sher_duam_class_2.py
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'''
Created on 28 авг. 2019 г.
@author: GadGet Life
'''
import math as m
import numpy as np
from matplotlib import mlab
import pylab
import csv
#import urllib.request
import requests
import json
import matplotlib.ticker as ticker
from fuzzylab import *
from datetime import datetime
# http://map.emercit.com/mgraph.php?mode=ultrasound&id=377&a=2020-01-10&b=2020-01-14&nocache=1578985253
class DuamelGidr:
def __init__(self, time,amp,Tper):
self.tbeg = time
self.amp=amp
self.T=Tper
#print("U",time,amp)
def calculation(self,tcur):
t=tcur-self.tbeg
return self.amp*(1-m.exp(-t/self.T))
def getLevel(q):
Q=np.array([
[0, 0],
[0.345148257, 0.1],
[1.097028578, 0.2],
[2.158903614, 0.3],
[3.491620674, 0.4],
[5.071512601, 0.5],
[6.882239402, 0.6],
[8.911682045, 0.7],
[11.15043894, 0.8],
[13.59098985, 0.9],
[16.22718582, 1],
[19.05391666, 1.1],
[22.06688277, 1.2],
[25.26243236, 1.3],
[28.63744147, 1.4],
[32.18922318, 1.5],
[35.91545733, 1.6],
[39.81413517, 1.7],
[43.88351498, 1.8],
[48.12208599, 1.9],
[52.52853871, 2],
[57.10174025, 2.1],
[61.84071361, 2.2],
[66.74462006, 2.3],
[71.81274423, 2.4],
[77.04448112, 2.5],
[82.43932505, 2.6],
[87.99685986, 2.7],
[93.71675045, 2.8],
[99.59873533, 2.9],
[105.64262, 3],
[111.8482711, 3.1],
[118.2156111, 3.2],
[124.7446139, 3.3],
[131.4353005, 3.4],
[138.2877352, 3.5],
[145.3020222, 3.6],
[152.4783028, 3.7],
[159.8167523, 3.8],
[167.3175775, 3.9],
[174.981015, 4]]
)
n=len(Q)
for i in range(n):
if q <= Q[i][0]:
break
return Q[i-1][1]+0.1*(q-Q[i-1][0])/(Q[i][0]-Q[i-1][0])
class GetLevelSher():
def __init__(self):
self.Q=np.array([
[0, 0],
[0.345148257, 0.1],
[1.097028578, 0.2],
[2.158903614, 0.3],
[3.491620674, 0.4],
[5.071512601, 0.5],
[6.882239402, 0.6],
[8.911682045, 0.7],
[11.15043894, 0.8],
[13.59098985, 0.9],
[16.22718582, 1],
[19.05391666, 1.1],
[22.06688277, 1.2],
[25.26243236, 1.3],
[28.63744147, 1.4],
[32.18922318, 1.5],
[35.91545733, 1.6],
[39.81413517, 1.7],
[43.88351498, 1.8],
[48.12208599, 1.9],
[52.52853871, 2],
[57.10174025, 2.1],
[61.84071361, 2.2],
[66.74462006, 2.3],
[71.81274423, 2.4],
[77.04448112, 2.5],
[82.43932505, 2.6],
[87.99685986, 2.7],
[93.71675045, 2.8],
[99.59873533, 2.9],
[105.64262, 3],
[111.8482711, 3.1],
[118.2156111, 3.2],
[124.7446139, 3.3],
[131.4353005, 3.4],
[138.2877352, 3.5],
[145.3020222, 3.6],
[152.4783028, 3.7],
[159.8167523, 3.8],
[167.3175775, 3.9],
[174.981015, 4]]
)
def bs_water_level(self, _q):
q = _q
n=len(self.Q)
for i in range(n):
if q <= self.Q[i][0]:
break
return self.Q[i-1][1]+0.1*(q-self.Q[i-1][0])/(self.Q[i][0]-self.Q[i-1][0])
class TestSherDuamel:
def __init__(self, _k_up=2.8, _k_down=17.0, _k_multy=160.0, _k_addit=60.0):
self.k_up = _k_up
self.k_down = _k_down
self.k_multy = _k_multy
self.k_addit = _k_addit
self.prec_old = 0.0
self.prec_sum_old = 0.0
self.UpperStore = []
self.DownStore = []
def model_step(self, _counter, _prec):
prec_delta = _prec - self.prec_old
self.prec_old = _prec
if np.abs(prec_delta) > 0.001:
self.UpperStore.append(DuamelGidr(_counter, prec_delta, self.k_up))
prec_sum = 0.0
for UpStep in self.UpperStore:
prec_sum = prec_sum + UpStep.calculation(_counter)
prec_sum_delta = prec_sum - self.prec_sum_old
self.prec_sum_old = prec_sum
if np.abs(prec_sum_delta) > 0.001:
self.DownStore.append(DuamelGidr(_counter, prec_sum_delta, self.k_down))
result_flow = 0.0
for DownStep in self.DownStore:
result_flow=result_flow + DownStep.calculation(_counter)
result_flow = result_flow * self.k_multy + self.k_addit
return result_flow