我想从繁琐的.dat
文件中绘制数量,文件中的#time列从0s延伸到70s,但我需要仔细研究数据(Nuclear能量,在这种情况下)从25s到35s。
我想知道是否有一种方法可以操纵时间列和相应的其他列来记录和绘制数据仅用于所需的时间跨度。
我已经有一些代码可以帮助我完成0-70s的工作:
import matplotlib
matplotlib.use('Agg')
import os
import numpy as np
import matplotlib.pyplot as plt
import string
import math
# reads from flash.dat
def getQuantity(folder, basename, varlist):
# quantities[0] should contain only the quantities of varlist[0]
quantities =[]
for i in range(len(varlist)):
quantities.append([])
with open(folder + "/" + basename + ".dat", 'r') as f: # same as f = open(...) but closes the file afterwards.
for line in f:
if not ('#' or 'Inf') in line: # the first line and restarting lines look like this.
for i in range(len(varlist)):
if(varlist[i]==NUCLEAR_ENERGY and len(quantities[i])>0):
quantities[i].append(float(line.split()[varlist[i]])+quantities[i][-1])
else:
quantities[i].append(float(line.split()[varlist[i]]))
return quantities
# end def getQuantity
#create plot
plt.figure(1)
TIME = 0
NUCLEAR_ENERGY = 18
labels = ["time", "Nuclear Energy"]
flashFolder1 = '/home/trina/Pictures' # should be the flash NOT the flash/object folder.
lab1 = '176'
filename = 'flash' # 'flash' for flash.dat
nHorizontal = 1 # number of Plots in Horizontal Direction. Vertical Direction is set by program.
outputFilename = 'QuantityPlots_Nuclear.png'
variables = [NUCLEAR_ENERGY]
#Adjustments to set the size
nVertical = math.ceil(float(len(variables))/nHorizontal) # = 6 for 16 = len(variables) & nHorizontal = 3.
F = plt.gcf() #get figure
DPI = F.get_dpi()
DefaultSize = F.get_size_inches()
F.set_size_inches( DefaultSize[0]*nHorizontal, DefaultSize[1]*nVertical ) #build no of subplots in figure
variables.insert(0,TIME) # time as needed as well
data1 = getQuantity(flashFolder1, filename, variables)
time1 = np.array(data1[0]) #time is first column
for n in [n+1 for n in range(len(variables)-1)]: #starts at 1
ax=plt.subplot(nVertical, nHorizontal, n) #for example (6,3,0 to 15) inside loop for 16 variables
if (min(data1[n])<0.0 or abs((min(data1[n]))/(max(data1[n])))>=1.e-2):
plt.plot(time1, data1[n],label=lab1) #, label = labels[variables[n]])
legend = ax.legend(loc='upper right', frameon=False)
else:
plt.semilogy(time1, data1[n],label=lab1) #, label = labels[variables[n]])
legend = ax.legend(loc='upper right', frameon=False)
plt.savefig(outputFilename)
这是我可以从这段代码生成的图:
为方便起见,我也在分享.dat
文件:
https://www.dropbox.com/s/w4jbxmln9e83355/flash.dat?dl=0
非常感谢您的建议。
答案 0 :(得分:4)
更新:绘制累积核能:
x = df.query('25 <= time <= 35').set_index('time')
x['cum_nucl_energy'] = x.Nuclear_Energy.cumsum()
x.cum_nucl_energy.plot(figsize=(12,10))
旧回答:
使用Pandas模块
import pandas as pd
import matplotlib
import matplotlib.pyplot as plt
matplotlib.style.use('ggplot')
fn = r'D:\temp\.data\flash.dat'
df = pd.read_csv(fn, sep='\s+', usecols=[0, 18], header=None, skiprows=[0], na_values=['Infinity'])
df.columns=['time', 'Nuclear_Energy']
df.query('25 <= time <= 35').set_index('time').plot(figsize=(12,10))
plt.show()
plt.savefig('d:/temp/out.png')
<强>结果:强>
说明:
In [43]: pd.options.display.max_rows
Out[43]: 50
In [44]: pd.options.display.max_rows = 12
In [45]: df
Out[45]:
time Nuclear_Energy
0 0.000000e+00 0.000000e+00
1 1.000000e-07 -4.750169e+29
2 2.200000e-07 -5.699325e+29
3 3.640000e-07 -6.838392e+29
4 5.368000e-07 -8.206028e+29
5 7.441600e-07 -9.837617e+29
... ... ...
10210 6.046702e+01 7.160630e+44
10211 6.047419e+01 7.038907e+44
10212 6.048137e+01 6.934600e+44
10213 6.048856e+01 6.847015e+44
10214 6.049577e+01 6.765220e+44
10215 6.050298e+01 6.661930e+44
[10216 rows x 2 columns]
In [46]: df.query('25 <= time <= 35')
Out[46]:
time Nuclear_Energy
4534 25.001663 1.559398e+43
4535 25.006781 1.567793e+43
4536 25.011900 1.575844e+43
4537 25.017021 1.583984e+43
4538 25.022141 1.592015e+43
4539 25.027259 1.600200e+43
... ... ...
6521 34.966427 8.181516e+41
6522 34.972926 8.538806e+41
6523 34.979425 8.913695e+41
6524 34.985925 9.304403e+41
6525 34.992429 9.731310e+41
6526 34.998941 1.019862e+42
[1993 rows x 2 columns]
In [47]: df.query('25 <= time <= 35').set_index('time')
Out[47]:
Nuclear_Energy
time
25.001663 1.559398e+43
25.006781 1.567793e+43
25.011900 1.575844e+43
25.017021 1.583984e+43
25.022141 1.592015e+43
25.027259 1.600200e+43
... ...
34.966427 8.181516e+41
34.972926 8.538806e+41
34.979425 8.913695e+41
34.985925 9.304403e+41
34.992429 9.731310e+41
34.998941 1.019862e+42
[1993 rows x 1 columns]