def get_test_data(self,seed=None):
u = []
for i in range(1000):
if i%7==0:
u.append(self.random.normal(scale=1)+1)
else:
u.append(u[-1])
exp = System_data(u=u)
return self.apply_experiment(exp)
def apply_experiment(self, experiment):
'''Return the u,(x),y combination
todo: move this function to System'''
u = experiment.u
# N_transient = experiment.N_transient
x = None
from scipy import signal
y = signal.lfilter(self.b, self.a, u)
return System_data(u=u,
x=x,
y=y,
system_dict=self.settings,
experiment_dict=experiment.settings)
def plot_and_fit(sys):
global id
exp = System_data(u=np.random.normal(scale=0.1, size=1000))
sys = sys()
sys_data = sys.apply_experiment(exp)
SYS = deepSI.fit_systems.System_IO_fit_linear
sys_fit, score, kwargs, _ = deepSI.fit_systems.grid_search(
SYS, sys_data, dict(na=range(0, 10), nb=range(1, 10)))
na, nb = kwargs['na'], kwargs['nb']
sys_data_predict = sys_fit.apply_experiment(sys_data)
plt.subplot(2, 3, id)
sys_data.plot()
sys_data_predict.plot()
plt.title(f'{sys.name} BFR {sys_data_predict.NRMS(sys_data):.2%}')
plt.legend(['real', f'predict na={na},nb={nb}'])
# plt.title(sys.name)
id += 1
dx2 = 0
return [dx1, dx2]
if __name__ == '__main__':
# sys = Double_bath()
# sys_data = sys.get_train_data()
# SYS = fit_systems.System_IO_fit_linear
# score, sys_fit, kwargs, _ = fit_systems.grid_search(SYS, sys_data, dict(na=range(0,3),nb=range(1,20)))
# sys_data_predict = sys_fit.apply_experiment(sys_data)
# sys_data.plot()
# sys_data_predict.plot(show=True)
sys = Cascaded_tanks_continuous(dt=2)
data = System_data(u=np.ones(shape=(300))*5)
data = sys.apply_experiment(data,save_state=True)
data.plot(show=True)
from matplotlib import pyplot as plt
plt.plot(data.x)
plt.show()
print(np.max(data.x,axis=0))
#longest timescale = 25
#max x1 = 9. and x2 = 35
#overflow at 20 x2 and
#u max = 8
#dt = 2
def f(self, x, u):
u = np.array(u)
if u.ndim == 0:
u = u[None]
return np.dot(self.Adis, x) + np.dot(self.Bdis, u)
if __name__ == '__main__':
np.random.seed(42)
A = np.array([[0.89, 0.], [0., 0.45]]) #(2,2) x<-x
B = np.array([[0.3], [2.5]]) #(2,1) x<-u
C = np.array([[0.7, 1.]]) #(1,2) y<-u
D = np.array([[0.0]]) #(1,1)
sys = SS_linear(A=A, B=B, C=C, D=D)
exp = System_data(u=np.random.normal(size=1000)[:, None])
sys_data = sys.apply_experiment(exp)
# sys_data.plot(show=True)
sys_fit = SS_linear(nx=4)
sys_fit.fit(sys_data, SS_f=10)
sys_data_predict = sys_fit.apply_experiment(sys_data)
print(sys_data_predict.NRMS(sys_data)) #0017893805399810095
# sys_data_fitted = sys_fit.simulation(sys_data)
# print(sys_fit.A,sys_fit.B,sys_fit.C,sys_fit.D)
# sys_data.plot(show=False)
# sys_data_fitted.plot()
# print(sys_data_fitted.NMSE(sys_data))
# sys = deepSI.systems.Nonlin_io_normals()
# train_data = sys.sample_system()
def get_test_data(self):
exp = System_data(
u=self.random.uniform(low=-2.5, high=2.5, size=(2000, )))
return self.apply_experiment(exp)
def get_test_data(self):
exp = System_data(u=self.random.uniform(-1, 1, size=10**4))
return self.apply_experiment(exp)
x' = v
Fmax < a
Fmin > -a
"""
def __init__(self, Fmax=0.25, image_height=25, image_width=25):
self.image_height, self.image_width = image_height, image_width
super(Ball_in_box_video, self).__init__(Fmax=Fmax)
self.observation_space = Box(0.,
1.,
shape=(self.image_height,
self.image_width))
def h(self, x, u):
# A = np.zeros((self.image_width,self.image_height))
Y = np.linspace(0, 1, num=self.image_height)
X = np.linspace(0, 1, num=self.image_width)
X, Y = np.meshgrid(X, Y)
# self.X = X[y,x]
r = 0.22
A = np.clip((r**2 - (X - x[0])**2 - (Y - x[1])**2) / r**2, 0, 1)
return A #return position
if __name__ == '__main__':
sys = Ball_in_box_video()
exp = System_data(u=[sys.action_space.sample() for i in range(1000)])
print(sys.action_space.low)
sys_data = sys.apply_experiment(exp)
sys_data.to_video(file_name='test')
def get_test_data(self):
exp = System_data(u=np.random.normal(size=1000))
return self.apply_experiment(exp)
def io_step(self, uy):
return self.reg.predict(
[uy])[0] if uy.ndim == 1 else self.reg.predict(uy)
from sklearn import linear_model
class Sklearn_io_linear(Sklearn_io):
def __init__(self, na, nb):
super(Sklearn_io_linear,
self).__init__(na, nb, linear_model.LinearRegression())
if __name__ == '__main__':
import numpy as np
from matplotlib import pyplot as plt
sys = deepSI.systems.Wiener_sysid_book()
sys_data = sys.apply_experiment(
System_data(u=np.random.normal(scale=0.1, size=400)))
sys = Sklearn_io_linear(na=2, nb=1)
sys.fit(sys_data)
# sys, score, kwargs = deepSI.fit_systems.fit_system_tuner(Sklearn_io_linear,sys_data,dict(na=range(1,10),nb=range(1,10)))
# print(score,kwargs)
# sys.apply_experiment(sys_data).plot()
# sys_data.plot(show=True)
print(f'len(sys_data)={len(sys_data)}')
plt.plot(sys.n_step_error(sys_data))
plt.show()
sys.one_step_ahead(sys_data).plot(show=True)
import deepSI
from deepSI.systems.system import System, System_deriv, System_data
import numpy as np
class Van_der_pol_oscillator(System_deriv):
"""docstring for Van_der_pol_oscillator"""
def __init__(self, dt=0.2,mu=2.5):
self.mu = mu
super(Van_der_pol_oscillator, self).__init__(nx=2,dt=dt)
def reset(self):
x = np.random.uniform(low=[-3,-3],high=[3,3],size=(2,))
for i in range(500):
x = self.f(x,0)
self.x = x
return self.h(self.x)
def h(self,x):
return x[0]
def deriv(self,state,u): #will be converted by Deriv system
x, y = state #unpack
xp = self.mu*(x-x**3/3-y)
yp = 1/self.mu*(x-u)
return np.array([xp,yp])
if __name__ == '__main__':
sys = Van_der_pol_oscillator()
sys_data = sys.apply_experiment(System_data(u=0*np.sin(np.linspace(0,2*np.pi*20,num=10000))))
sys_data[:1000].plot(show=True)
from deepSI.systems.system import System, System_deriv, System_data
import numpy as np
class Van_der_pol_oscillator(System_deriv):
"""docstring for Van_der_pol_oscillator"""
def __init__(self, dt=0.2, mu=2.5):
self.mu = mu
super(Van_der_pol_oscillator, self).__init__(nx=2, dt=dt)
def reset_state(self):
x = np.random.uniform(low=[-3, -3], high=[3, 3], size=(2, ))
for i in range(500):
x = self.f(x, 0)
self.x = x
def h(self, x, u):
return x[0]
def deriv(self, state, u): #will be converted by Deriv system
x, y = state #unpack
xp = self.mu * (x - x**3 / 3 - y)
yp = 1 / self.mu * (x - u)
return np.array([xp, yp])
if __name__ == '__main__':
sys = Van_der_pol_oscillator()
sys_data = sys.apply_experiment(
System_data(u=0 * np.sin(np.linspace(0, 2 * np.pi * 20, num=10000))))
sys_data[:1000].plot(show=True)
