diff --git a/bifacialvf/__init__.py b/bifacialvf/__init__.py index 9c9c766..569f63f 100644 --- a/bifacialvf/__init__.py +++ b/bifacialvf/__init__.py @@ -3,3 +3,4 @@ from vf import getSkyConfigurationFactors, trackingBFvaluescalculator, rowSpacing # helper functions from sun import hrSolarPos, perezComp, solarPos, sunIncident # solar position and value from loadVFresults import loadVFresults # utility for reading result files +from readepw import readepw diff --git a/bifacialvf/bifacialvf.py b/bifacialvf/bifacialvf.py index e01f2c0..ee6a864 100644 --- a/bifacialvf/bifacialvf.py +++ b/bifacialvf/bifacialvf.py @@ -31,14 +31,43 @@ from vf import getSkyConfigurationFactors, trackingBFvaluescalculator, rowSpacing from sun import hrSolarPos, perezComp, solarPos, sunIncident import pandas as pd +from readepw import readepw - -def simulate(TMYtoread, writefiletitle, beta = 0, sazm = 180, C = 0.5, D = None, +def simulate(TMYtoread=None, writefiletitle=None, beta = 0, sazm = 180, C = 0.5, D = None, rowType = 'interior', transFactor = 0.01, cellRows = 6, PVfrontSurface = 'glass', PVbackSurface = 'glass', albedo = 0.2, - tracking = False, backtrack = True, rtr = None, Cv = None, offset = 0, max_angle = 45): - + tracking = False, backtrack = True, rtr = None, max_angle = 45): + ''' + + Description + ----------- + Main function to run the bifacialvf routines + + Parameters + ---------- + TMYtoread: TMY3 .csv weather file, which can be downloaded at http://rredc.nrel.gov/solar/old_data/nsrdb/1991-2005/tmy3/by_state_and_city.html + Also .epw weather files, which can be downloaded here: https://energyplus.net/weather and here: http://re.jrc.ec.europa.eu/pvg_tools/en/tools.html#TMY + + writefiletitle: name of output file + beta: tilt angle in degrees. Not used for tracking + sazm: surface azimuth orientation in degrees east of north. For tracking this is the tracker axis orientation + C: normalized ground clearance. For trackers, this is the module height at zero tilt + D: normalized gap between PV module rows. For trackers use rtr + rtr: row-to-row normalized distance. = 1/GCR + transFactor: PV module transmission fraction. Default 1% (0.01) + cellRows: Number of points along the module chord to return irradiance values. Default 6 (1-up landscape module) + max_angle: 1-axis tracking maximum limits of rotation + tracking, backtrack: boolean to enable 1-axis tracking and pvlib backtracking algorithm, respectively + + + Returns + ------- + none + ''' + + + if tracking == True: axis_tilt = 0 # algorithm only allows for zero north-south tilt with SAT #max_angle = 45 # maximum tracker rotation @@ -56,9 +85,21 @@ def simulate(TMYtoread, writefiletitle, beta = 0, sazm = 180, C = 0.5, D = None raise Exception('No row distance specified in either D or rtr') else: print('Warning: Gap D and rtr passed in. Using ' + ('rtr' if tracking else 'D') ) + if writefiletitle == None: + writefiletitle = "data/Output/TEST.csv" ## Read TMY3 data and start loop ~ - (myTMY3,meta)=pvlib.tmy.readtmy3(TMYtoread) + if TMYtoread is None: # if no file passed in, the readtmy3 graphical file picker will open. + (myTMY3,meta)=pvlib.tmy.readtmy3(TMYtoread) + elif TMYtoread.endswith('.csv') : + (myTMY3,meta)=pvlib.tmy.readtmy3(TMYtoread) + elif TMYtoread.endswith('.epw') : + (myTMY3,meta) = readepw(TMYtoread) + # rename different field parameters to match DNI, DHI, DryBulb, Wspd + myTMY3.rename(columns={'Direct normal radiation in Wh/m2':'DNI','Diffuse horizontal radiation in Wh/m2':'DHI','Dry bulb temperature in C':'DryBulb','Wind speed in m/s':'Wspd'}, inplace=True) + else: + raise Exception('Incorrect extension for TMYtoread. Either .csv (TMY3) .epw or None') + #myAxisTitles=myTMY3.axes noRows, noCols = myTMY3.shape lat = meta['latitude']; lng = meta['longitude']; tz = meta['TZ'] @@ -85,7 +126,7 @@ def simulate(TMYtoread, writefiletitle, beta = 0, sazm = 180, C = 0.5, D = None if tracking==False: ## Sky configuration factors are the same for all times, only based on geometry and row type - [rearSkyConfigFactors, frontSkyConfigFactors, ffConfigFactors] = getSkyConfigurationFactors(rowType, beta, C, D); ## Sky configuration factors are the same for all times, only based on geometry and row type + [rearSkyConfigFactors, frontSkyConfigFactors] = getSkyConfigurationFactors(rowType, beta, C, D); ## Sky configuration factors are the same for all times, only based on geometry and row type ## Create WriteFile and write labels at this time @@ -101,10 +142,10 @@ def simulate(TMYtoread, writefiletitle, beta = 0, sazm = 180, C = 0.5, D = None outputheader=['Latitude(deg)','Longitude(deg)', 'Time Zone','Tilt(deg)', 'PV Azimuth(deg)','GroundClearance(panel slope lengths)', 'Row-to-Row-Distance rtr', 'RowType(first interior last single)', 'TransmissionFactor(open area fraction)','CellRows(# hor rows in panel)', - 'PVfrontSurface(glass or AR glass)', 'PVbackSurface(glass or AR glass)', - 'CellOffsetFromBack(panel slope lengths)','Albedo', 'Tracking'] + 'PVfrontSurface(glass or ARglass)', 'PVbackSurface(glass or ARglass)', + 'Albedo', 'Tracking'] outputheadervars=[lat, lng, tz, beta, sazm, C, rtr, rowType, transFactor, cellRows, PVfrontSurface, - PVbackSurface, offset, albedo, tracking] + PVbackSurface, albedo, tracking] if tracking==True: @@ -138,7 +179,7 @@ def simulate(TMYtoread, writefiletitle, beta = 0, sazm = 180, C = 0.5, D = None sw.writerow(outputtitles) - ## Loop through file + ## Loop through file. TODO: replace this with for loop. rl = 0 while (rl < noRows): @@ -184,7 +225,6 @@ def simulate(TMYtoread, writefiletitle, beta = 0, sazm = 180, C = 0.5, D = None aazi = pd.Series([azm*180.0/math.pi], index =[myTimestamp]) azen = pd.Series([zen*180.0/math.pi], index =[myTimestamp]) - gcr=1/rtr trackingdata = pvlib.tracking.singleaxis(azen, aazi, axis_tilt, axis_azimuth, max_angle, backtrack, gcr) @@ -200,7 +240,7 @@ def simulate(TMYtoread, writefiletitle, beta = 0, sazm = 180, C = 0.5, D = None beta = -beta; [C, D] = trackingBFvaluescalculator(beta, hub_height, rtr) - [rearSkyConfigFactors, frontSkyConfigFactors, ffConfigFactors] = getSkyConfigurationFactors(rowType, beta, C, D); ## Sky configuration factors are the same for all times, only based on geometry and row type + [rearSkyConfigFactors, frontSkyConfigFactors] = getSkyConfigurationFactors(rowType, beta, C, D); ## Sky configuration factors are the same for all times, only based on geometry and row type @@ -245,7 +285,7 @@ def simulate(TMYtoread, writefiletitle, beta = 0, sazm = 180, C = 0.5, D = None # CALCULATE THE AOI CORRECTED IRRADIANCE ON THE BACK OF THE PV MODULE, #double[] backGTI = new double[cellRows]; - backGTI, aveGroundGHI = getBackSurfaceIrradiances(rowType, maxShadow, PVbackSurface, beta, sazm, dni, dhi, C, D, albedo, zen, azm, cellRows, pvBackSH, rearGroundGHI, frontGroundGHI, frontReflected, offset) + backGTI, aveGroundGHI = getBackSurfaceIrradiances(rowType, maxShadow, PVbackSurface, beta, sazm, dni, dhi, C, D, albedo, zen, azm, cellRows, pvBackSH, rearGroundGHI, frontGroundGHI, frontReflected, offset=0) inc, tiltr, sazmr = sunIncident(0, 180.0-beta, sazm-180.0, 45.0, zen, azm) # For calling PerezComp to break diffuse into components for gtiAllpc, iso_dif, circ_dif, horiz_dif, grd_dif, beam = perezComp(dni, dhi, albedo, inc, tiltr, zen) # Call to get components for the tilt @@ -300,8 +340,8 @@ def simulate(TMYtoread, writefiletitle, beta = 0, sazm = 180, C = 0.5, D = None rowType = "interior" # RowType(first interior last single) transFactor = 0.013 # TransmissionFactor(open area fraction) cellRows = 6 # CellRows(# hor rows in panel) <--> THIS ASSUMES LANDSCAPE ORIENTATION - PVfrontSurface = "glass" # PVfrontSurface(glass or AR glass) - PVbackSurface = "glass" # PVbackSurface(glass or AR glass) + PVfrontSurface = "glass" # PVfrontSurface(glass or ARglass) + PVbackSurface = "glass" # PVbackSurface(glass or ARglass) albedo = 0.62 # ground albedo diff --git a/bifacialvf/data/USA_VA_Richmond.Intl.AP.724010_TMY.epw b/bifacialvf/data/USA_VA_Richmond.Intl.AP.724010_TMY.epw new file mode 100644 index 0000000..35e4806 --- /dev/null +++ b/bifacialvf/data/USA_VA_Richmond.Intl.AP.724010_TMY.epw @@ -0,0 +1,8768 @@ +LOCATION,Richmond,VA,USA,TMY--13740,724010,37.50,-77.33,-5.0,54.0 +DESIGN CONDITIONS,1,Climate Design Data 2009 ASHRAE Handbook,,Heating,1,-8.4,-6.2,-17.8,0.8,-5,-15.3,1,-3.3,11.1,6.7,9.9,6.8,3.4,0,Cooling,7,10.4,34.9,24.5,33.5,24.1,32.1,23.5,25.9,31.9,25.3,31,24.7,29.9,4.5,230,24.4,19.5,28.5,23.8,18.7,27.7,23.2,18.1,27,80.2,32,77.4,31,75,30.1,739,Extremes,9.3,8.3,7.5,28.5,-13.2,36.9,3.5,1.6,-15.7,38,-17.7,38.9,-19.7,39.8,-22.2,40.9 +TYPICAL/EXTREME PERIODS,6,Summer - Week Nearest Max Temperature For Period,Extreme,6/29,7/ 5,Summer - Week Nearest Average Temperature For Period,Typical,7/20,7/26,Winter - Week Nearest Min Temperature For Period,Extreme,1/27,2/ 2,Winter - Week Nearest Average Temperature For Period,Typical,12/22,12/28,Autumn - Week Nearest Average Temperature For Period,Typical,10/13,10/19,Spring - Week Nearest Average Temperature For Period,Typical,5/ 3,5/ 9 +GROUND TEMPERATURES,3,.5,,,,8.29,4.74,3.78,4.61,9.41,14.78,19.83,23.49,24.56,22.84,18.70,13.48,2,,,,11.49,8.16,6.57,6.52,9.05,12.72,16.67,20.06,21.81,21.48,19.15,15.56,4,,,,13.57,10.99,9.40,8.91,9.85,11.99,14.64,17.25,19.00,19.42,18.42,16.32 +HOLIDAYS/DAYLIGHT SAVINGS,No,0,0,0 +COMMENTS 1,TMY-13740 -- WMO#724010 +COMMENTS 2, -- Ground temps produced with a standard soil diffusivity of 2.3225760E-03 {m**2/day} +DATA PERIODS,1,1,Data,Sunday, 1/ 1,12/31 +1955,1,1,1,60,?0?0E7_0E0?0?9D0?9?9?9?9?0?0?0?0?0?0?9?9?9?9,1.0,-0.1,92,101770,0,0,283,0,0,0,999900,999900,999900,99990,180,2.3,10,9,8.0,61000,0,999999909,0,0.0000,0,88,0.000,0.0,0.0 +1955,1,1,2,60,?0?0E7_0E0?0?9D0?9?9?9?9?0?0?0?0?0?0?9?9?9?9,2.5,0.8,89,101700,0,0,290,0,0,0,999900,999900,999900,99990,180,1.7,10,9,11.3,61000,0,999999999,0,0.0000,0,88,0.000,0.0,0.0 +1955,1,1,3,60,?0?0E7_0E0?0?9D0?9?9?9?9?0?0?0?0?0?0?9?9?9?9,3.7,2.6,93,101660,0,0,305,0,0,0,999900,999900,999900,99990,203,1.0,10,10,11.3,61000,0,999999999,0,0.0000,0,88,0.000,0.0,0.0 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A string can be + a relative file path, absolute file path, or url. + + Returns + ------- + Tuple of the form (data, metadata). + + data : DataFrame + A pandas dataframe with the columns described in the table + below. + + metadata : dict + The site metadata available in the file. + + Notes + ----- + + The returned structures have the following fields. + + ======================================================================= + Data field + ======================================================================= + Datetime data + Dry bulb temperature in Celsius at indicated time + Dew point temperature in Celsius at indicated time + Relative humidity in percent at indicated time + Atmospheric station pressure in Pa at indicated time + Extraterrestrial horizontal radiation in Wh/m2 + Extraterrestrial direct normal radiation in Wh/m2 + Horizontal infrared radiation intensity in Wh/m2 + Global horizontal radiation in Wh/m2 + Direct normal radiation in Wh/m2 + Diffuse horizontal radiation in Wh/m2 + Averaged global horizontal illuminance in lux during minutes preceding the indicated time + Direct normal illuminance in lux during minutes preceding the indicated time + Diffuse horizontal illuminance in lux during minutes preceding the indicated time + Zenith luminance in Cd/m2 during minutes preceding the indicated time + Wind direction at indicated time. N=0, E=90, S=180, W=270 + Wind speed in m/s at indicated time + Total sky cover at indicated time + Opaque sky cover at indicated time + Visibility in km at indicated time + Ceiling height in m + Present weather observation + Present weather codes + Precipitable water in mm + Aerosol optical depth + Snow depth in cm + Days since last snowfall + Albedo + Liquid precipitation depth in mm at indicated time + Liquid precipitation quantity + ======================================================================= + + =============== ====== =================== + key format description + =============== ====== =================== + altitude Float site elevation + latitude Float site latitudeitude + longitude Float site longitudeitude + Name String site name + State String state + TZ Float UTC offset + USAF Int USAF identifier + =============== ====== =================== + + S. Quoilin, October 2017 + Downloaded from PVLib issue tracker on 3/16/18 + https://github.com/pvlib/pvlib-python/issues/261 + ''' + import pandas as pd + def _interactive_load(): + import Tkinter + from tkFileDialog import askopenfilename + Tkinter.Tk().withdraw() #Start interactive file input + return askopenfilename() + + if filename is None: + try: + filename = _interactive_load() + except: + raise Exception('Interactive load failed. Tkinter not supported on this system. Try installing X-Quartz and reloading') + + head = ['dummy0', 'Name', 'dummy1', 'State', 'dummy2', 'USAF', 'latitude', 'longitude', 'TZ', 'altitude'] + + csvdata = open(filename, 'r') + + # read in file metadata + temp = dict(zip(head, csvdata.readline().rstrip('\n').split(","))) + + # convert metadata strings to numeric types + meta = {} + meta['Name'] = temp['Name'] + meta['State'] = temp['State'] + meta['altitude'] = float(temp['altitude']) + meta['latitude'] = float(temp['latitude']) + meta['longitude'] = float(temp['longitude']) + meta['TZ'] = float(temp['TZ']) + meta['USAF'] = int(temp['USAF']) + + + headers = ["year","month","day","hour","min","Dry bulb temperature in C","Dew point temperature in C","Relative humidity in percent","Atmospheric pressure in Pa","Extraterrestrial horizontal radiation in Wh/m2","Extraterrestrial direct normal radiation in Wh/m2","Horizontal infrared radiation intensity in Wh/m2","Global horizontal radiation in Wh/m2","Direct normal radiation in Wh/m2","Diffuse horizontal radiation in Wh/m2","Averaged global horizontal illuminance in lux during minutes preceding the indicated time","Direct normal illuminance in lux during minutes preceding the indicated time","Diffuse horizontal illuminance in lux during minutes preceding the indicated time","Zenith luminance in Cd/m2 during minutes preceding the indicated time","Wind direction. N=0, E=90, S=180, W=270","Wind speed in m/s","Total sky cover","Opaque sky cover","Visibility in km","Ceiling height in m","Present weather observation","Present weather codes","Precipitable water in mm","Aerosol optical depth","Snow depth in cm","Days since last snowfall","Albedo","Liquid precipitation depth in mm","Liquid precipitation quantity"] + Data = pd.read_csv(filename, skiprows=8,header=None) + del Data[5] + Data.columns = headers + Data.index = pd.to_datetime(Data[["year","month","day","hour"]]) + + Data = Data.tz_localize(int(meta['TZ']*3600)) + + return Data, meta \ No newline at end of file diff --git a/bifacialvf/vf.py b/bifacialvf/vf.py index 4d6a162..235ede4 100644 --- a/bifacialvf/vf.py +++ b/bifacialvf/vf.py @@ -127,7 +127,9 @@ def getBackSurfaceIrradiances(rowType, maxShadow, PVbackSurface, beta, sazm, dni index = 1; # Index to use with 1-degree hemispherical segment AOI correction factor array n2 = 1.300; # Index of refraction for ARglass - + else: + raise Exception("Incorrect text input for PVbackSurface. Must be glass or ARglass.") + Ro = math.pow((n2 - 1.0) / (n2 + 1.0), 2.0); # Reflectance at normal incidence, Duffie and Beckman p217 aveGroundGHI = 0.0; # Average GHI on ground under PV array for cases when x projection exceed 2*rtr @@ -471,6 +473,9 @@ def getFrontSurfaceIrradiances(rowType, maxShadow, PVfrontSurface, beta, sazm, d index = 1; # Index to use with 1-degree hemispherical segment AOI correction factor array n2 = 1.300; # Index of refraction for ARglass + else: + raise Exception("Incorrect text input for PVfrontSurface. Must be glass or ARglass.") + Ro = math.pow((n2 - 1.0) / (n2 + 1.0), 2.0); # Reflectance at normal incidence, Duffie and Beckman p217 aveGroundGHI = 0.0; # Average GHI on ground under PV array for cases when x projection exceed 2*rtr @@ -1012,7 +1017,7 @@ def getSkyConfigurationFactors(rowType, beta, C, D): # Returned Variables # rearSkyConfigFactors[100] Sky configuration factors to rear of leading PVmodule edge (decimal fraction) # frontSkyConfigFactors[100] Sky configuration factors to rear of leading PVmodule edge (decimal fraction) - # ffConfigFactors[100] Form factor for each of the ground segments (decimal fraction) + rearSkyConfigFactors = [] frontSkyConfigFactors = [] @@ -1026,7 +1031,7 @@ def getSkyConfigurationFactors(rowType, beta, C, D): C=0.0000000001 # Forced fix for case of C = 0. , which for some reason the Config Factors go from 1 to 2 and not 0 to 1. Todo: investigate why this is happening in the code. if C < 0: - print("ERROR: Height is below grond level. Function GetSkyConfigurationFactors will continue but results might be unreliable"); + print("ERROR: Height is below ground level. Function GetSkyConfigurationFactors will continue but results might be unreliable"); # Divide the row-to-row spacing into 100 intervals and calculate configuration factors @@ -1035,8 +1040,7 @@ def getSkyConfigurationFactors(rowType, beta, C, D): if (rowType == "interior"): x = -delta / 2.0; # Initialize horizontal dimension x to provide midpoint of intervals - beta6all=[] - ffConfigFactors=[] + #beta6all=[] for i in range(0,100): # (int i = 0; i <= 99; i++): @@ -1048,7 +1052,7 @@ def getSkyConfigurationFactors(rowType, beta, C, D): if (angB < 0.0): angB += math.pi; beta1 = max(angA, angB); - minibeta=min(angA,angB); + #minibeta=min(angA,angB); angA = math.atan((h + C) / (rtr + x1 - x)); if (angA < 0.0): @@ -1071,7 +1075,7 @@ def getSkyConfigurationFactors(rowType, beta, C, D): beta6 = math.atan((h + C) / (-D - x)); if (beta6 < 0.0): beta6 += math.pi; - beta6all.append(beta6*180/math.pi) + #beta6all.append(beta6*180/math.pi) sky1 =0; sky2 =0; sky3 =0; if (beta2 > beta1): sky1 = 0.5 * (math.cos(beta1) - math.cos(beta2)); @@ -1081,7 +1085,8 @@ def getSkyConfigurationFactors(rowType, beta, C, D): sky3 = 0.5 * (math.cos(beta5) - math.cos(beta6)); skyAll = sky1 + sky2 + sky3; - # Calculating Form Factors for PVSyst Comparison + # Calculating Form Factors for PVSyst Comparison - deprecated + ''' ff1 = 0; ff2 = 0; ff3 = 0 ff1 = 0.5 * (math.cos(beta4) - math.cos(beta5)); ff2 = (0.5 * (math.cos(beta2) - math.cos(beta3))); @@ -1100,6 +1105,7 @@ def getSkyConfigurationFactors(rowType, beta, C, D): ffConfigFactors.append(ffpanel) #import matplotlib.pyplot as plt #plt.plot(ffall); plt.ylim([0,1]) + ''' rearSkyConfigFactors.append(skyAll); # Save as arrays of values, same for both to the rear and front frontSkyConfigFactors.append(skyAll); @@ -1284,8 +1290,7 @@ def getSkyConfigurationFactors(rowType, beta, C, D): elif (rowType == "single"): - ffConfigFactors=0 # Haven't implemented it for this yet - + # RearSkyConfigFactors don't have a row to the rear ir front, combine sky1 into sky 2, set beta 3 = 0.0, # for sky3, beta6 = 180.0. x = -delta / 2.0; # Initialize horizontal dimension x to provide midpoint of intervals @@ -1358,7 +1363,7 @@ def getSkyConfigurationFactors(rowType, beta, C, D): else: print("ERROR: Incorrect row type not passed to function GetSkyConfigurationFactors "); - return rearSkyConfigFactors, frontSkyConfigFactors, ffConfigFactors; + return rearSkyConfigFactors, frontSkyConfigFactors; # End of GetSkyConfigurationFactors def rowSpacing(beta, sazm, lat, lng, tz, hour, minute): diff --git a/docs/bifacial viewfactor model - HOW TO USE.ipynb b/docs/bifacial viewfactor model - HOW TO USE.ipynb index 117b903..ed3805d 100644 --- a/docs/bifacial viewfactor model - HOW TO USE.ipynb +++ b/docs/bifacial viewfactor model - HOW TO USE.ipynb @@ -2,11 +2,20 @@ "cells": [ { "cell_type": "code", - "execution_count": null, - "metadata": { - "collapsed": false - }, - "outputs": [], + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "u'c:\\\\users\\\\cdeline\\\\documents\\\\python scripts\\\\bifacialvf public\\\\bifacialvf'" + ] + }, + "execution_count": 1, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "# STEP 1: Install and import the program\n", "#\n", @@ -23,7 +32,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 2, "metadata": { "collapsed": true }, @@ -31,7 +40,7 @@ "source": [ "#2. Set the Values of your test\n", "# Remember all values are normalized to your panel length (slope, which will equal 1).\n", - "# If your slope is different than 1 m, desired C and D (or Cv and rtr in tracking case) will need to be \n", + "# If your slope is different than 1 m, desired C and rtr (or D) will need to be \n", "# divided by the slope length.\n", "# i.e.: panel 1mx1.59m, in portrait mode means slope = 1.59. For a height C of 1m, C = 1/1.59. \n", "# For a rtr of 1.5m, D=0.51519/1.59 if beta tilt angle = 10 \n", @@ -40,7 +49,9 @@ "beta = 10 # PV tilt (deg)\n", "sazm = 180 # PV Azimuth(deg)\n", "C = 1 # GroundClearance(panel slope lengths)\n", - "D = 0.51519 # DistanceBetweenRows(panel slope lengths) this is NOT row to row spacing\n", + "rtr = 1.5 # row to row spacing in panel lengths. \n", + "GCR = 1.0/rtr # Ground Cover Ratio\n", + "\n", "TMYtoread = \"data/724010TYA.csv\" # VA Richmond\n", "writefiletitle = \"data/Output/test.csv\"\n", "\n", @@ -48,17 +59,12 @@ "rowType = \"interior\" # RowType(first interior last single)\n", "transFactor = 0.013 # TransmissionFactor(open area fraction)\n", "cellRows = 6 # CellRows(# hor rows in panel) This is the number of irradiance values returned along module chord\n", - "PVfrontSurface = \"glass\" # PVfrontSurface(glass or AR glass)\n", - "PVbackSurface = \"glass\" # PVbackSurface(glass or AR glass)\n", + "PVfrontSurface = \"glass\" # PVfrontSurface(glass or ARglass)\n", + "PVbackSurface = \"glass\" # PVbackSurface(glass or ARglass)\n", "albedo = 0.62 # ground albedo beneath system\n", "# 1-axis tracking instructions (optional)\n", "tracking=False\n", "backtrack=True # backtracking optimization as defined in pvlib\n", - "rtr = 1.5 # row to row spacing in panel lengths. This input is not used (D is used instead) except for in tracking\n", - "\n", - "\n", - "\n", - "\n", "\n" ] }, @@ -74,30 +80,54 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": { - "collapsed": false - }, - "outputs": [], + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " \n", + "********* \n", + "Running Simulation for TMY3: data/724010TYA.csv\n", + "Location: \"RICHMOND INTERNATIONAL AP\"\n", + "Lat: 37.517 Long: -77.317 Tz -5.0\n", + "Parameters: beta: 10 Sazm: 180 Height: 1 rtr separation: 1.5 Row type: interior Albedo: 0.62\n", + "Saving into data/Output/test.csv\n", + " \n", + " \n", + "Distance between rows for no shading on Dec 21 at 9 am solar time = 0.451287350654\n", + "Actual distance between rows = 0.515192246988\n", + " \n", + "Finished\n" + ] + } + ], "source": [ "#3. Call the function.\n", "\n", "\n", "\n", "bifacialvf.simulate(TMYtoread, writefiletitle, beta, sazm, \n", - " C, D, rowType=rowType, transFactor=transFactor, cellRows=cellRows,\n", + " C=C, rtr=rtr, rowType=rowType, transFactor=transFactor, cellRows=cellRows,\n", " PVfrontSurface=PVfrontSurface, PVbackSurface=PVbackSurface, albedo=albedo, \n", - " tracking=tracking, backtrack=backtrack, rtr=rtr)\n", + " tracking=tracking, backtrack=backtrack, )\n", " " ] }, { "cell_type": "code", - "execution_count": null, - "metadata": { - "collapsed": false - }, - "outputs": [], + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The bifacial ratio for ground clearance 1 and rtr spacing 1.5 is: 16.3%\n" + ] + } + ], "source": [ "#4. Load the results from the resultfile\n", "(data, metadata) = bifacialvf.loadVFresults(writefiletitle)\n", @@ -115,11 +145,30 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": { - "collapsed": false - }, - "outputs": [], + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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2bl3atGnDkSNH2L9/P9WqVcucgI1sySSoLMYkKON2wsLC6NatG7t27eKHPn0Y1aRJiq2m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\nqWEYaRUfH09oaCiRkZH89ttvlCtXLtntjkRtp/2IEQTkyMO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2lDTEv4qsg+n07duXiIiIZn3+1KlT8fT0JDv7EDs3Hm7WZ58pf+tu3tv6CRGx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\n86Z5T4mnKd8XZ2ayb8d2unXr6jqKMaYMnVX3LCa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+ "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# plot the rear irradiance distribution for a single point in time. 1999-07-06\n", "import matplotlib.pyplot as plt\n", @@ -163,65 +212,109 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Example of looping for a Site\n" + "# Example of 1-axis tracking\n" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 6, "metadata": { - "collapsed": false + "collapsed": true }, "outputs": [], "source": [ + "# tracker geometry options:\n", + "module_height = 4 # module portrait dimension in meters (2-up portrait 'module')\n", + "gcr = 0.35 # ground cover ratio, = module_height / pitch\n", + "albedo = 0.3 # ground albedo\n", + "hub_height = 2.5 # tracker height at 0 tilt in meters (hub height)\n", + "limit_angle = 45 # tracker rotation limit angle\n", "\n", - "albedoloop=[0.1, 0.2, 0.4, 0.62, 0.8]\n", - "Cloop=[0.15, 0.25, 0.5, 0.75, 1]\n", - "Rtrloop=[1.5, 1.75, 2, 2.25, 2.5, 3]\n", - "betaloop=[5, 10, 15, 20, 25, 30]\n", + "# Set mandatory variables\n", + "beta = 0 # Tracking doesn't allow tilted trackers at the moment.\n", + "sazm = 180 # PV Azimuth(deg) - tracker axis orientation for E-W tracked system.\n", + "C = hub_height / module_height # GroundClearance(panel slope lengths)\n", + "rtr = 1 / gcr # row to row spacing in panel lengths. \n", "\n", "\n", - "for ii in range (0, 4):\n", - " \n", - " if ii==0:\n", - " ctloop=albedoloop\n", - " ctlooptitle='albedo' \n", - " if ii==1:\n", - " ctloop=Cloop\n", - " ctlooptitle='height' \n", - " if ii==2:\n", - " ctloop=Rtrloop\n", - " ctlooptitle='rtr' \n", - " if ii==3:\n", - " ctloop=betaloop\n", - " ctlooptitle='beta'\n", - " \n", - " \n", - " for jj in range (0, len(ctloop)):\n", + "TMYtoread = \"data/724010TYA.csv\" # VA Richmond\n", + "writefiletitle = \"data/Output/1AxisTest.csv\"\n", "\n", - " # Base params\n", - " albedo=0.62\n", - " C=0.15\n", - " beta=10\n", - " rtr=1.5\n", - " D = 0.515192246987792\n", + "# Set optional variables. These are the default values\n", + "rowType = \"interior\" # RowType(first interior last single)\n", + "transFactor = 0.013 # TransmissionFactor(open area fraction)\n", + "cellRows = 6 # CellRows(# hor rows in panel) This is the number of irradiance values returned along module chord\n", + "PVfrontSurface = \"ARglass\" # PVfrontSurface(glass or ARglass)\n", + "PVbackSurface = \"glass\" # PVbackSurface(glass or ARglass)\n", + "# 1-axis tracking instructions (optional)\n", + "tracking=True\n", + "backtrack=True # backtracking optimization as defined in pvlib\n" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " \n", + "********* \n", + "Running Simulation for TMY3: data/724010TYA.csv\n", + "Location: \"RICHMOND INTERNATIONAL AP\"\n", + "Lat: 37.517 Long: -77.317 Tz -5.0\n", + "Parameters: beta: 0 Sazm: 180 Height: 0.625 rtr separation: 2.85714285714 Row type: interior Albedo: 0.3\n", + "Saving into data/Output/1AxisTest.csv\n", + " \n", + " \n", + "Distance between rows for no shading on Dec 21 at 9 am solar time = 0.0\n", + "Actual distance between rows = 1.85714285714\n", + " \n", + " ***** IMPORTANT --> THIS SIMULATION Has Tracking Activated\n", + "Backtracking Option is set to: True\n", + "Finished\n" + ] + } + ], + "source": [ + "#3. Call the function.\n", "\n", - " if ii==0:\n", - " albedo=ctloop[jj] \n", - " if ii==1:\n", - " C=ctloop[jj] \n", - " if ii==2:\n", - " D=rtr2D(beta, ctloop[jj])\n", - " if ii==3:\n", - " beta=ctloop[jj] \n", + "bifacialvf.simulate(TMYtoread, writefiletitle, beta, sazm, \n", + " C=C, rowType=rowType, transFactor=transFactor, cellRows=cellRows,\n", + " PVfrontSurface=PVfrontSurface, PVbackSurface=PVbackSurface, albedo=albedo, \n", + " tracking=True, backtrack=backtrack, rtr=rtr, max_angle = limit_angle)\n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The 1-axis tracked bifacial ratio for ground clearance 0.625 and row to row 2.85714285714 is: 10.2%\n", + "\n", + " *****\n" + ] + } + ], + "source": [ + "#4. Load the results from the resultfile\n", + "(data, metadata) = bifacialvf.loadVFresults(writefiletitle)\n", + "#print data.keys()\n", + "# calculate average front and back global tilted irradiance across the module chord in 6 points\n", + "data['GTIFrontavg'] = data[['No_1_RowFrontGTI', 'No_2_RowFrontGTI','No_3_RowFrontGTI','No_4_RowFrontGTI','No_5_RowFrontGTI','No_6_RowFrontGTI']].mean(axis=1)\n", + "data['GTIBackavg'] = data[['No_1_RowBackGTI', 'No_2_RowBackGTI','No_3_RowBackGTI','No_4_RowBackGTI','No_5_RowBackGTI','No_6_RowBackGTI']].mean(axis=1)\n", "\n", - " \n", - " writefiletitle=\"data/Output/\"+\"TestLoop_\"+str(ctlooptitle)+\"_\"+str(ctloop[jj])+\".csv\"\n", - " \n", - " \n", - " bifacialvf.simulate(TMYtoread, writefiletitle, beta, sazm, \n", - " C, D, rowType=rowType, transFactor=transFactor, cellRows=cellRows, \n", - " albedo=albedo, tracking=tracking, rtr=rtr, Cv=Cv)\n" + "# Print the annual bifacial ratio\n", + "frontIrrSum = data['GTIFrontavg'].sum()\n", + "backIrrSum = data['GTIBackavg'].sum()\n", + "print('The 1-axis tracked bifacial ratio for ground clearance {} and row to row {} is: {:.1f}%\\n\\n *****'.format(C,rtr,backIrrSum/frontIrrSum*100))\n" ] }, { @@ -235,7 +328,7 @@ "metadata": { "anaconda-cloud": {}, "kernelspec": { - "display_name": "Python [default]", + "display_name": "Python 2", "language": "python", "name": "python2" }, @@ -249,7 +342,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython2", - "version": "2.7.12" + "version": "2.7.14" } }, "nbformat": 4, diff --git a/setup.py b/setup.py index 68a1b8b..75a7690 100644 --- a/setup.py +++ b/setup.py @@ -26,7 +26,7 @@ # Versions should comply with PEP440. For a discussion on single-sourcing # the version across setup.py and the project code, see # https://packaging.python.org/en/latest/single_source_version.html - version='0.1.5', + version='0.1.6', description='Bifacial PV system evaluation using view factor method', long_description=long_description, @@ -97,7 +97,8 @@ package_data={ 'bifacialvf': ['data/722740TYA.CSV','data/723260TYA.CSV', 'data/723560TYA.CSV','data/724010TYA.CSV', - 'data/724666TYA.CSV','data/727930TYA.CSV'], + 'data/724666TYA.CSV','data/727930TYA.CSV', + 'data/USA_VA_Richmond.Intl.AP.724010_TMY.epw'], }, include_package_data=True, # Although 'package_data' is the preferred approach, in some case you may