I´m developing a scrip that returns a plot with the maximum values of 4 equations. However the way I did it, the value of the maximum point, for each equation, is shown in a spot where is not easy to read. How can I put the legend more to the right or left?
Code:
import math as mt
import numpy as np
import matplotlib.pyplot as plt
v = 20 #(Vão em metros)
h = 6 #("Altura do pilar em metros:")
ht = 8 #("Altura total metros:")
alfa_rad = mt.atan((int(ht)-int(h))/(int(v)/2))
alfa_deg = alfa_rad*180/mt.pi
lasna = ((v/2) ** 2 (ht-h) ** 2) ** 0.5
alfa = (mt.atan((int(ht)-int(h))/(int(v)/2)))*180/((mt.pi))
h1 = np.arange(0, h 1, 1)
ha1 = np.arange(0, lasna, 0.1)
ha2 = np.arange(0, lasna, 0.1)
hp2 = np.arange(0, h 1, 1)
R = lambda x, y, theta: np.array([
[np.cos(theta), np.sin(theta), x],
[-np.sin(theta), np.cos(theta), y],
[0, 0, 1],
])
Vx = np.array([
[1, 0, 0], [0, -1, 0], [0, 0, 1]
])
Vy = np.array([
[-1, 0, 0], [0, 1, 0], [0, 0, 1]
])
vpilar1 = (1000 * h1 ** 2 50)/ 1000
vasna1 = (50 *ha1 ** 2 5) / 1000
vasna2 = (100 * ha2 ** 2 7) / 1000
vpilar2 = (150 * hp2 ** 2 5) / 1000
def draw_line():
fig, ax = plt.subplots()
x_number_list = [0, 0, (v/2), v, v]
y_number_list = [0, h, ht, h, 0]
plt.plot(x_number_list, y_number_list, linewidth=3)
points1 = np.stack([h1, vpilar1 / max(abs(vpilar1)), np.ones_like(h1)])
points1 = np.matmul(R(0, 0, -np.pi/2), points1)
plt.plot(points1[0, :], points1[1, :], label="Vpilar1")
idx = np.argmax(vpilar1)
max_p = np.array([[h1[idx], (vpilar1 / max(abs(vpilar1)))[idx], 1]]).T
max_p_tranformed = np.matmul(R(0, 0, -np.pi/2), max_p)
plt.text(*max_p_tranformed[:-1], str(vpilar1[idx]))
plt.scatter(*max_p_tranformed[:-1], marker="x", color="k")
points2 = np.stack([h1, vpilar2 / max(abs(vpilar2)), np.ones_like(h1)])
points2 = np.matmul(R(v, 0, -np.pi/2), points2)
plt.plot(points2[0, :], points2[1, :], label="Vpilar2")
idx = np.argmax(vpilar2)
max_p = np.array([[h1[idx], (vpilar2 / max(abs(vpilar2)))[idx], 1]]).T
max_p_tranformed = np.matmul(R(v, 0, -np.pi/2), max_p)
plt.text(*max_p_tranformed[:-1], str(vpilar2[idx]))
plt.scatter(*max_p_tranformed[:-1], marker="x", color="k")
points3 = np.stack([ha1, vasna1 / max(abs(vasna1)), np.ones_like(ha1)])
points3 = np.matmul(R(0, h, -alfa_rad), points3)
plt.plot(points3[0, :], points3[1, :], label="Vasna1")
idx = np.argmax(vasna1)
max_p = np.array([[ha1[idx], (vasna1 / max(abs(vasna1)))[idx], 1]]).T
max_p_tranformed = np.matmul(R(0, h, -alfa_rad), max_p)
plt.text(*max_p_tranformed[:-1], str(vasna1[idx]))
plt.scatter(*max_p_tranformed[:-1], marker="x", color="k")
points4 = np.stack([ha1, vasna2 / max(abs(vasna2)), np.ones_like(ha1)])
points4 = np.matmul(np.matmul(R(v, h, alfa_rad), Vy), points4)
plt.plot(points4[0, :], points4[1, :], label="Vasna2")
idx = np.argmax(vasna2)
max_p = np.array([[ha1[idx], (vasna2 / max(abs(vasna2)))[idx], 1]]).T
max_p_tranformed = np.matmul(np.matmul(R(v, h, alfa_rad), Vy), max_p)
plt.scatter(*max_p_tranformed[:-1], marker="x", color="k")
plt.title("Esforço de Corte (kN)", fontsize=15)
plt.show()
draw_line()
PS: I´m a nobbie in SO, so unfornately I can´t show the plot.
CodePudding user response:
The plt.text
in the draw_line()
function is the part of code responsible for writing the text with the max values. In your code, it is there for just 3, think you removed the 4th one as it was on top of the other. The location (x and y coordinates) of the text is controlled by the first variable. You need to add some extra spaces to move the text to where you want. Below are the updated 4 lines of code. If you make the changes to your code, you should be able to see the text move.
plt.text(*max_p_tranformed[:-1][0] 0.1, *max_p_tranformed[:-1][1] 0.2, str(vpilar1[idx]))
....
plt.text(*max_p_tranformed[:-1][0] 0.1, *max_p_tranformed[:-1][1] 0.3, str(vpilar2[idx]))
....
plt.text(*max_p_tranformed[:-1][0]-7.3, *max_p_tranformed[:-1][1] 0.1, str(vasna1[idx]))
....
plt.text(*max_p_tranformed[:-1][0] 0.1, *max_p_tranformed[:-1][1] 0.1, str(vasna2[idx]))
The graph looks like this. Change the deltas ( 0.1, 0.2, etc.) to see the text move up/down or left/right.
Output graph with these adjustments