@@ -83,7 +83,7 @@ def to_int_dP_ATMOSPHERE_1976(Z, dT):
8383 return atm .g * atm .rho
8484
8585class ATMOSPHERE_1976 :
86- r''' US Standard Atmosphere 1976 class, which calculates `T`, `P`,
86+ r""" US Standard Atmosphere 1976 class, which calculates `T`, `P`,
8787 `rho`, `v_sonic`, `mu`, `k`, and `g` as a function of altitude above
8888 sea level. Designed to provide reasonable results up to an elevation
8989 of 86,000 m (0.4 Pa). The model is also valid under sea level, to
@@ -140,7 +140,7 @@ class ATMOSPHERE_1976:
140140 .. [3] Yager, Robert J. "Calculating Atmospheric Conditions (Temperature,
141141 Pressure, Air Density, and Speed of Sound) Using C++," June 2013.
142142 http://www.dtic.mil/cgi-bin/GetTRDoc?AD=ADA588839
143- '''
143+ """
144144
145145 def __init__ (self , Z , dT = 0.0 ):
146146 self .Z = Z
@@ -174,10 +174,10 @@ def __init__(self, Z, dT=0.0):
174174
175175 @staticmethod
176176 def _get_ind_from_H (H ):
177- r''' Method defined in the US Standard Atmosphere 1976 for determining
177+ r""" Method defined in the US Standard Atmosphere 1976 for determining
178178 the index of the layer a specified elevation is above. Levels are
179179 0, 11E3, 20E3, 32E3, 47E3, 51E3, 71E3, 84852 meters respectively.
180- '''
180+ """
181181 if H <= 0.0 :
182182 return 0
183183 for ind , Hi in enumerate (H_std ):
@@ -187,7 +187,7 @@ def _get_ind_from_H(H):
187187
188188 @staticmethod
189189 def thermal_conductivity (T ):
190- r''' Method defined in the US Standard Atmosphere 1976 for calculating
190+ r""" Method defined in the US Standard Atmosphere 1976 for calculating
191191 thermal conductivity of air as a function of `T` only.
192192
193193 .. math::
@@ -203,13 +203,13 @@ def thermal_conductivity(T):
203203 -------
204204 kg : float
205205 Thermal conductivity, [W/m/K]
206- '''
206+ """
207207 # 10**(-12./T) = exp(-12*log(10)/T) = -27.63102111...
208208 return 2.64638E-3 * T * sqrt (T )/ (T + 245.4 * exp (- 27.63102111592855 / T ))
209209
210210 @staticmethod
211211 def viscosity (T ):
212- r''' Method defined in the US Standard Atmosphere 1976 for calculating
212+ r""" Method defined in the US Standard Atmosphere 1976 for calculating
213213 viscosity of air as a function of `T` only.
214214
215215 .. math::
@@ -224,12 +224,12 @@ def viscosity(T):
224224 -------
225225 mug : float
226226 Viscosity, [Pa*s]
227- '''
227+ """
228228 return 1.458E-6 * T * sqrt (T )/ (T + 110.4 )
229229
230230 @staticmethod
231231 def density (T , P ):
232- r''' Method defined in the US Standard Atmosphere 1976 for calculating
232+ r""" Method defined in the US Standard Atmosphere 1976 for calculating
233233 density of air as a function of `T` and `P`. MW is defined as 28.9644
234234 g/mol, and R as 8314.32 J/kmol/K
235235
@@ -247,13 +247,13 @@ def density(T, P):
247247 -------
248248 rho : float
249249 Mass density, [kg/m^3]
250- '''
250+ """
251251 # 0.00348367635597379 = M0/R
252252 return P * 0.00348367635597379 / T
253253
254254 @staticmethod
255255 def sonic_velocity (T ):
256- r''' Method defined in the US Standard Atmosphere 1976 for calculating
256+ r""" Method defined in the US Standard Atmosphere 1976 for calculating
257257 the speed of sound in air as a function of `T` only.
258258
259259 .. math::
@@ -268,13 +268,13 @@ def sonic_velocity(T):
268268 -------
269269 c : float
270270 Speed of sound, [m/s]
271- '''
271+ """
272272 # 401.87... = gamma*R/MO
273273 return sqrt (401.87430086589046 * T )
274274
275275 @staticmethod
276276 def gravity (Z ):
277- r''' Method defined in the US Standard Atmosphere 1976 for calculating
277+ r""" Method defined in the US Standard Atmosphere 1976 for calculating
278278 the gravitational acceleration above earth as a function of elevation
279279 only.
280280
@@ -290,13 +290,13 @@ def gravity(Z):
290290 -------
291291 g : float
292292 Acceleration due to gravity, [m/s^2]
293- '''
293+ """
294294 x0 = (r0 / (r0 + Z ))
295295 return g0 * x0 * x0
296296
297297 @staticmethod
298298 def pressure_integral (T1 , P1 , dH ):
299- r''' Method to compute an integral of the pressure differential of an
299+ r""" Method to compute an integral of the pressure differential of an
300300 elevation difference with a base elevation defined by temperature `T1`
301301 and pressure `P1`. This is
302302 similar to subtracting the pressures at two different elevations,
@@ -319,7 +319,7 @@ def pressure_integral(T1, P1, dH):
319319 -------
320320 delta_P : float
321321 Pressure difference between the elevations, [Pa]
322- '''
322+ """
323323 # Compute the elevation to obtain the pressure specified
324324 H_ref = secant (H_for_P_ATMOSPHERE_1976_err , x0 = 10.0 , low = - 610.0 , high = 86000.0 , bisection = True , args = (P1 ,))
325325
@@ -331,7 +331,7 @@ def pressure_integral(T1, P1, dH):
331331
332332
333333class ATMOSPHERE_NRLMSISE00 :
334- r''' NRLMSISE 00 model for calculating temperature and density of gases in
334+ r""" NRLMSISE 00 model for calculating temperature and density of gases in
335335 the atmosphere, from ground level to 1000 km, as a function of time of year,
336336 longitude and latitude, solar activity and earth's geomagnetic disturbance.
337337
@@ -443,7 +443,7 @@ class ATMOSPHERE_NRLMSISE00:
443443 11, no. 7 (July 1, 2013): 394-406. doi:10.1002/swe.20064.
444444 .. [3] Natalia Papitashvili. "NRLMSISE-00 Atmosphere Model." Accessed
445445 November 27, 2016. http://ccmc.gsfc.nasa.gov/modelweb/models/nrlmsise00.php.
446- '''
446+ """
447447
448448 components = ['N2' , 'O2' , 'Ar' , 'He' , 'O' , 'H' , 'N' ]
449449 atrrs = ['N2_density' , 'O2_density' , 'Ar_density' , 'He_density' ,
@@ -518,7 +518,7 @@ def to_int_airmass(Z, c1, c2, angle_term, R_planet_inv, func):
518518 return rho * t3
519519
520520def airmass (func , angle , H_max = 86400.0 , R_planet = 6.371229E6 , RI = 1.000276 ):
521- r''' Calculates mass of air per square meter in the atmosphere using a
521+ r""" Calculates mass of air per square meter in the atmosphere using a
522522 provided atmospheric model. The lowest air mass is calculated straight up;
523523 as the angle is lowered to nearer and nearer the horizon, the air mass
524524 increases, and can approach 40x or more the minimum airmass.
@@ -565,7 +565,7 @@ def airmass(func, angle, H_max=86400.0, R_planet=6.371229E6, RI=1.000276):
565565 .. [1] Kasten, Fritz, and Andrew T. Young. "Revised Optical Air Mass Tables
566566 and Approximation Formula." Applied Optics 28, no. 22 (November 15,
567567 1989): 4735-38. https://doi.org/10.1364/AO.28.004735.
568- '''
568+ """
569569 delta0 = RI - 1.0
570570 rho0_inv = 1.0 / func (0.0 )
571571 angle_term = cos (radians (angle ))
@@ -582,7 +582,7 @@ def airmass(func, angle, H_max=86400.0, R_planet=6.371229E6, RI=1.000276):
582582
583583
584584def earthsun_distance (moment ):
585- r''' Calculates the distance between the earth and the sun as a function
585+ r""" Calculates the distance between the earth and the sun as a function
586586 of date and time. Uses the Reda and Andreas (2004) model described in [1]_,
587587 originally incorporated into the excellent
588588 `pvlib library <https://github.com/pvlib/pvlib-python>`_
@@ -644,7 +644,7 @@ def earthsun_distance(moment):
644644 .. [1] Reda, Ibrahim, and Afshin Andreas. "Solar Position Algorithm for
645645 Solar Radiation Applications." Solar Energy 76, no. 5 (January 1, 2004):
646646 577-89. https://doi.org/10.1016/j.solener.2003.12.003.
647- '''
647+ """
648648 from fluids .optional import spa
649649 delta_t = spa .calculate_deltat (moment .year , moment .month )
650650 import calendar
@@ -655,7 +655,7 @@ def earthsun_distance(moment):
655655
656656def solar_position (moment , latitude , longitude , Z = 0.0 , T = 298.15 , P = 101325.0 ,
657657 atmos_refract = 0.5667 ):
658- r''' Calculate the position of the sun in the sky. It is defined in terms of
658+ r""" Calculate the position of the sun in the sky. It is defined in terms of
659659 two angles - the zenith and the azimith. The azimuth tells where a sundial
660660 would see the sun as coming from; the zenith tells how high in the sky it
661661 is. The solar elevation angle is returned for convenience; it is the
@@ -766,7 +766,7 @@ def solar_position(moment, latitude, longitude, Z=0.0, T=298.15, P=101325.0,
766766 .. [2] "Navigation - What Azimuth Description Systems Are in Use? -
767767 Astronomy Stack Exchange."
768768 https://astronomy.stackexchange.com/questions/237/what-azimuth-description-systems-are-in-use?rq=1.
769- '''
769+ """
770770 import calendar
771771
772772 from fluids .optional import spa
@@ -788,7 +788,7 @@ def solar_position(moment, latitude, longitude, Z=0.0, T=298.15, P=101325.0,
788788
789789
790790def sunrise_sunset (moment , latitude , longitude ):
791- r''' Calculates the times at which the sun is at sunset; sunrise; and
791+ r""" Calculates the times at which the sun is at sunset; sunrise; and
792792 halfway between sunrise and sunset (transit).
793793
794794 Uses the Reda and Andreas (2004) model described in [1]_,
@@ -849,7 +849,7 @@ def sunrise_sunset(moment, latitude, longitude):
849849 .. [1] Reda, Ibrahim, and Afshin Andreas. "Solar Position Algorithm for
850850 Solar Radiation Applications." Solar Energy 76, no. 5 (January 1, 2004):
851851 577-89. https://doi.org/10.1016/j.solener.2003.12.003.
852- '''
852+ """
853853 import calendar
854854
855855 from fluids .optional import spa
@@ -909,7 +909,7 @@ def solar_irradiation(latitude, longitude, Z, moment, surface_tilt,
909909 extraradiation_method = 'spencer' ,
910910 airmass_model = 'kastenyoung1989' ,
911911 cache = None ):
912- r''' Calculates the amount of solar radiation and radiation reflected back
912+ r""" Calculates the amount of solar radiation and radiation reflected back
913913 the atmosphere which hits a surface at a specified tilt, and facing a
914914 specified azimuth.
915915
@@ -1031,7 +1031,7 @@ def solar_irradiation(latitude, longitude, Z, moment, surface_tilt,
10311031 .. [1] Will Holmgren, Calama-Consulting, Tony Lorenzo, Uwe Krien, bmu,
10321032 DaCoEx, mayudong, et al. Pvlib/Pvlib-Python: 0.5.1. Zenodo, 2017.
10331033 https://doi.org/10.5281/zenodo.1016425.
1034- '''
1034+ """
10351035 # Atmospheric refraction at sunrise/sunset (0.5667 deg is an often used value)
10361036 from fluids .optional .irradiance import get_absolute_airmass , get_relative_airmass , get_total_irradiance , ineichen
10371037
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