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) |
Creating image with equation using LaTex syntax
Source code name: "equiation1.py"
Programming language: Python
Topic: Tools/Misc
DMelt Version 1.4. Last modified: 07/19/1971. License: Free
https://datamelt.org/code/cache/equiation1_8541.py
To run this script using the DMelt IDE,
copy the above URL link to the menu [File]→[Read script from URL] of the DMelt IDE.
from jhplot import *
eq="\\frac{\\partial Q}{\\partial t} = \\frac{\\partial s}{\\partial t}\\alpha_{i}\\beta"
image="/tmp/equation.png"
q1=HLatexEq(eq, 104) # equaition with font size 104
q1.export(image)
print "Created :",image
IView(image) # View this image