Created
December 27, 2019 00:46
-
-
Save gusugusu1018/e81692bdc362df1601891f7c56840c64 to your computer and use it in GitHub Desktop.
This file contains bidirectional Unicode text that may be interpreted or compiled differently than what appears below. To review, open the file in an editor that reveals hidden Unicode characters.
Learn more about bidirectional Unicode characters
import sys | |
import pandas as pd | |
import matplotlib as mpl | |
from mpl_toolkits.mplot3d import Axes3D | |
import numpy as np | |
import matplotlib.pyplot as plt | |
filename = sys.argv[1] | |
df = pd.read_csv(filename) | |
dt = 0.05 | |
i = np.arange(0,len(df)*dt,dt) | |
x = df['x'].values | |
y = df['y'].values | |
z = df['z'].values | |
d = df['d'].values | |
t = df['t'].values | |
p = df['p'].values | |
x2 = df['x'].rolling(window=2).mean() | |
y2 = df['y'].rolling(window=2).mean() | |
z2 = df['z'].rolling(window=2).mean() | |
x3 = df['x'].rolling(window=3).mean() | |
y3 = df['y'].rolling(window=3).mean() | |
z3 = df['z'].rolling(window=3).mean() | |
x4 = df['x'].rolling(window=4).mean() | |
y4 = df['y'].rolling(window=4).mean() | |
z4 = df['z'].rolling(window=4).mean() | |
x5 = df['x'].rolling(window=5).mean() | |
y5 = df['y'].rolling(window=5).mean() | |
z5 = df['z'].rolling(window=5).mean() | |
d2 = df['d'].rolling(window=2).mean() | |
t2 = df['t'].rolling(window=2).mean() | |
p2 = df['p'].rolling(window=2).mean() | |
d3 = df['d'].rolling(window=3).mean() | |
t3 = df['t'].rolling(window=3).mean() | |
p3 = df['p'].rolling(window=3).mean() | |
d4 = df['d'].rolling(window=4).mean() | |
t4 = df['t'].rolling(window=4).mean() | |
p4 = df['p'].rolling(window=4).mean() | |
d5 = df['d'].rolling(window=5).mean() | |
t5 = df['t'].rolling(window=5).mean() | |
p5 = df['p'].rolling(window=5).mean() | |
df = pd.concat([df,x2,y2,z2,x3,y3,z3,x4,y4,z4,x5,y5,z5,d2,t2,p2,d3,t3,p3,d4,t4,p4,d5,t5,p5], axis=1, join='inner') | |
df.to_csv("aaa.csv") | |
print(df) | |
plt.subplot(6,1,1) | |
#plt.plot(i, x, '-', lw=1) | |
#plt.plot(i, x2, '-', lw=1) | |
#plt.plot(i, x3, '-', lw=1) | |
#plt.plot(i, x4, '-', lw=1) | |
plt.plot(i, x5, '-', lw=1) | |
plt.xlabel('Time') | |
plt.ylabel('x') | |
#plt.title('x') | |
plt.grid(True) | |
plt.subplot(6,1,2) | |
plt.plot(i, y, '-', lw=1) | |
#plt.plot(i, y2, '-', lw=1) | |
#plt.plot(i, y3, '-', lw=1) | |
#plt.plot(i, y4, '-', lw=1) | |
plt.plot(i, y5, '-', lw=1) | |
plt.xlabel('Time') | |
plt.ylabel('y') | |
#plt.title('y') | |
plt.grid(True) | |
plt.subplot(6,1,3) | |
#plt.plot(i, z, '-', lw=1) | |
#plt.plot(i, z2, '-', lw=1) | |
#plt.plot(i, z3, '-', lw=1) | |
#plt.plot(i, z4, '-', lw=1) | |
plt.plot(i, z5, '-', lw=1) | |
plt.xlabel('Time') | |
plt.ylabel('z') | |
#plt.title('z') | |
plt.grid(True) | |
plt.subplot(6,1,4) | |
#plt.plot(i, d, '-', lw=1) | |
#plt.plot(i, d2, '-', lw=1) | |
#plt.plot(i, d3, '-', lw=1) | |
#plt.plot(i, d4, '-', lw=1) | |
plt.plot(i, d5, '-', lw=1) | |
plt.xlabel('Time') | |
plt.ylabel('Distance') | |
#plt.title('Distance') | |
plt.grid(True) | |
plt.subplot(6,1,4) | |
#plt.plot(i, d, '-', lw=1) | |
#plt.plot(i, d2, '-', lw=1) | |
#plt.plot(i, d3, '-', lw=1) | |
#plt.plot(i, d4, '-', lw=1) | |
plt.plot(i, d5, '-', lw=1) | |
plt.xlabel('Time') | |
plt.ylabel('Distance') | |
#plt.title('Distance') | |
plt.grid(True) | |
plt.subplot(6,1,5) | |
plt.plot(i, t, '-', lw=1) | |
plt.plot(i, t2, '-', lw=1) | |
plt.plot(i, t3, '-', lw=1) | |
plt.plot(i, t4, '-', lw=1) | |
plt.xlabel('Time') | |
plt.ylabel('Theta') | |
#plt.title('Theta') | |
plt.grid(True) | |
plt.subplot(6,1,6) | |
plt.plot(i, p, '-', lw=1) | |
plt.plot(i, p2, '-', lw=1) | |
plt.plot(i, p3, '-', lw=1) | |
plt.plot(i, p4, '-', lw=1) | |
plt.xlabel('Time') | |
plt.ylabel('Phi') | |
#plt.title('Phi') | |
plt.grid(True) | |
#plt.savefig('') | |
plt.show() |
Sign up for free
to join this conversation on GitHub.
Already have an account?
Sign in to comment