diff --git a/example/notebooks/Sky luminance.ipynb b/example/notebooks/Sky luminance.ipynb index 7892bd3..a33e587 100644 --- a/example/notebooks/Sky luminance.ipynb +++ b/example/notebooks/Sky luminance.ipynb @@ -2,7 +2,7 @@ "cells": [ { "cell_type": "markdown", - "id": "37969f3a", + "id": "ce86e8d9", "metadata": {}, "source": [ "# Modelling sky luminance" @@ -10,7 +10,7 @@ }, { "cell_type": "markdown", - "id": "bc1597b3", + "id": "8a2bbf60", "metadata": {}, "source": [ "In this tutorial, we will show how astk can be used to model sky luminance, that is how to input natural light conditions for simulating light interception" @@ -18,8 +18,8 @@ }, { "cell_type": "code", - "execution_count": 32, - "id": "7f668bd7", + "execution_count": 1, + "id": "d4217984", "metadata": {}, "outputs": [], "source": [ @@ -30,7 +30,7 @@ }, { "cell_type": "markdown", - "id": "34b9cff9", + "id": "4869aec0", "metadata": {}, "source": [ "## Estimate sky irradiance" @@ -38,7 +38,7 @@ }, { "cell_type": "markdown", - "id": "c4d08f01", + "id": "63785182", "metadata": {}, "source": [ "By default , astk simulate one day long clear sky irradiance at Montpellier, the 21 of June 2000.\n", @@ -47,8 +47,8 @@ }, { "cell_type": "code", - "execution_count": 33, - "id": "9a425195", + "execution_count": 2, + "id": "451b1229", "metadata": {}, "outputs": [ { @@ -272,7 +272,7 @@ "2000-06-21 21:00:00+02:00 0.000000 14.846194 40.029084 " ] }, - "execution_count": 33, + "execution_count": 2, "metadata": {}, "output_type": "execute_result" } @@ -284,7 +284,7 @@ }, { "cell_type": "markdown", - "id": "49de7ca9", + "id": "be342dc1", "metadata": {}, "source": [ "## Estimate sky luminance" @@ -292,7 +292,7 @@ }, { "cell_type": "markdown", - "id": "3679a767", + "id": "e5edbe9d", "metadata": {}, "source": [ "* Sky luminance is estimated from sky irradiances, using Perez all weather sky model (R. Perez, R. Seals, J. Michalsky, \"All-weather model for sky luminance distribution—Preliminary configuration and validation\", Solar Energy, Volume 50, Issue 3, 1993, Pages 235-245)\n", @@ -302,19 +302,19 @@ }, { "cell_type": "code", - "execution_count": 34, - "id": "3de60ff5", + "execution_count": 3, + "id": "ede65060", "metadata": {}, "outputs": [], "source": [ "grid=sky_grid()\n", - "lum=sky_luminance(grid, 'all_weather', sky_irr)" + "lum=sky_luminance(grid, 'all_weather', sky_irr, 'MJ')" ] }, { "cell_type": "code", - "execution_count": 35, - "id": "cd773db5", + "execution_count": 4, + "id": "43f643de", "metadata": {}, "outputs": [ { @@ -334,7 +334,7 @@ }, { "cell_type": "markdown", - "id": "56e4e68f", + "id": "f481fae4", "metadata": {}, "source": [ "## Define sky discretisation" @@ -342,7 +342,7 @@ }, { "cell_type": "markdown", - "id": "d7b9eba6", + "id": "dad34005", "metadata": {}, "source": [ "Sky discretisation allow to split the sky in a limited number of direction for efficiency of light modelling.\n", @@ -351,13 +351,13 @@ }, { "cell_type": "code", - "execution_count": 36, - "id": "b4107571", + "execution_count": 9, + "id": "83710a79", "metadata": {}, "outputs": [ { "data": { - "image/png": "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", + "image/png": "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", "text/plain": [ "
" ] @@ -367,100 +367,98 @@ } ], "source": [ - "sectors = sky_turtle(16)\n", + "sectors = sky_turtle(46)\n", "# sectors=sky_dirs(30,30)\n", - "skylights, skymap = sky_map(grid, lum, sectors)\n", + "sky_sources, skymap = sky_map(grid, lum, sectors)\n", "show_sky(grid,skymap)" ] }, { "cell_type": "markdown", - "id": "53f412cd", + "id": "eb7577f3", "metadata": {}, "source": [ - "## Estimate normalised ligth sources and light energy" + "## ligth sources" ] }, { "cell_type": "markdown", - "id": "a74c987b", + "id": "f4360e2f", "metadata": {}, "source": [ - "light sources are given as elevation, azimuth, irradiance tuples, normalised by global horizontal irradiance over the considered period" + "##### light sources are given as elevation, azimuth, horizontal_irradiance tuples, either relative, mean absolute values or total energy sums, depeding on 'how' arg passed to sky_luminance function above" ] }, { "cell_type": "code", - "execution_count": 37, - "id": "d06710fc", + "execution_count": 10, + "id": "5673473a", "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "[(90.0, 0.0, 0.055656409336818494),\n", - " (89.0, 1.0, 0.0492460598900486),\n", - " (88.0, 2.0, 0.09029268282616403),\n", - " (87.0, 3.0, 0.07103702590687165),\n", - " (86.0, 4.0, 0.07109031672143143),\n", - " (85.0, 5.0, 0.08932458026884416),\n", - " (84.0, 6.0, 0.036699781202782965),\n", - " (83.0, 7.0, 0.07666293096915303),\n", - " (82.0, 8.0, 0.06638709997775812),\n", - " (81.0, 9.0, 0.07671032976934453),\n", - " (80.0, 10.0, 0.036779034802281174),\n", - " (79.0, 11.0, 0.047864811098967695),\n", - " (78.0, 12.0, 0.06805303708057643),\n", - " (77.0, 13.0, 0.04896869574239473),\n", - " (76.0, 14.0, 0.06771838256788859),\n", - " (75.0, 15.0, 0.04750882183867402)]" + "[(90.0, 180.0, 4.879035994167555),\n", + " (26.57, 0, 3.2164636009433014),\n", + " (26.57, 72, 6.741677538333301),\n", + " (26.57, 144, 4.976422695205944),\n", + " (26.57, 216, 4.983499343358137),\n", + " (26.57, 288, 6.684864947879642),\n", + " (52.62, 36, 3.6609001864694655),\n", + " (52.62, 108, 8.61094553147225),\n", + " (52.62, 180, 6.833812284672248),\n", + " (52.62, 252, 8.637236978233279),\n", + " (52.62, 324, 3.6711441035385506),\n", + " (10.81, 36, 6.926661656020445),\n", + " (10.81, 108, 9.500306990368838),\n", + " (10.81, 180, 6.949933978187525),\n", + " (10.81, 252, 9.451245439825021),\n", + " (10.81, 324, 6.874548739222334),\n", + " (69.16, 0, 3.5372257540589787),\n", + " (69.16, 72, 5.170847264281003),\n", + " (69.16, 144, 8.362858997159533),\n", + " (69.16, 216, 8.386508098929516),\n", + " (69.16, 288, 5.182986320748806),\n", + " (47.41, 0, 2.9458807246115803),\n", + " (47.41, 72, 5.676341428157471),\n", + " (47.41, 144, 6.568334707874635),\n", + " (47.41, 216, 6.575974739732604),\n", + " (47.41, 288, 5.683403349121264),\n", + " (31.08, 23.27, 3.700104010563599),\n", + " (31.08, 48.73, 4.807756918998104),\n", + " (31.08, 95.27, 8.680254657726842),\n", + " (31.08, 120.73, 6.968654710620995),\n", + " (31.08, 167.27, 5.197149012660052),\n", + " (31.08, 192.73, 5.199097566329893),\n", + " (31.08, 239.27, 6.981187640977006),\n", + " (31.08, 264.73, 8.604300068053707),\n", + " (31.08, 311.27, 4.79515804477163),\n", + " (31.08, 336.73, 3.694851696963338),\n", + " (9.23, 12.23, 5.675043504491871),\n", + " (9.23, 59.77, 8.197542272883604),\n", + " (9.23, 84.23, 9.72234505735404),\n", + " (9.23, 131.77, 7.40338674598132),\n", + " (9.23, 156.23, 6.608083298879978),\n", + " (9.23, 203.77, 6.607112941327224),\n", + " (9.23, 228.23, 7.398529323032476),\n", + " (9.23, 275.77, 9.58217117851824),\n", + " (9.23, 300.23, 8.063452939044476),\n", + " (9.23, 347.77, 5.664861958930275)]" ] }, - "execution_count": 37, + "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "azimuth, zenith,_,_,_=grid\n", - "sky_sources = 90 - zenith, azimuth, skylights\n", - "list(zip(*sky_sources))" - ] - }, - { - "cell_type": "markdown", - "id": "486601e8", - "metadata": {}, - "source": [ - "* Ligth energy can be computed to unscale the values by averaging over sky irradiances for irradiance estimates, or by summing I*dt for total energy estimate\n", - "* The following line compute mean pppfd (micromolPAR.m-2.s-1), and total energy over that day (MJ.m-2)" - ] - }, - { - "cell_type": "code", - "execution_count": 38, - "id": "89abef2b", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "(1109.4758088961805, 294.2401049406819)" - ] - }, - "execution_count": 38, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "sky_irr.ppfd.mean(), sky_irr.ghi.sum() * 3600 / 1e5" + "sky_sources" ] }, { "cell_type": "code", "execution_count": null, - "id": "40d9d31d", + "id": "203693d3", "metadata": {}, "outputs": [], "source": [] diff --git a/src/alinea/astk/meteorology/sky_luminance.py b/src/alinea/astk/meteorology/sky_luminance.py index dbd0e33..55a3cad 100644 --- a/src/alinea/astk/meteorology/sky_luminance.py +++ b/src/alinea/astk/meteorology/sky_luminance.py @@ -214,13 +214,14 @@ def all_weather_relative_luminance(grid, sun_zenith, sun_azimuth, clearness, bri return gradation * indicatrix -def sky_luminance(grid, sky_type='soc', sky_irradiance=None): +def sky_luminance(grid, sky_type='soc', sky_irradiance=None, how='relative'): """Normalised sky luminance map for different conditions, periods and sky types Args: sky_type (str): sky type, one of ('soc', 'uoc', 'clear_sky', 'sun_soc', 'blended', 'all_weather') - sky_irradiance: a datetime indexed dataframe specifying sky irradiances for the period, such as returned by - astk.sky_irradiance.sky_irradiance. Needed for all sky_types except 'uoc' and 'soc' + sky_irradianceadiance: a datetime indexed dataframe specifying sky irradiances for the period, such as returned by + astk.sky_irradianceadiance.sky_irradianceadiance. Needed for all sky_types except 'uoc' and 'soc' + lum : a string specifying how the luminance is expressed. Could be 'relative' (sum(lum=1)), 'Wm2', 'MJ' or 'PPFD' """ azimuth, zenith, az_c, z_c, w_c = grid @@ -232,7 +233,6 @@ def sky_luminance(grid, sky_type='soc', sky_irradiance=None): if sky_type in ('soc', 'uoc'): lum = w_c * cie_relative_luminance(grid=grid, type=sky_type) lum /= lum.sum() - return lum elif sky_type == 'clear_sky': for row in irrad.itertuples(): _lum = w_c * cie_relative_luminance(grid=grid, @@ -243,7 +243,6 @@ def sky_luminance(grid, sky_type='soc', sky_irradiance=None): _hi = sky_hi(grid, _lum) lum += (row.ghi / _hi * _lum) lum /= lum.sum() - return lum elif sky_type == 'all_weather': for row in irrad.itertuples(): brightness = all_weather_sky_brightness(row.dates, row.dhi, row.sun_zenith) @@ -257,7 +256,6 @@ def sky_luminance(grid, sky_type='soc', sky_irradiance=None): _hi = sky_hi(grid, _lum) lum += (row.ghi / _hi * _lum) lum /= lum.sum() - return lum elif sky_type == 'sun_soc': lum = w_c * cie_relative_luminance(grid=grid, type='soc') # scale to total luminance of sky @@ -269,7 +267,6 @@ def sky_luminance(grid, sky_type='soc', sky_irradiance=None): i, j = int(row.sun_zenith // dz), int(row.sun_azimuth // daz) lum[i, j] += row.dni lum /= lum.sum() - return lum elif sky_type == 'blended': soc = w_c * cie_relative_luminance(grid=grid, type='soc') for row in irrad.itertuples(): @@ -284,9 +281,18 @@ def sky_luminance(grid, sky_type='soc', sky_irradiance=None): _hi = sky_hi(grid, _lum) lum += (row.ghi / _hi * _lum) lum /= lum.sum() - return lum else: raise ValueError('undefined sky type: ' + sky_type) + + if how == 'PPFD': + lum *= sky_irradiance.ppfd.mean() + elif how == 'Wm2': + lum *= sky_irradiance.ghi.mean() + elif how == 'MJ': + lum *= sky_irradiance.ghi.sum() * 3600 / 1e5 + else: + pass + return lum diff --git a/src/alinea/astk/sky_map.py b/src/alinea/astk/sky_map.py index 04a0002..6a0d262 100644 --- a/src/alinea/astk/sky_map.py +++ b/src/alinea/astk/sky_map.py @@ -80,7 +80,9 @@ def _polar(az, z): smap = numpy.zeros_like(luminance_map) for i, w in enumerate(slum): smap[targets==i] = w - return slum, smap + elevation, azimuth= zip(*directions) + sky_sources = list(zip(elevation, azimuth, slum)) + return sky_sources, smap def show_sky(grid, sky, cmap='jet', shading='flat'):