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zG_26U)XwW-DOsfr)&N0yi^!l-sVmtdZHH#dxdgdYQmj#l1re z-w2wz#zt*GGEb8L`tMW78XsbI!K_~wI>?;^AYqGU55;CpPaFxi!cU5f1z@Yqx;FZM Y0TOpf&>fz!vj6}907*qoM6N<$f(d)(F#rGn literal 0 HcmV?d00001 diff --git a/sat.py b/sat.py index d6f2c97..ec65808 100644 --- a/sat.py +++ b/sat.py @@ -1,7 +1,8 @@ from PIL import Image import requests from sat7_pointer import * -from numpy import np +import numpy as np +from tqdm import tqdm # Load Landsat 7 band 1, 2, 3 TIF images and create a composite image # from the three bands. @@ -14,17 +15,17 @@ from numpy import np # # The composite image is saved as a PNG file. -band1 = Image.open('LE07_L1TP_177025_20210723_20210818_02_T1_B1.TIF') -band2 = Image.open('LE07_L1TP_177025_20210723_20210818_02_T1_B2.TIF') -band3 = Image.open('LE07_L1TP_177025_20210723_20210818_02_T1_B3.TIF') +band1 = Image.open("LE07_L1TP_177025_20210723_20210818_02_T1_B1.TIF") +band2 = Image.open("LE07_L1TP_177025_20210723_20210818_02_T1_B2.TIF") +band3 = Image.open("LE07_L1TP_177025_20210723_20210818_02_T1_B3.TIF") -composite = Image.merge('RGB', (band3, band2, band1)) +composite = Image.merge("RGB", (band3, band2, band1)) # Load corner coordinates of the image. # # The coordinates are stored in a MTL text file. -mtl_data = load_metadata('LE07_L1TP_177025_20210723_20210818_02_T1_MTL.txt') +mtl_data = load_metadata("LE07_L1TP_177025_20210723_20210818_02_T1_MTL.txt") # Fetch coordinates of a city. # @@ -35,14 +36,18 @@ mtl_data = load_metadata('LE07_L1TP_177025_20210723_20210818_02_T1_MTL.txt') # # # City is Belgorod, Russia. -url = 'http://nominatim.openstreetmap.org/search?q=Belgorod,+Russia&format=json' +url = "http://nominatim.openstreetmap.org/search?q=Belgorod,+Russia&format=json" response = requests.get(url) data = response.json() # Convert bounding box coordinates to image coordinates. -x0, y1 = lat_lot_to_pixel(data[0]['boundingbox'][0], data[0]['boundingbox'][2], mtl_data) -x1, y0 = lat_lot_to_pixel(data[0]['boundingbox'][1], data[0]['boundingbox'][3], mtl_data) +x0, y1 = lat_lot_to_pixel( + data[0]["boundingbox"][0], data[0]["boundingbox"][2], mtl_data +) +x1, y0 = lat_lot_to_pixel( + data[0]["boundingbox"][1], data[0]["boundingbox"][3], mtl_data +) print(x0, y0) print(x1, y1) @@ -51,7 +56,7 @@ print(composite.size) cropped = composite.crop((x0, y0, x1, y1)) -cropped.save('cropped.png') +cropped.save("cropped.png") ############################################################################### # LAB 2 @@ -60,7 +65,7 @@ cropped.save('cropped.png') # Load landsat band 4 TIF image. # Band 4 is near infrared. -band4 = Image.open('LE07_L1TP_177025_20210723_20210818_02_T1_B4.TIF') +band4 = Image.open("LE07_L1TP_177025_20210723_20210818_02_T1_B4.TIF") # Claculate the NDVI. # @@ -116,7 +121,8 @@ def get_color(value): else: return (0, 0, 0) -for x in range(ndvi.size[0]): + +for x in tqdm(range(ndvi.size[0]), desc="NDVI"): for y in range(ndvi.size[1]): r = red.getpixel((x, y)) nir = ndvi.getpixel((x, y)) @@ -125,7 +131,7 @@ for x in range(ndvi.size[0]): else: result.putpixel((x, y), get_color((nir - r) / (nir + r))) -result.save('ndvi.png') +result.save("ndvi.png") # Calculate FAPAR (Fraction of Absorbed Photosynthetically Active Radiation) @@ -133,28 +139,141 @@ result.save('ndvi.png') # # Bands 1, 3, 4 are used. -# Coefficients of polynominal g_0 -# l0,1 l0,2 l0,3 l0,4 l0,5 l0,6 -# 0.27505 0.35511 −0.004 −0.322 0.299 −0.0131 -l_0 = np.array([0.27505, 0.35511, -0.004, -0.322, 0.299, -0.0131]) +solar_zenith_angle = np.radians(float(mtl_data["SUN_ELEVATION"])) +sensor_zenith_angle = np.radians(0) +sun_sensor_relative_azimuth = np.radians(float(mtl_data["SUN_AZIMUTH"])) -# Coefficients of polynominal g_1 -# l1,1 l1,2 l1,3 l1,4 l1,5 l1,6 l1,7 l1,8 l1,9 l1,10 l1,11 -# −10.036 −0.019804 0.55438 0.14108 12.494 0 0 0 0 0 1.0 -l_1 = np.array([-10.036, -0.019804, 0.55438, 0.14108, 12.494, 0, 0, 0, 0, 0, 1.0]) +gain = [float(mtl_data["RADIANCE_MULT_BAND_" + str(i)]) for i in [1, 3, 4]] +offset = [float(mtl_data["RADIANCE_ADD_BAND_" + str(i)]) for i in [1, 3, 4]] -# Coefficients of polynominal g_2 -# l2,1 l2,2 l2,3 l2,4 l2,5 l2,6 l2,7 l2,8 l2,9 l2,10 -# 0.42720 0.069884 −0.33771 0.24690 −1.0821 −0.30401 −1.1024 −1.2596 −0.31949 −1.4864 -l_2 = np.array([0.42720, 0.069884, -0.33771, 0.24690, -1.0821, -0.30401, -1.1024, -1.2596, -0.31949, -1.4864]) +dsol = float(mtl_data["EARTH_SUN_DISTANCE"]) -l = [l_0, l_1, l_2] +pic = [0.643, 0.80760, 0.89472] +k = [0.76611, 0.63931, 0.81037] +theta = [-0.10055, -0.06156, -0.03924] -# Function to calculate ratio of polynominals -def g_n(n, x, y): - if n == 0: - return l_0[0] * y - l_0[1] * x + l_0[2] / (l_0[3] - x)**2 + (l_0[4] - y)**2 + l_0[5] - if n == 1: - return l_1[0] +k = [0.63931,0.81037, 0.76611] +pic = [0.80760, 0.89472, 0.643] +theta = [-0.06156, -0.03924, -0.10055] - l[n][0] * (x + l[n][1])**2 + l[n][2] * (y + l[n][3])**2 + l[n][4] * x * y / l[n][5] * (x + l[n][6])**2 + l \ No newline at end of file +E0 = [1969, 1551, 1044] + +cosg = np.cos(solar_zenith_angle) * np.cos(sensor_zenith_angle) + np.sin( + solar_zenith_angle +) * np.sin(sensor_zenith_angle) * np.cos(sun_sensor_relative_azimuth) +G = ( + np.tan(solar_zenith_angle) ** 2 + + np.tan(sensor_zenith_angle) ** 2 + - 2 + * np.tan(solar_zenith_angle) + * np.tan(sensor_zenith_angle) + * np.cos(sun_sensor_relative_azimuth) +) ** 0.5 + + +polynoms = np.array( + [ + [0.27505, 0.35511, -0.004, -0.322, 0.299, -0.0131, 0, 0, 0, 0, 0], + [-10.036, -0.019804, 0.55438, 0.14108, 12.494, 0, 0, 0, 0, 0, 1], + [ + 0.42720, + 0.069884, + -0.33771, + 0.24690, + -1.0821, + -0.30401, + -1.1024, + -1.2596, + -0.31949, + -1.4864, + 0, + ], + ] +) + +blue = band1.copy().crop((x0, y0, x1, y1)) +red = band3.copy().crop((x0, y0, x1, y1)) +nir = band4.copy().crop((x0, y0, x1, y1)) +result = cropped.copy() + +f1 = [ + ((np.cos(solar_zenith_angle) * np.cos(sensor_zenith_angle)) ** (k[i] - 1)) + / (np.cos(solar_zenith_angle) + np.cos(sensor_zenith_angle)) ** (1 - k[i]) + for i in range(3) +] +f2 = [ + (1 - theta[i] ** 2) / (1 + 2 * theta[i] * cosg + theta[i] ** 2) ** (3 / 2) + for i in range(3) +] +f3 = [1 + (1 - pic[i]) / (1 + G) for i in range(3)] +F = [f1[i] * f2[i] * f3[i] for i in range(3)] + +def get_color_fapar(value, rho): + if (0 < rho[0] and rho[0] < 0.257752) \ + and (0 < rho[1] and rho[1] < 0.48407) \ + and (0 < rho[2] and rho[2] < 0.683928) \ + and (rho[0] <= rho[2]) \ + and (rho[2] >= 1.26826*rho[1]): + return get_color(value) + if (rho[0] <= 0) or (rho[1] <= 0) or (rho[2] <= 0): + return (0, 0, 0) + if (rho[0] >= 0.257752) or (rho[1] >= 0.48407) or (rho[2] >= 0.683928): + return (255, 255, 255) + if (0 < rho[0] and rho[0] < 0.257752) \ + and (0 < rho[1] and rho[1] < 0.48407) \ + and (0 < rho[2] and rho[2] < 0.683928) \ + and (rho[0] >= rho[2]): + return (0, 0, 255) + if (0 < rho[0] and rho[0] < 0.257752) \ + and (0 < rho[1] and rho[1] < 0.48407) \ + and (0 < rho[2] and rho[2] < 0.683928) \ + and (rho[0] <= rho[2]) \ + and (1.25*rho[1] > rho[2]): + return (255, 150, 150) + if (rho[1] < 0) or (rho[2] < 0): + return (0, 0, 0) + if value < 0 or value > 1: + return (0, 0, 0) + + return (int(180.0 * (1 - value)), 255, 255) + +for x in tqdm(range(result.size[0]), desc="FAPAR"): + for y in range(result.size[1]): + bands = [blue.getpixel((x, y)), red.getpixel((x, y)), nir.getpixel((x, y))] + + rho_i = [ + ( + (np.pi * (gain[i] * bands[i] + offset[i]) * dsol ** 2) + / (E0[i] * np.cos(sensor_zenith_angle)) + ) + / F[i] + for i in range(3) + ] + + g1 = ( + (polynoms[1, 0] * (rho_i[0] + polynoms[1, 1]) ** 2) + + (polynoms[1, 2] * (rho_i[1] + polynoms[1, 3]) ** 2) + + polynoms[1, 4] * rho_i[0] * rho_i[1] + ) / ( + polynoms[1, 5] * (rho_i[0] + polynoms[1, 6]) ** 2 + + polynoms[1, 7] * (rho_i[1] + polynoms[1, 8]) ** 2 + + polynoms[1, 9] * rho_i[0] * rho_i[1] + + polynoms[1, 10] + ) + g2 = ( + (polynoms[2, 0] * (rho_i[0] + polynoms[2, 1]) ** 2) + + (polynoms[2, 2] * (rho_i[2] + polynoms[2, 3]) ** 2) + + polynoms[2, 4] * rho_i[0] * rho_i[2] + ) / ( + polynoms[2, 5] * (rho_i[0] + polynoms[2, 6]) ** 2 + + polynoms[2, 7] * (rho_i[2] + polynoms[2, 8]) ** 2 + + polynoms[2, 9] * rho_i[0] * rho_i[2] + + polynoms[2, 10] + ) + FAPAR = ((polynoms[0, 0] * g2) - polynoms[0, 1] * g1 - polynoms[0, 2]) / ( + (polynoms[0, 3] - g1) ** 2 + (polynoms[0, 4] - g2) ** 2 + polynoms[0, 5] + ) + + result.putpixel((x, y), get_color_fapar(FAPAR, rho_i)) + +result.save('fapar.png')

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