3Bxxp5c6nfVeuXJGhELXEkPFk/J6LAlCMKFCDtgBJCSsJQBMlgvEHH3wQtm7dyqkDYjJa94B+PzfyiFlH0KNHD+jYsSMXS6DjjWFnI+G4C6AxSJFHGbqJT+DA00a8ToC76lwSgEbwCoi5ZBBmZGRw8E69/IknnuCMRaO+d4QkJEgXL16U47GUgSXHkUg/FCbJBvAFFEhMTIRTp07B4MGDuSggMdS6pzsyKkmIWrRoUUqpavjdH9FDRmgiCYAPeAQE4RMnTjQx3t3rkL4nyx8NRLfjAJIANJIQkCoQ41Keptx5TQDIhVm4cCHn8rhKmDcHX375peD+Dz/8ENLS0uzqWbKgaUiWhmGHDh0KZmlqEjWEANTlz7l1LulHe0S+MV3fHlFOHx1HFjZZ3agvYe7cudC3b1+J6w0hAJQgQQYPGSaUQkW9kqxcoz9rJIxkcShhXOgcDG+KDrkkjB988AGHBJ999pnEeW8LAKYzwa5du0zfiQGUYbty5Uq4ffs2t40YTulTU6dO5WCfAh6uGkWYScNF2Ohc821U2UMoQNk4RreKrk0ZO6tWrYK3335b8Jo7zmfAxbQcfvWEeZx/f+5xh66aEJ25VQI/nEnl3Rci08Ks0f0AAzy+LwDWRAEMWgiKzYl0NIY23b4uhkThvffeg/vuu493P6VnrVixwsINI8GkoVmsYeA953JmKWQbInn3USx/1sRETrDcoRt55YLXLr59Fcb2yoAHHnig+QlAYxEOo8KgQYMAB0tM6EIDM8uXL4fVq1fbt2MqSqDq2k8WKilGn2+hwlylPm1CYPf2LZZM6DAAlJFtmpcKaEpEvfW1116DpKQk0zaKwjkibXUFvP/C45wQiUX9OsXC9yvnW2yb891FyNM1TtvcM8PB1tY/JWz6EpWodFBWo5cQwF2i6Ju17UBGIg3AuENkaG7ZsoUzZCnfj2wZIcKULm4YmCqIJkyYwIVxXaGj14sh6WwejRlDQsVl+OfslyQBcJUw5dpGANxlPhEZs4cOHeKuc/DgQS7xk4/IBSa3k+IW5IE888wzLt/ryLVs/KsgNwZOXS/gruWuEXrPqgAKCpkT9UZPYwvkSRBR8oaQTUE9nxhGgkI1Au6EgGOCWMDJBzApBFEr77ZYYeR7SwB++OEHi+9Ux+cpPf/88yY0+Pzzz3mP2b9/P7em2UVeffVVt+4zY0RvaJl/DspObYJZ44eIKgDye4X5WFpl+p6Xlwevv/66x9el4BPVBlJgi8b3qZebM4einIQARBTcEYpVcJlBqCoYA39GV7BSDl/Mf03yAlwhKtakqt033ngDvvnmG9N2Sr3CWnzADFtR7mPs1TT4ZJwryEg0pkE2AKkIinYKEcG7Xq/Dtb7B28nnEYB6FsX4jcEZSp4UGoGknka9f8eOHaLdHyuAufENmjRi06ZNJrVAtGfPHhPiPPvss4LXIN1u0PlxaykO4CIR44nhZGjRIsR8rLDhrH5SB55Y/3xEVcFEJATGcQ5iOhmeJHSUAGrvntTzSX3glFOSAIhFBPU0+ETGF6HCV199Bd99951df92EFAxbOwmEwTmGkG9PRGMdRmOQqoOJaFDKkfFHut+AKsAgqQD3AjI0GQPpYE6icbAH6+q4gR4y0CgpxNURRpzsCxkiA72TDCGfnCKNWOIN58+fr/XdjxwxqSQa8bRHBur9OkayAdwhgk4a2hWysN0hrkeiKsE54pw+h8YacK4Ezh6gyB/lQVDG76RJk5y4H6kAGScIkgA0ASLG1zLE+REaUi3GnIT169dza5r4Ydq0aU4IAAZ59KxdFaBSU7KMDIKU4rJMqg3kg2TGUKeTXTPKXnjhBW6N079wayrwsB6DEPYChN3AQ5duw/D5m+DhOevgoxVJkgB4HQEIknV6lyGZQsPGah4q4Zo+fbqT9zPY9QK2HvkNdLiP4kRbDp93K9FWEgCXVEAtAjB61xqaXFKju0cC4GywyWAw2PUCIoP8TFPTacprcywlAWgAFaB30SqnVHWKQBJDaY4gSoJ12uawY3TOm/oUtNFlg+7WKXhr4sMuDydLRqDLKsBglyG8sQPsnZRsSkRVvo7SzWxsAC4UzK8CYiJCYP+apb7lBVCyxcmTJ7lxeFooA4d6B1nGppvjwAnNooUzYnIjauTLU3Yw+dRUMNmYNkAtJDOgRv+8qkZby2RcFDgPdqCVJU6xiJ07d3JDwhT3p3Aw1fzxkVZnAI2VrjcwjTdhuNcEgBjtqBeQsUQRO+sqn2XLlnFBlUZTAaSTEQEUYVGw+MdsYH/czHGfmxiy8DqcXLeEM9rIxaNt5kYZ6f45c+YIXvvLPWdg4y8pTQbtJBUgGJjRc32em8CBhmtrcR6K8/M4I4yElwSFgj30neoe6NgNGzbY1f2uupY+KwBUrPHuu+9y8OgqOUq7Xrp0KVy6dMn0XQhu3aVPX31cuDxt+Dhuehdy99asWcMN/lCvp9oGCj07Cju/M24QdFYKJaTGcrGDZoMAjz76qFeui3Pucou3iNLFxo8f79RxrqaWkQXvzLUbiiQ38B4nSQAkAZDoXibJC7BDyw8kQ2GZCkwzr9V5Ax0jFTDjqX5uVwhLAuAjdPb6XVCzCpMLyLEf/x86eACeHdK5Qcu4fVoATt8uh0q1/bBqgNwPHu0W6bVn+OXPIqjR1vrgprhb3SSNT/aO5SJ81sSa+f9G5hvjApIKcIE2nboJlWyQw+POHT8M78+Y4pVnWHfsOqhlgbXMs2AswJ9Ht8Ocd2fxnGWcydOM+cBCc3rddoMoMWensj9TFABVKpVXnoEx9lybXs1y0Tz+54b6c4zMb2YvW29SVkxYXFf4x9od3pJCYUi3d46J6fVh4eYkBU3OjL2ubw2FRcXe4H8dlBsZWQ/pgufUCUk988GEGpIAeIlCYtrB0qQfvIQAZnrcGUg3f52LGfMlG8DLlBvYGTKzc8Tlvz1Id4AabDNlfpMVgKCIGFiStF98BDDT+xa92p4SMEMMo1HISirA+15DZXRvuJaaJq4nYq73ndDn9WaD8bjmxfwmIQBlWdd5XUZlcAtYtvmoqErAXO+bIN0+AFhAv+QFeIFiylOwPRkz5tcbXvo2/eDU+cuiegHmTDR5Bna9gHrXUbIBvEDRGCBsUXWnPvWKrdfX/spAWL77nLgIUNerWWcgnTVLCbOOIUgCIB40z31mEDA6rU2Qhv7IE/4Ce38+KQ4ECEG6fdgwsxvqhchZUml0kFFQAclZxZBXqsIKH6ZJCUDjjgbWNXDH1i2hleEsFPi3s4rQsTjkKoc1R1Jh7PBEzxEArKDfCUi3Tgp1hBqZhZVw6Pc7cOTybShWaaF2/Kke2eizQsZArzbB8OKI/tC/a2uu6POeEwDrRlz43MPw9uY/ONg3979pHdThQdj4/Y/w8sSRnscBLHo1OIgD8I0d8B97Ni0Pvj50FW4WqMwEBXjP1+JLPi5lV8Olb47j7H9aePmvXWH66MH3jgrg079U/dI1oNTSWDO5aX6w5UKuZzVxZnF/a2PTfuwAeMYO6s+hoo41h5Nhwbdn6plvZctYqzVzW0TLymHt8XQYvzAJcoormr8AWBt75jT/+cfAoK608NmNDR6ScD98sWm3x4jDWvVOp7wAnhgCURXW7M/++hhsPpkGnGwKDTiZXYc3rIzrfE0ATFqyBc7/caO5CgDrEFJDg5TQL1JtE6Qxnnfgukpw6Nal+5v1TodxAJ6xA6Pl8M8dFyAlu8wW0XgSSMyRzcIWMUchRRC88++f4cr1jGYmAHYh0ZL++7nHQK8qtbHU6XNofHf4ZO029+1NnvuzjmwA3uFgnHzyYhbq/XwbZKGS8uIbFyH98HooOrkB/P/YCcq0H6Hq0i7I//0w6FRl9WFlYG3OlwWEwIyVeyEjO6+ZGYG8kGh7GKVmPdZBCcfybY01+vdrvpxLGgnFlz64fH8Z3/3tuXXWzK89N6RVAmw8edOSebjcvXwY2mgyYO60F7H4Y4HN21EIvX7EiaXX7joKBSHdwT8wlN/TCAyDaYvWwPGkj5oRAghAIh/NHD8UDJWFvJAaHNsBFq3a7JYTKAzJTngOZoITFBVfW9Fbt4/RaeDW3pUwZ/xDcPzIT/Dyyy/bMJ8Lb2NJ2binn4Z961bAwlGdQFuYIagWa8LawadrtzQPAWB506qELXA/rK+b0DfK0lI308fJNS1dTxphwen7W5xjoTJYyzQx+oiTSaQfXA3ff73cpfmHx416Arb/z3TQVxTwqiVaNp/Nwd9Z1AwEAMDGvXMUUZv65ABgK/LMjLV65gVFtoaFq7a66XpaQbodT8DaUrdwH+u2ZZ/ZDUn/WggDBgxwuV06tY+HFa+P4CaKtu4k9N8vJAIWfLq2OagAnkY3xdT5G59iY9MTO/H4z7XnZWHUMP1OtptegJPpXTyWurkQGBD6+8XKuPcAuEuJ/ftCfIDaRjiNz3YGU+r1Xpw/sIEQQNj/tQfCY4b0BnlFLq//rAyLhA9Wf++iGuKBdBcCVtYxhPyrRzGd/B2P22f+tKd4kYmWgNhOsGn7Dz6OAHxpVU5m1swefb/g+SWhXeBK8nXn1RDf/R0khFiqLHNEYHD8Io97BbynNKBnR4iASt5OQsvGfSeagREoFPxwQMP6doZgVQ7v+YqgUFiy/kf34hHWYwJCwQOBGEZx2gX428xXRGujWZMSbZGp7tlyynVey0RqMBuAZVkBSHVM708ews2gxXe+OqoHHD/7m1NCyHt/V8cCjHZD8S1RJ3p4+q/98F3wBl5kkkfE231buk+oAJvIngupVX06x3Nv7OSDZD9FAPxr6wmnej/w3J916rltYwjtYyNFrw4OkTO8nSIgPAaOnz7n4wgAIFCa5dwlPnzpcWBp5k4+SG7TG3YdPOZ8PAIsz7evAfhjGG1jwkVvpshg4cmlzl39s3kEgtxhPlEHTBppLy/hhWSZzA9WHbjshP73tDSsds1g8KdT21ait1NcVJjgvsKSch9GALCK6bNOND4PLZk+EhhtDS8kK+N7w9db9rhxf8dp4dYxBF1lGSS0byd6G3WIE55wqrJG68MIALYJGI4an4+iw0Ogd7iaP6yMf7/9NcNO0gj//R1Gg3liEOrKIq/MUtatvfDU8tUavQ8jgM0YvPul1h9NHw36miresHJA3H2wPGmrsA3Id38nh4PN3TOdqtwrAhATKawCanxZAPj0rnm1jUuWcqAChrWT84eVcb0nuZQ/aYQ3LYt1ujTMXIgVWLTi6nuInKGSyhrhJzFofRwBQKA0yw2a99JTwFBiBU9YOQhDp0tXbeJXQyw/pNs3Xm1jCEqcQ5hmBBebsguFDb3gALkPI4BF9M0SUt0hShoZ0yeKN6xL6xNZtXP38nkB7paGmXsziuBwyMgUXwDScwoF94UGKnwYAWzG4J1ofAf01qRHgFUV847UBbSMgwX/9x9bNcR7f+dKw6wDRzcyc0VvpayCUsF9LYIDfBwBeEa6wIMSK0oaeXFIB5uwrhFtrpQFQX5BoVOQ7ih2wBdDSM8VP1GjoLxGUBTbRof5uhcgUJrlAb00cjD4qwp5I3zKFjEwb+UmW+bb3N+RF8AfQ7hbUiV6M1Wo+aeS15QVQP9+fX1bBfCOdIlQbfvWyL6C2b63DdFwK/2OlSFqdX8n4gB8MYRCJlTUEbrTyVmgZ/k9i+qCDBg4cKCP2wCCkOrZlccMux8C1QVWkcG6GrygcJj3+RZLV5QH0u17AfwxDEVsN1i/dbdoLbR2/3nh56jM516F20y8AHBO/7pAcycP5fLq+NKqCpRt4dK1FMH728UgFngrlo3XWbP3rCjPn5JZCFcziwUbr1dciFfiDg3sBQiVZnlOw+7vCpGGIl5j018ZBB98tVv4/qz9ugB7cwtpWnSAoyfPePz8SQeF8xkq7vwBM15+3mucaQQvwGo4VyRaNO0JLkWbL8hTFdYZNAZ7pWHOqAHbGILMXwEfr9vn0XNnFpTDsWvCMQXD3T9gzJgxvi0AjqplxaDemDQSLy/jtfT9/OXAyBQCuQguloZZxRCKAtvBZ5v2uvXM5So1vPPFPkEg1JTlw9RRidzr9XwbAawa3aLqVkT6x4yxmDqm4y3gEPIUWNbRWIBwDIN7jRzmIqw7lQVJu35x6VkLy1Xw1mf7sCRcJXjvqqsH4L333vUqb5pkaZi7lNA6CrqH1fAWcNje3/GIpFAdQU1Jbq2g1ZEMEWbVzzfhxY++huKKGrvPqMeXUe45ex3GL9oMqdklgscVp5yGTxbMhpYtW3qVNfKGQQDWvdIsN+jjNyfCxGWYGCJX2hibnpWGgWmtLs6BoZ0j4LcSy+ZLLWZgxPyNkBAhh7HDHoD42AiIbhGM8whouTePpN4phJ8u3oBqrf2JLrQVRdAztIJ7A6m3qYGqg1nB0iyxKQqTRvq38YMLBayAC2cF6U5MFs1Xx/Dp36fB+LmroEIRY3WWDDLLDPDFvt/cen5tFaJCyh7YeHBvg3CmEUrDnJ2m1X1a+sYEYDQq4RwAZyd/dlDHsPXjmcCUZon23LrqctD9vhMO7f0eYmJimo8A1GfX2pZmeYOCA5Uwonu43RwAd0rDrKlVdEv4acUsCC7902N7pjz9CshTdsPhvTshLi4OGoqafGmYuzT/lacxj6qcd25gZ0vD6oVAmFq1ioUTm/4XBrYoger8dNchv7IEco6uh1eGxsGF08e9+kbURrMBxneTw7oN/zHTkmzdGqDnSO+8XpaSRhaMuQ9WrlrtkLFd+4/nPealv0TBth07bbZHKzUWL4imApF/L5sPqamp8NWGLXDw0m2AiARQhkaCPMhyGJfFF1Nrq0qhMisZ/EvTYcLwIfDm7vVei/U3CQGYMmYEtzQ0jXw8kVvcpRlTn+EWZ6lHjx6w8pMlnHDRy6dTUlIgKycHM30KoKCoFCJClJAQ1wriu8fBQ6+/CcOGDWv0dw9K7w30AtHATWJiIrc0dZJeHXuPkyQAkgBIJAmAOHrPsyxPidzyr+vavXEFAF0ieggKcBsknjSosUkCYMD5B5ng4GC2UQQgKioKvR6WwQfR4aI2SqbEngbp/QYkjU6nM1RVVbnV5h67gbm5uSwOWepRCFTo05bfvXsXJCFoGMLp4xhMFinDtQYFgenVq5fLbS7zNBw7ZcoU/4SEhEB8gIiAgIBueL0huERgmTaVsvhDbcBPIrG6PRJ2NELbalwyNRrNCVznh4eHVy1evFjHushQjxGgTup0xcXFVIyXhvZAHkJSCAqEUkbpMhKJrveRDP7+/mps56qgoKBybHt1dna2W/aXxwiADyRDyaNeLkc9pAgNDVXgAylQSv3QOJF6v3dQgMGORnpfhypAh71ft2jRIoM7alcmxoicUQh69uwp+/nnn/1wOFOGQiAx34tExjd5XsnJyey2bdsYd20umZhDsrK66oXm9nrVJqwOTHaBu9f4fyVgzJGpmA/3AAAAAElFTkSuQmCC"

then in have it rendered inside of an iPython cell you simply do:

from IPython.core.display import Image
Image(data=img_data)


回答3:

If you want to show the results of DataFrame.plot in an iPython cell, try this:

import pandas as pd
import numpy as np
%matplotlib inline


np.random.seed(314)
df = pd.DataFrame(np.random.randn(1000, 2), columns=['x', 'y'])

df.plot.scatter(0, 1)