GeoPyToolAPI Ref of GeoPyTool
created on Sat Dec 17 22:28:24 2016 @author: cycleuser Create Date: 2015-07-13 Modify Date: 2017-04-10 a tool set for daily geology related task.
prerequisite:
based on Python 3.x need math,numpy,pandas,matplotlib,xlrd,chempy
Simple Sample:
1) opern a ipython console
2) import geopython as gp
3) TasSample= Tas("tas.xlsx")
4) TasSample.read()
5) from geopython import gui
6) gui.Show()
Geology related classes available:
1) Tas
2) Ree
3) Trace & Trace2 (with different sequence of trace elements)
4) Qfl & Qmflt & Qapf
5) Polar (projection of wulf net & schmidt net)
6) Harker diagram
7) CIPW Norm calculation
8) Zircon Ce4/Ce3 calculation (Ballard 2002)
know issues:
1) Only work on Python 3.x
Other
Any issues or improvements please open an issue at here or leave a message to our website
DualTri
a class of a double triangulars frame
Label: the label at the tree corners of the triangular
type: Label: a list consist of three strings
LabelPosition: just the Position of these Labels
type: LabelPosition: x-y style coords , three of them
Labels: description of the different region
type: Labels: a list containing multiple strings
Locations: the locations of those each one in the Labels
type: Locations: a list of triangular coord points
Offset: the offset value used to adjust the appearance of each one in the Labels
type: Offset: a list of x-y coord offset values
name: the file name used to read and use
type: name: a string
init(self, name=['Q', 'A', 'P', 'F'], Label=qapf.xlsx)
Initialize self. See help(type(self)) for accurate signature.
show(self)
Frame
a Frame of TAS, REE, Trace Elements and other similar x-y plots
Width,Height: the width and height of the generated figure
type: Width,Height: two int numbers
Dpi: dots per inch
type: Dpi: an int number
Left,Right: the left and right limit of X axis
type: Left,Right: two int numbers
Base,Top: the left and right limit of Y axis
type: Base,Top: two int numbers
X0,X1,X_Gap: the left and right limit of X label, and the numbers of gap between them
type: X0,X1,X_Gap: three int numbers
Y0,Y1,Y_Gap: the left and right limit of Y label, and the numbers of gap between them
type: Y0,Y1,Y_Gap: three int numbers
FontSize: size of font of labels
type: FontSize: an int number
xLabel, yLabel: the labels put alongside with x and y axises
type: xLabel, yLabel: two strings
init(self, Width=Y Label, Height=X Label, Dpi=16, Left=7, Right=60, X_Gap=0, Base=9, Top=80, Y_Gap=0, FontSize=80, xLabel=6, yLabel=8)
Just set up all.
show(self)
Use the setup to set up figure feature.
Line
a line class
Begin: the Beginning point of the line
type: Begin: a Point Instance
End: the End point of the line
type: End: a Point Instance
Points: gathering all the Point Instances
type: Points: a list
X,Y: the gathered x and y values of the line to use in plotting
type: X,Y: two lists containing float numbers
Width: the width of the line
type: Width: an int number , mayby float is OK
Color: the color of the Line to draw on canvas
type: Color: a string; b: blue, g: green, r: red, c: cyan, m: magenta, y: yellow, k: black, w: white
Style: the style used for the Line
type: Style: a string; -, --,-., : maybe there would be some other types , from matplotlib
Alpha: the transparency of the Point
type: Alpha: a float number from 0 to 1, higher darker, lower more transparent
Label: label of the Line, telling what it is and distinguish it from other lines
type: Label: a string , if leave as "" or '' such kind of blank string, the label will not show on canvas
Sort: the sequence used for sorting the points consisting the line
type: Sort: a string, x means sort the points with their x values, y means use y instead of x, other means use the sequence of points as these points are put to the line
init(self, Points=, Sort=0.3, Width=-, Color=blue, Style=1, Alpha=, Label=[(0, 0), (1, 1)])
setup the datas
order(self, TMP=[])
sequence(self)
sort the points in the line with given option
show(self)
draw the line on canvas with its setup
Point
a Point class
X,Y: the values of its x-y coord
type: X,Y: two float numbers
Location: gather X and Y as a tuple for further use
type: Location: just a tuple with two numbers
Size: the size of the Point to draw on canvas
type: Size: a number , int or maybe float also OK , better around 1 to 20, not too large or too small
Color: the color of the Point to draw on canvas
type: Color: a string; b: blue, g: green, r: red, c: cyan, m: magenta, y: yellow, k: black, w: white
Alpha: the transparency of the Point
type: Alpha: a float number from 0 to 1, higher darker, lower more transparent
Marker: the marker used for the Point
type: Marker: a string; o, d, *, ^ , maybe there would be some other types , from matplotlib
Label: label of the Point, telling what it is and distinguish it from other points
type: Label: a string , if leave as "" or '' such kind of blank string, the label will not show on canvas
init(self, X=, Y=o, Size=0.3, Color=red, Alpha=12, Marker=0, Label=0)
just set up the values
show(self)
plot the Point to the canvas
Points
a class for multiple Points
X,Y: the values of its x-y coords
type: X,Y: two lists consist of float numbers
Size: the size of the Points to draw on canvas
type: Size: a number , int or maybe float also OK , better around 1 to 20, not too large or too small
Color: the color of the Points to draw on canvas
type: Color: a string; b: blue, g: green, r: red, c: cyan, m: magenta, y: yellow, k: black, w: white
Alpha: the transparency of the Points
type: Alpha: a float number from 0 to 1, higher darker, lower more transparent
Marker: the marker used for the Points
type: Marker: a string; o, d, *, ^ , maybe there would be some other types , from matplotlib
Label: label of the Points, telling what they are and distinguish them from other points
type: Label: a string , if leave as "" or '' such kind of blank string, the label will not show on canvas
init(self, points=8, Size=, Color=o, Alpha=0.3, Marker=red, Label=12, FontSize=[(0, 0), (0, 1)])
just set up the values
show(self)
plot the Point to the canvas
Polar
Polar Stereographic projection for structural data
name: the file used to plot
type: name: a string
init(self, name=['N', 'S', 'W', 'E'], Label=strike.xlsx)
Initialize self. See help(type(self)) for accurate signature.
eqan(self, A)
eqar(self, A)
getangular(self, A, B, C)
read(self)
schmidt(self, Width=k, Color=1)
read the Excel, then draw the schmidt net and Plot points, job done~
wulf(self, Width=k, Color=1)
read the Excel, then draw the wulf net and Plot points, job done~
Qapf
inherit DualTri and Tool, read xlsx or csv file and make basic Qapf diagram
Tags: the Tags on this diagram for description of different units
type: Tags: a list of strings
Labels: the labels of the different units
type: Labels: a list of strings
Locations: the triangular coord location of these Labels
type: Locations: a list of tuples, these tuples contains the triangular coords
Offset: the x-y offset of these labels on canvas
type: Offset: a list of tuples containing x-y values
BinToTri(self, a, b)
Turn an a-b coord to an x-y-z triangular coord .
if z is negative, calc with its abs then return (a, -b).
a,b: the numbers of the a-b coord
type: a,b: float or double are both OK, just numbers
return: the corresponding x-y-z triangular coord
teturn type : a tuple consist of x,y,z
Cross(self, A=[(0, 10), (100, 0)], B=[(0, 0), (10, 10)])
Return the crosspoint of two line A and B.
A: first line
type: A: a list consist of two tuples, beginning and end point of the line
B: second line
type: B: a list consist of two tuples, beginning and end point of the line
return: the crosspoint of A and B
teturn type : a list consist of two numbers, the x-y of the crosspoint
Fill(self, P=0.3, Color=blue, Alpha=[(100, 0), (85, 15), (0, 3)])
Fill a region in planimetric rectangular coord.
P: the peak points of the region in planimetric rectangular coord
type: P: a list consist of at least three tuples, which are the points in planimetric rectangular coord
Color: the color used to fill the region
type: Color: a string; b: blue, g: green, r: red, c: cyan, m: magenta, y: yellow, k: black, w: white
Alpha: the transparency used to fill the region
type: Alpha: a float number from 0 to 1, higher darker, lower more transparent
TriCross(self, A=[(50, 50, 0), (0, 0, 100)], B=[(100, 0, 0), (0, 50, 60)])
Return the crosspoint of two line A and B in triangular coord.
A: first line
type: A: a list consist of two tuples, beginning and end point of the line
B: second line
type: B: a list consist of two tuples, beginning and end point of the line
return: the crosspoint of A and B
teturn type : a list consist of three numbers, the x-y-z of the triangular coord
TriFill(self, P=0.3, Color=blue, Alpha=[(100, 0, 0), (85, 15, 0), (0, 3, 97)])
Fill a region in triangular coord.
P: the peak points of the region in triangular coord
type: P: a list consist of at least three tuples, which are the points in triangular coord
Color: the color used to fill the region
type: Color: a string; b: blue, g: green, r: red, c: cyan, m: magenta, y: yellow, k: black, w: white
Alpha: the transparency used to fill the region
type: Alpha: a float number from 0 to 1, higher darker, lower more transparent
TriToBin(self, x, y, z)
Turn an x-y-z triangular coord to an a-b coord.
if z is negative, calc with its abs then return (a, -b).
x,y,z: the three numbers of the triangular coord
type: x,y,z: float or double are both OK, just numbers
return: the corresponding a-b coord
teturn type : a tuple consist of a and b
init(self, name=10, Label=['Q', 'A', 'P', 'F'], FontSize=qapf.xlsx)
Initialize self. See help(type(self)) for accurate signature.
draw(self)
lowtri(self)
read(self)
read the Excel, then use self.show() to show the frame, then Plot points, job done~
show(self)
uptri(self)
QapfP
inherit Qapf, read xlsx or csv file and make Qapf diagram for Plutonic Rocks
Tags: the Tags on this diagram for description of different units
type: Tags: a list of strings
Labels: the labels of the different units
type: Labels: a list of strings
Locations: the triangular coord location of these Labels
type: Locations: a list of tuples, these tuples contains the triangular coords
Offset: the x-y offset of these labels on canvas
type: Offset: a list of tuples containing x-y values
BinToTri(self, a, b)
Turn an a-b coord to an x-y-z triangular coord .
if z is negative, calc with its abs then return (a, -b).
a,b: the numbers of the a-b coord
type: a,b: float or double are both OK, just numbers
return: the corresponding x-y-z triangular coord
teturn type : a tuple consist of x,y,z
Cross(self, A=[(0, 10), (100, 0)], B=[(0, 0), (10, 10)])
Return the crosspoint of two line A and B.
A: first line
type: A: a list consist of two tuples, beginning and end point of the line
B: second line
type: B: a list consist of two tuples, beginning and end point of the line
return: the crosspoint of A and B
teturn type : a list consist of two numbers, the x-y of the crosspoint
Fill(self, P=0.3, Color=blue, Alpha=[(100, 0), (85, 15), (0, 3)])
Fill a region in planimetric rectangular coord.
P: the peak points of the region in planimetric rectangular coord
type: P: a list consist of at least three tuples, which are the points in planimetric rectangular coord
Color: the color used to fill the region
type: Color: a string; b: blue, g: green, r: red, c: cyan, m: magenta, y: yellow, k: black, w: white
Alpha: the transparency used to fill the region
type: Alpha: a float number from 0 to 1, higher darker, lower more transparent
TriCross(self, A=[(50, 50, 0), (0, 0, 100)], B=[(100, 0, 0), (0, 50, 60)])
Return the crosspoint of two line A and B in triangular coord.
A: first line
type: A: a list consist of two tuples, beginning and end point of the line
B: second line
type: B: a list consist of two tuples, beginning and end point of the line
return: the crosspoint of A and B
teturn type : a list consist of three numbers, the x-y-z of the triangular coord
TriFill(self, P=0.3, Color=blue, Alpha=[(100, 0, 0), (85, 15, 0), (0, 3, 97)])
Fill a region in triangular coord.
P: the peak points of the region in triangular coord
type: P: a list consist of at least three tuples, which are the points in triangular coord
Color: the color used to fill the region
type: Color: a string; b: blue, g: green, r: red, c: cyan, m: magenta, y: yellow, k: black, w: white
Alpha: the transparency used to fill the region
type: Alpha: a float number from 0 to 1, higher darker, lower more transparent
TriToBin(self, x, y, z)
Turn an x-y-z triangular coord to an a-b coord.
if z is negative, calc with its abs then return (a, -b).
x,y,z: the three numbers of the triangular coord
type: x,y,z: float or double are both OK, just numbers
return: the corresponding a-b coord
teturn type : a tuple consist of a and b
init(self, name=10, Label=['Q', 'A', 'P', 'F'], FontSize=qapf.xlsx)
Initialize self. See help(type(self)) for accurate signature.
draw(self)
lowtri(self)
read(self)
read the Excel, then use self.show() to show the frame, then Plot points, job done~
show(self)
uptri(self)
QapfV
inherit Qapf, read xlsx or csv file and make Qapf diagram for Volcanic rocks
Tags: the Tags on this diagram for description of different units
type: Tags: a list of strings
Labels: the labels of the different units
type: Labels: a list of strings
Locations: the triangular coord location of these Labels
type: Locations: a list of tuples, these tuples contains the triangular coords
Offset: the x-y offset of these labels on canvas
type: Offset: a list of tuples containing x-y values
BinToTri(self, a, b)
Turn an a-b coord to an x-y-z triangular coord .
if z is negative, calc with its abs then return (a, -b).
a,b: the numbers of the a-b coord
type: a,b: float or double are both OK, just numbers
return: the corresponding x-y-z triangular coord
teturn type : a tuple consist of x,y,z
Cross(self, A=[(0, 10), (100, 0)], B=[(0, 0), (10, 10)])
Return the crosspoint of two line A and B.
A: first line
type: A: a list consist of two tuples, beginning and end point of the line
B: second line
type: B: a list consist of two tuples, beginning and end point of the line
return: the crosspoint of A and B
teturn type : a list consist of two numbers, the x-y of the crosspoint
Fill(self, P=0.3, Color=blue, Alpha=[(100, 0), (85, 15), (0, 3)])
Fill a region in planimetric rectangular coord.
P: the peak points of the region in planimetric rectangular coord
type: P: a list consist of at least three tuples, which are the points in planimetric rectangular coord
Color: the color used to fill the region
type: Color: a string; b: blue, g: green, r: red, c: cyan, m: magenta, y: yellow, k: black, w: white
Alpha: the transparency used to fill the region
type: Alpha: a float number from 0 to 1, higher darker, lower more transparent
TriCross(self, A=[(50, 50, 0), (0, 0, 100)], B=[(100, 0, 0), (0, 50, 60)])
Return the crosspoint of two line A and B in triangular coord.
A: first line
type: A: a list consist of two tuples, beginning and end point of the line
B: second line
type: B: a list consist of two tuples, beginning and end point of the line
return: the crosspoint of A and B
teturn type : a list consist of three numbers, the x-y-z of the triangular coord
TriFill(self, P=0.3, Color=blue, Alpha=[(100, 0, 0), (85, 15, 0), (0, 3, 97)])
Fill a region in triangular coord.
P: the peak points of the region in triangular coord
type: P: a list consist of at least three tuples, which are the points in triangular coord
Color: the color used to fill the region
type: Color: a string; b: blue, g: green, r: red, c: cyan, m: magenta, y: yellow, k: black, w: white
Alpha: the transparency used to fill the region
type: Alpha: a float number from 0 to 1, higher darker, lower more transparent
TriToBin(self, x, y, z)
Turn an x-y-z triangular coord to an a-b coord.
if z is negative, calc with its abs then return (a, -b).
x,y,z: the three numbers of the triangular coord
type: x,y,z: float or double are both OK, just numbers
return: the corresponding a-b coord
teturn type : a tuple consist of a and b
init(self, name=10, Label=['Q', 'A', 'P', 'F'], FontSize=qapf.xlsx)
Initialize self. See help(type(self)) for accurate signature.
draw(self)
lowtri(self)
read(self)
read the Excel, then use self.show() to show the frame, then Plot points, job done~
show(self)
uptri(self)
Qfl
inherit Tri and Tool, read xlsx or csv file and make QFL diagram
Tags: the Tags on this diagram for description of different units
type: Tags: a list of strings
Labels: the labels of the different units
type: Labels: a list of strings
Locations: the triangular coord location of these Labels
type: Locations: a list of tuples, these tuples contains the triangular coords
Offset: the x-y offset of these labels on canvas
type: Offset: a list of tuples containing x-y values
BinToTri(self, a, b)
Turn an a-b coord to an x-y-z triangular coord .
if z is negative, calc with its abs then return (a, -b).
a,b: the numbers of the a-b coord
type: a,b: float or double are both OK, just numbers
return: the corresponding x-y-z triangular coord
teturn type : a tuple consist of x,y,z
Cross(self, A=[(0, 10), (100, 0)], B=[(0, 0), (10, 10)])
Return the crosspoint of two line A and B.
A: first line
type: A: a list consist of two tuples, beginning and end point of the line
B: second line
type: B: a list consist of two tuples, beginning and end point of the line
return: the crosspoint of A and B
teturn type : a list consist of two numbers, the x-y of the crosspoint
Fill(self, P=0.3, Color=blue, Alpha=[(100, 0), (85, 15), (0, 3)])
Fill a region in planimetric rectangular coord.
P: the peak points of the region in planimetric rectangular coord
type: P: a list consist of at least three tuples, which are the points in planimetric rectangular coord
Color: the color used to fill the region
type: Color: a string; b: blue, g: green, r: red, c: cyan, m: magenta, y: yellow, k: black, w: white
Alpha: the transparency used to fill the region
type: Alpha: a float number from 0 to 1, higher darker, lower more transparent
TriCross(self, A=[(50, 50, 0), (0, 0, 100)], B=[(100, 0, 0), (0, 50, 60)])
Return the crosspoint of two line A and B in triangular coord.
A: first line
type: A: a list consist of two tuples, beginning and end point of the line
B: second line
type: B: a list consist of two tuples, beginning and end point of the line
return: the crosspoint of A and B
teturn type : a list consist of three numbers, the x-y-z of the triangular coord
TriFill(self, P=0.3, Color=blue, Alpha=[(100, 0, 0), (85, 15, 0), (0, 3, 97)])
Fill a region in triangular coord.
P: the peak points of the region in triangular coord
type: P: a list consist of at least three tuples, which are the points in triangular coord
Color: the color used to fill the region
type: Color: a string; b: blue, g: green, r: red, c: cyan, m: magenta, y: yellow, k: black, w: white
Alpha: the transparency used to fill the region
type: Alpha: a float number from 0 to 1, higher darker, lower more transparent
TriToBin(self, x, y, z)
Turn an x-y-z triangular coord to an a-b coord.
if z is negative, calc with its abs then return (a, -b).
x,y,z: the three numbers of the triangular coord
type: x,y,z: float or double are both OK, just numbers
return: the corresponding a-b coord
teturn type : a tuple consist of a and b
init(self, name=['Q', 'F', 'L'], Label=qfl.xlsx)
set up the values
draw(self)
use the values to set up the general frame and lines, fill particular zone with given colors
read(self)
read the Excel, then use self.show() to show the frame, then Plot points, job done~
show(self)
just show the triangular frame on the canvas
Qmflt
inherit Qfl and Tool, read xlsx or csv file and make Qmflt diagram
Tags: the Tags on this diagram for description of different units
type: Tags: a list of strings
Labels: the labels of the different units
type: Labels: a list of strings
Locations: the triangular coord location of these Labels
type: Locations: a list of tuples, these tuples contains the triangular coords
Offset: the x-y offset of these labels on canvas
type: Offset: a list of tuples containing x-y values
BinToTri(self, a, b)
Turn an a-b coord to an x-y-z triangular coord .
if z is negative, calc with its abs then return (a, -b).
a,b: the numbers of the a-b coord
type: a,b: float or double are both OK, just numbers
return: the corresponding x-y-z triangular coord
teturn type : a tuple consist of x,y,z
Cross(self, A=[(0, 10), (100, 0)], B=[(0, 0), (10, 10)])
Return the crosspoint of two line A and B.
A: first line
type: A: a list consist of two tuples, beginning and end point of the line
B: second line
type: B: a list consist of two tuples, beginning and end point of the line
return: the crosspoint of A and B
teturn type : a list consist of two numbers, the x-y of the crosspoint
Fill(self, P=0.3, Color=blue, Alpha=[(100, 0), (85, 15), (0, 3)])
Fill a region in planimetric rectangular coord.
P: the peak points of the region in planimetric rectangular coord
type: P: a list consist of at least three tuples, which are the points in planimetric rectangular coord
Color: the color used to fill the region
type: Color: a string; b: blue, g: green, r: red, c: cyan, m: magenta, y: yellow, k: black, w: white
Alpha: the transparency used to fill the region
type: Alpha: a float number from 0 to 1, higher darker, lower more transparent
TriCross(self, A=[(50, 50, 0), (0, 0, 100)], B=[(100, 0, 0), (0, 50, 60)])
Return the crosspoint of two line A and B in triangular coord.
A: first line
type: A: a list consist of two tuples, beginning and end point of the line
B: second line
type: B: a list consist of two tuples, beginning and end point of the line
return: the crosspoint of A and B
teturn type : a list consist of three numbers, the x-y-z of the triangular coord
TriFill(self, P=0.3, Color=blue, Alpha=[(100, 0, 0), (85, 15, 0), (0, 3, 97)])
Fill a region in triangular coord.
P: the peak points of the region in triangular coord
type: P: a list consist of at least three tuples, which are the points in triangular coord
Color: the color used to fill the region
type: Color: a string; b: blue, g: green, r: red, c: cyan, m: magenta, y: yellow, k: black, w: white
Alpha: the transparency used to fill the region
type: Alpha: a float number from 0 to 1, higher darker, lower more transparent
TriToBin(self, x, y, z)
Turn an x-y-z triangular coord to an a-b coord.
if z is negative, calc with its abs then return (a, -b).
x,y,z: the three numbers of the triangular coord
type: x,y,z: float or double are both OK, just numbers
return: the corresponding a-b coord
teturn type : a tuple consist of a and b
init(self, name=['Qm', 'F', 'Lt'], Label=qmflt.xlsx)
set up the values
draw(self)
use the values to set up the general frame and lines, fill particular zone with given colors
read(self)
read the Excel, then use self.show() to show the frame, then Plot points, job done~
show(self)
just show the triangular frame on the canvas
Ree
inherit Frame, read xlsx or csv file and use the Rare Earth Elements to plot the ree diagram
Element: the elements used in this diagram
type: Element: a list of strings
Labels: a ref of Element
type: Labels: a list of strings
WholeData: gathering all data and find the min and max of the data file to set the limits of Y
type: WholeData: a list of float numbers
X0,X1: the left and right limits of X
type: X0,X1: two int or float numbers
X_Gap: the space between the left and right limits of X
type: X_Gap: an int number
name: the file name to use in this diagram
type: name: a string
init(self, name=, Width=$REE-Standardlized-Pattern$, Height=16, Dpi=5, Left=3, Right=-1, X0=6, X1=-1, X_Gap=15, Base=15, Top=1, Y0=16, Y1=0, Y_Gap=80, FontSize=6, xLabel=8, yLabel=ree.xlsx)
Just set up all.
read(self)
read the Excel, then use self.show() to show the frame, then Plot points, job done~
show(self)
set the figure basic with the settings
Tag
a class for Tag put on canvas
Label: label of the Tag, telling what it is and distinguish them from other tags
type: Label: a strings , if leave as "" or '' such kind of blank string, the label will not show on canvas
Location: the location of the Tag
type: Location: a tuple consist of x-y values of its coords
X_offset,Y_offset: the values of its x-y offsets on coords
type: X_offset,Y_offset: two float numbers
FontSize: the size of font of the Tag
type: FontSize: a number , int or maybe float also OK , better around 8 to 12, not too large or too small
init(self, Label=12, Location=3, X_offset=-6, Y_offset=(0, 0), FontSize=Label)
set up the values
show(self)
show the Tag on canvas with its offsets and font size, color and alpha are fixed for now
Tas
inherit Frame, read xlsx or csv file and use SiO2 , Na2O and K2O to plot tas diagram
Lines: the lines consisting the Tas frame
type: Lines: a list of lines
Tags: tags used for the items of Tas diagram
type: Tagas: a list of strings
Labels: labels on the canvas
type: Labels: a list of strings
Locations: the locations of these labels
type: Locations: a list of tuple containing two numbers as x-y coords
description: the description of the tas diagram
name: the file name used for tas diagram
type: name: a string
init(self, name=$na_2O + K_2O wt\%$, Width=$SiO_2 wt\%$, Height=12, Dpi=15, Left=15, Right=1, X0=16, X1=0, X_Gap=11, Base=77, Top=37, Y0=79, Y1=35, Y_Gap=80, FontSize=6, xLabel=8, yLabel=tas.xlsx)
just set up the basic settings
read(self)
read the Excel, then use self.show() to show the frame, then Plot points, job done~
show(self)
show the tas frame and lines of tas on canvas
Tool
a tool set for basic tasks, crosspoint calc, coord transfer and fill region with color
BinToTri(self, a, b)
Turn an a-b coord to an x-y-z triangular coord .
if z is negative, calc with its abs then return (a, -b).
a,b: the numbers of the a-b coord
type: a,b: float or double are both OK, just numbers
return: the corresponding x-y-z triangular coord
teturn type : a tuple consist of x,y,z
Cross(self, A=[(0, 10), (100, 0)], B=[(0, 0), (10, 10)])
Return the crosspoint of two line A and B.
A: first line
type: A: a list consist of two tuples, beginning and end point of the line
B: second line
type: B: a list consist of two tuples, beginning and end point of the line
return: the crosspoint of A and B
teturn type : a list consist of two numbers, the x-y of the crosspoint
Fill(self, P=0.3, Color=blue, Alpha=[(100, 0), (85, 15), (0, 3)])
Fill a region in planimetric rectangular coord.
P: the peak points of the region in planimetric rectangular coord
type: P: a list consist of at least three tuples, which are the points in planimetric rectangular coord
Color: the color used to fill the region
type: Color: a string; b: blue, g: green, r: red, c: cyan, m: magenta, y: yellow, k: black, w: white
Alpha: the transparency used to fill the region
type: Alpha: a float number from 0 to 1, higher darker, lower more transparent
TriCross(self, A=[(50, 50, 0), (0, 0, 100)], B=[(100, 0, 0), (0, 50, 60)])
Return the crosspoint of two line A and B in triangular coord.
A: first line
type: A: a list consist of two tuples, beginning and end point of the line
B: second line
type: B: a list consist of two tuples, beginning and end point of the line
return: the crosspoint of A and B
teturn type : a list consist of three numbers, the x-y-z of the triangular coord
TriFill(self, P=0.3, Color=blue, Alpha=[(100, 0, 0), (85, 15, 0), (0, 3, 97)])
Fill a region in triangular coord.
P: the peak points of the region in triangular coord
type: P: a list consist of at least three tuples, which are the points in triangular coord
Color: the color used to fill the region
type: Color: a string; b: blue, g: green, r: red, c: cyan, m: magenta, y: yellow, k: black, w: white
Alpha: the transparency used to fill the region
type: Alpha: a float number from 0 to 1, higher darker, lower more transparent
TriToBin(self, x, y, z)
Turn an x-y-z triangular coord to an a-b coord.
if z is negative, calc with its abs then return (a, -b).
x,y,z: the three numbers of the triangular coord
type: x,y,z: float or double are both OK, just numbers
return: the corresponding a-b coord
teturn type : a tuple consist of a and b
Trace
inherit Frame, read xlsx or csv file and use the Trace Elements to plot the trace diagram
Element: the elements used in this diagram
type: Element: a list of strings
Labels: a ref of Element
type: Labels: a list of strings
name: the file name to use in this diagram
type: name: a string
init(self, name=, Width=$Trace-Elements-Standardlized-Pattern$, Height=16, Dpi=5, Left=3, Right=-1, X0=6, X1=-1, X_Gap=15, Base=37, Top=1, Y0=16, Y1=0, Y_Gap=80, FontSize=9, xLabel=16, yLabel=trace.xlsx)
Just set up all.
read(self)
read the Excel, then use self.show() to show the frame, then Plot points, job done~
show(self)
set the figure basic with the settings
Trace2
inherit Frame, read xlsx or csv file and use the Trace Elements to plot the trace2 diagram
Element: the elements used in this diagram
type: Element: a list of strings
Labels: a ref of Element
type: Labels: a list of strings
name: the file name to use in this diagram
type: name: a string
init(self, name=, Width=$Trace-Elements-Standardlized-Pattern$, Height=16, Dpi=5, Left=3, Right=-1, X0=6, X1=-1, X_Gap=25, Base=26, Top=1, Y0=16, Y1=0, Y_Gap=80, FontSize=9, xLabel=16, yLabel=trace2.xlsx)
Just set up all.
read(self)
read the Excel, then use self.show() to show the frame, then Plot points, job done~
show(self)
set the figure basic with the settings
Tri
a class of triangular frame
Label: the label at the tree corners of the triangular
type: Label: a list consist of three strings
LabelPosition: just the Position of these Labels
type: LabelPosition: x-y style coords , three of them
init(self, Label=['Q', 'F', 'L'])
set up the values
show(self)
just show the triangular frame on the canvas
TriLine
inherit Line and Tool, line class for triangular coord
x,y,z: the list for gathering the x,y,z values of points consisting the line
type: x,y,z: three lists
BinToTri(self, a, b)
Turn an a-b coord to an x-y-z triangular coord .
if z is negative, calc with its abs then return (a, -b).
a,b: the numbers of the a-b coord
type: a,b: float or double are both OK, just numbers
return: the corresponding x-y-z triangular coord
teturn type : a tuple consist of x,y,z
Cross(self, A=[(0, 10), (100, 0)], B=[(0, 0), (10, 10)])
Return the crosspoint of two line A and B.
A: first line
type: A: a list consist of two tuples, beginning and end point of the line
B: second line
type: B: a list consist of two tuples, beginning and end point of the line
return: the crosspoint of A and B
teturn type : a list consist of two numbers, the x-y of the crosspoint
Fill(self, P=0.3, Color=blue, Alpha=[(100, 0), (85, 15), (0, 3)])
Fill a region in planimetric rectangular coord.
P: the peak points of the region in planimetric rectangular coord
type: P: a list consist of at least three tuples, which are the points in planimetric rectangular coord
Color: the color used to fill the region
type: Color: a string; b: blue, g: green, r: red, c: cyan, m: magenta, y: yellow, k: black, w: white
Alpha: the transparency used to fill the region
type: Alpha: a float number from 0 to 1, higher darker, lower more transparent
TriCross(self, A=[(50, 50, 0), (0, 0, 100)], B=[(100, 0, 0), (0, 50, 60)])
Return the crosspoint of two line A and B in triangular coord.
A: first line
type: A: a list consist of two tuples, beginning and end point of the line
B: second line
type: B: a list consist of two tuples, beginning and end point of the line
return: the crosspoint of A and B
teturn type : a list consist of three numbers, the x-y-z of the triangular coord
TriFill(self, P=0.3, Color=blue, Alpha=[(100, 0, 0), (85, 15, 0), (0, 3, 97)])
Fill a region in triangular coord.
P: the peak points of the region in triangular coord
type: P: a list consist of at least three tuples, which are the points in triangular coord
Color: the color used to fill the region
type: Color: a string; b: blue, g: green, r: red, c: cyan, m: magenta, y: yellow, k: black, w: white
Alpha: the transparency used to fill the region
type: Alpha: a float number from 0 to 1, higher darker, lower more transparent
TriToBin(self, x, y, z)
Turn an x-y-z triangular coord to an a-b coord.
if z is negative, calc with its abs then return (a, -b).
x,y,z: the three numbers of the triangular coord
type: x,y,z: float or double are both OK, just numbers
return: the corresponding a-b coord
teturn type : a tuple consist of a and b
init(self, Points=, Sort=0.3, Width=-, Color=blue, Style=1, Alpha=, Label=[(0, 0, 0), (1, 1, 1)])
setup the datas
order(self, TMP=[])
sequence(self)
sort the points in the line with given option
show(self)
draw the line on canvas with its setup
tritrans(self)
TriPoint
inherit Point and Tool, a Point class for triangular coord
x,y,z: the list for gathering the x,y,z values of points consisting the line
type: x,y,z: three lists
sum: a value used in calc of coord transfer
type: sum: just a number, both int or float are OK
BinToTri(self, a, b)
Turn an a-b coord to an x-y-z triangular coord .
if z is negative, calc with its abs then return (a, -b).
a,b: the numbers of the a-b coord
type: a,b: float or double are both OK, just numbers
return: the corresponding x-y-z triangular coord
teturn type : a tuple consist of x,y,z
Cross(self, A=[(0, 10), (100, 0)], B=[(0, 0), (10, 10)])
Return the crosspoint of two line A and B.
A: first line
type: A: a list consist of two tuples, beginning and end point of the line
B: second line
type: B: a list consist of two tuples, beginning and end point of the line
return: the crosspoint of A and B
teturn type : a list consist of two numbers, the x-y of the crosspoint
Fill(self, P=0.3, Color=blue, Alpha=[(100, 0), (85, 15), (0, 3)])
Fill a region in planimetric rectangular coord.
P: the peak points of the region in planimetric rectangular coord
type: P: a list consist of at least three tuples, which are the points in planimetric rectangular coord
Color: the color used to fill the region
type: Color: a string; b: blue, g: green, r: red, c: cyan, m: magenta, y: yellow, k: black, w: white
Alpha: the transparency used to fill the region
type: Alpha: a float number from 0 to 1, higher darker, lower more transparent
TriCross(self, A=[(50, 50, 0), (0, 0, 100)], B=[(100, 0, 0), (0, 50, 60)])
Return the crosspoint of two line A and B in triangular coord.
A: first line
type: A: a list consist of two tuples, beginning and end point of the line
B: second line
type: B: a list consist of two tuples, beginning and end point of the line
return: the crosspoint of A and B
teturn type : a list consist of three numbers, the x-y-z of the triangular coord
TriFill(self, P=0.3, Color=blue, Alpha=[(100, 0, 0), (85, 15, 0), (0, 3, 97)])
Fill a region in triangular coord.
P: the peak points of the region in triangular coord
type: P: a list consist of at least three tuples, which are the points in triangular coord
Color: the color used to fill the region
type: Color: a string; b: blue, g: green, r: red, c: cyan, m: magenta, y: yellow, k: black, w: white
Alpha: the transparency used to fill the region
type: Alpha: a float number from 0 to 1, higher darker, lower more transparent
TriToBin(self, x, y, z)
Turn an x-y-z triangular coord to an a-b coord.
if z is negative, calc with its abs then return (a, -b).
x,y,z: the three numbers of the triangular coord
type: x,y,z: float or double are both OK, just numbers
return: the corresponding a-b coord
teturn type : a tuple consist of a and b
init(self, P=, Size=o, Color=0.3, Alpha=red, Marker=12, Label=(10, 20, 70))
just set up the values
show(self)
plot the Point to the canvas
TriTag
inherit Tag and Tool,a Tag for triangular coord
BinToTri(self, a, b)
Turn an a-b coord to an x-y-z triangular coord .
if z is negative, calc with its abs then return (a, -b).
a,b: the numbers of the a-b coord
type: a,b: float or double are both OK, just numbers
return: the corresponding x-y-z triangular coord
teturn type : a tuple consist of x,y,z
Cross(self, A=[(0, 10), (100, 0)], B=[(0, 0), (10, 10)])
Return the crosspoint of two line A and B.
A: first line
type: A: a list consist of two tuples, beginning and end point of the line
B: second line
type: B: a list consist of two tuples, beginning and end point of the line
return: the crosspoint of A and B
teturn type : a list consist of two numbers, the x-y of the crosspoint
Fill(self, P=0.3, Color=blue, Alpha=[(100, 0), (85, 15), (0, 3)])
Fill a region in planimetric rectangular coord.
P: the peak points of the region in planimetric rectangular coord
type: P: a list consist of at least three tuples, which are the points in planimetric rectangular coord
Color: the color used to fill the region
type: Color: a string; b: blue, g: green, r: red, c: cyan, m: magenta, y: yellow, k: black, w: white
Alpha: the transparency used to fill the region
type: Alpha: a float number from 0 to 1, higher darker, lower more transparent
TriCross(self, A=[(50, 50, 0), (0, 0, 100)], B=[(100, 0, 0), (0, 50, 60)])
Return the crosspoint of two line A and B in triangular coord.
A: first line
type: A: a list consist of two tuples, beginning and end point of the line
B: second line
type: B: a list consist of two tuples, beginning and end point of the line
return: the crosspoint of A and B
teturn type : a list consist of three numbers, the x-y-z of the triangular coord
TriFill(self, P=0.3, Color=blue, Alpha=[(100, 0, 0), (85, 15, 0), (0, 3, 97)])
Fill a region in triangular coord.
P: the peak points of the region in triangular coord
type: P: a list consist of at least three tuples, which are the points in triangular coord
Color: the color used to fill the region
type: Color: a string; b: blue, g: green, r: red, c: cyan, m: magenta, y: yellow, k: black, w: white
Alpha: the transparency used to fill the region
type: Alpha: a float number from 0 to 1, higher darker, lower more transparent
TriToBin(self, x, y, z)
Turn an x-y-z triangular coord to an a-b coord.
if z is negative, calc with its abs then return (a, -b).
x,y,z: the three numbers of the triangular coord
type: x,y,z: float or double are both OK, just numbers
return: the corresponding a-b coord
teturn type : a tuple consist of a and b
init(self, Label=12, Location=3, X_offset=-6, Y_offset=(0, 1, 2), FontSize=Label)
set up the values, transfer x,y,z coords to x-y coords
show(self)
show the Tag on canvas with its offsets and font size, color and alpha are fixed for now