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2004.273824 353.7145 +L 2004.273824 352.085 +L 2004.273824 350.4555 +L 2004.273824 350.25605 +L 2002.015101 349.491201 +L 2000.642391 348.826 +L 1998.740778 347.99414 +L 1996.711357 347.1965 +L 1995.129208 346.630619 +L 1993.207733 345.669918 +L 1992.950413 345.567 +L 1990.595396 344.706842 +L 1989.07124 343.9375 +L 1987.674687 343.291291 +L 1986.213375 342.738361 +L 1985.379845 342.308 +L 1983.997444 341.76146 +L 1982.141642 340.769186 +L 1982.0103 340.71718 +L 1981.937791 340.6785 +L 1979.716033 339.76335 +L 1978.419529 339.049 +L 1977.682105 338.732848 +L 1976.608596 338.121805 +L 1975.144759 337.4195 +L 1973.531245 336.69629 +L 1971.994218 335.79 +L 1971.07555 335.28229 +L 1969.610624 334.591926 +L 1968.908653 334.1605 +L 1966.657299 332.859311 +L 1966.042072 332.531 +L 1965.85806 332.438068 +L 1965.542505 332.232486 +L 1963.162208 330.9015 +L 1961.053297 329.579414 +L 1960.519452 329.272 +L 1960.009459 328.941823 +L 1957.861799 327.6425 +L 1956.719269 326.981972 +L 1955.399389 326.013 +L 1955.094701 325.830912 +L 1954.476414 325.363752 +L 1952.98277 324.3835 +L 1952.002442 323.654907 +L 1950.669086 322.754 +L 1950.132452 322.403811 +L 1948.943368 321.42999 +L 1948.515839 321.1245 +L 1948.273564 320.927241 +L 1946.327907 319.495 +L 1945.47718 318.886304 +L 1944.333802 317.8655 +L 1944.071169 317.670879 +L 1943.410322 317.061962 +L 1942.386156 316.236 +L 1941.910319 315.794244 +L 1940.484775 314.6065 +L 1939.794638 314.041831 +L 1938.744199 312.977 +L 1938.521114 312.787388 +L 1937.877277 312.111459 +L 1937.048207 311.3475 +L 1935.899103 310.300579 +L 1935.382058 309.718 +L 1934.489599 308.720318 +L 1933.853511 308.0885 +L 1933.507453 307.745927 +L 1932.451142 306.459 +L 1932.427462 306.434488 +L 1932.344231 306.328703 +L 1931.003471 304.8295 +L 1930.132724 303.851296 +L 1929.662531 303.2 +L 1928.947075 302.199527 +L 1928.43402 301.5705 +L 1928.123202 301.184107 +L 1927.309932 299.941 +L 1926.811186 299.163618 +L 1926.30052 298.461893 +L 1926.212198 298.3115 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265.7215 +L 1919.417513 265.173539 +L 1919.684561 264.092 +L 1919.815198 263.661159 +L 1920.170493 262.4625 +L 1920.674003 261.01092 +L 1920.735963 260.833 +L 1921.27814 259.469059 +L 1921.371831 259.2035 +L 1921.94259 257.769683 +L 1922.022271 257.574 +L 1922.576542 256.326884 +L 1922.752077 255.9445 +L 1923.265447 254.900269 +L 1923.565064 254.315 +L 1924.018805 253.507865 +L 1924.46558 252.6855 +L 1924.812154 252.096779 +L 1925.458559 251.056 +L 1925.672711 250.720716 +L 1926.549595 249.4265 +L 1926.811186 249.066824 +L 1927.640078 247.797 +L 1928.440874 246.647448 +L 1928.799961 246.1675 +L 1929.409292 245.402349 +L 1930.065736 244.538 +L 1930.501251 243.995236 +L 1931.445473 242.9085 +L 1932.344231 241.927209 +L 1932.769713 241.404306 +L 1932.880803 241.279 +L 1933.083913 241.061161 +L 1934.333853 239.6495 +L 1935.158729 238.820621 +L 1935.915363 238.02 +L 1936.356307 237.572069 +L 1937.637266 236.3905 +L 1937.877277 236.177538 +L 1938.972915 235.083669 +L 1939.330801 234.761 +L 1940.075993 234.113471 +L 1941.147564 233.1315 +L 1941.711351 232.631147 +L 1943.130339 231.502 +L 1943.203137 231.440983 +L 1943.410322 231.285835 +L 1945.087706 229.8725 +L 1946.165789 229.061006 +L 1947.196347 228.243 +L 1947.677414 227.870172 +L 1948.943368 227.002056 +L 1949.298764 226.718165 +L 1949.447095 226.6135 +L 1949.823083 226.354421 +L 1951.709365 224.984 +L 1952.51832 224.407335 +L 1954.205223 223.3545 +L 1954.287718 223.298929 +L 1954.476414 223.188138 +L 1956.692068 221.725 +L 1957.725141 221.052261 +L 1959.42389 220.0955 +L 1959.613625 219.978926 +L 1960.009459 219.769685 +L 1962.202955 218.466 +L 1963.315815 217.810233 +L 1965.255447 216.8365 +L 1965.355048 216.781293 +L 1965.542505 216.693326 +L 1968.362431 215.207 +L 1969.336459 214.694832 +L 1971.07555 213.930978 +L 1971.791688 213.5775 +L 1973.591276 212.68889 +L 1975.41979 211.948 +L 1976.608596 211.464547 +L 1979.359409 210.3185 +L 1980.504913 209.836478 +L 1982.141642 209.292291 +L 1983.776641 208.689 +L 1985.490996 208.045896 +L 1987.674687 207.426938 +L 1988.868686 207.0595 +L 1993.207733 205.899757 +L 1994.01197 205.66685 +L 1995.362223 205.43 +L 1998.740778 204.781439 +L 2001.821299 204.522777 +L 2004.273824 204.22689 +L 2004.273824 203.8005 +L 2004.273824 202.171 +L 2004.273824 201.162901 +L 2001.61782 201.323702 +L 1998.740778 201.449439 +L 1996.919206 201.634541 +L 1993.319996 202.171 +L 1993.207733 202.186507 +L 1989.707982 202.769812 +L 1987.674687 203.247772 +L 1986.558377 203.471743 +L 1985.333243 203.8005 +L 1983.521896 204.20699 +L 1982.141642 204.622459 +L 1980.653992 204.991882 +L 1979.287904 205.43 +L 1977.898982 205.810023 +L 1976.608596 206.26446 +L 1975.24721 206.658568 +L 1974.1439 207.0595 +L 1971.07555 208.151223 +L 1970.207454 208.433343 +L 1969.566834 208.689 +L 1965.542505 210.271042 +L 1965.419468 210.3185 +L 1963.063076 211.2178 +L 1961.470544 211.948 +L 1960.859029 212.198201 +L 1960.009459 212.613628 +L 1957.804522 213.5775 +L 1954.476414 215.184451 +L 1954.445371 215.197858 +L 1954.427312 215.207 +L 1954.359063 215.24156 +L 1951.082419 216.8365 +L 1948.943368 217.987861 +L 1948.325909 218.284156 +L 1947.998269 218.466 +L 1946.317135 219.322066 +L 1944.999073 220.0955 +L 1943.410322 221.03616 +L 1942.161411 221.725 +L 1940.991879 222.437239 +L 1939.417829 223.3545 +L 1938.905733 223.657384 +L 1937.877277 224.347931 +L 1936.810833 224.984 +L 1935.351088 225.869529 +L 1934.263102 226.6135 +L 1932.344231 227.950821 +L 1931.888232 228.243 +L 1930.313318 229.274389 +L 1929.494942 229.8725 +L 1928.695081 230.427313 +L 1927.302507 231.502 +L 1927.161997 231.605315 +L 1926.811186 231.891406 +L 1925.567996 232.765377 +L 1925.096733 233.1315 +L 1924.014929 233.937493 +L 1923.01171 234.761 +L 1921.27814 236.229512 +L 1921.068964 236.3905 +L 1919.63206 237.535224 +L 1919.074244 238.02 +L 1918.004397 238.984128 +L 1917.234514 239.6495 +L 1916.867461 239.980041 +L 1915.745094 241.075407 +L 1915.566938 241.226532 +L 1915.509652 241.279 +L 1914.206406 242.455351 +L 1913.739845 242.9085 +L 1912.920749 243.740279 +L 1912.104873 244.538 +L 1910.744633 246.010652 +L 1910.59426 246.1675 +L 1910.513631 246.256317 +L 1910.212049 246.609664 +L 1909.067918 247.797 +L 1908.13954 248.816139 +L 1907.612672 249.4265 +L 1906.79185 250.43376 +L 1906.269405 251.056 +L 1905.970402 251.436321 +L 1905.030561 252.6855 +L 1904.679003 253.185184 +L 1903.951594 254.100776 +L 1903.787334 254.315 +L 1903.54891 254.647816 +L 1902.60208 255.9445 +L 1902.098825 256.704371 +L 1901.514063 257.574 +L 1901.149804 258.164139 +L 1900.517753 259.2035 +L 1900.323297 259.55023 +L 1899.60819 260.833 +L 1899.145958 261.743715 +L 1898.793525 262.358707 +L 1898.733821 262.4625 +L 1898.658613 262.606025 +L 1897.888275 264.092 +L 1897.375356 265.200052 +L 1897.127224 265.7215 +L 1896.748987 266.645084 +L 1896.447113 267.351 +L 1896.17732 268.106227 +L 1895.844802 268.9805 +L 1895.487744 270.057856 +L 1895.31753 270.61 +L 1895.198159 271.07686 +L 1894.862894 272.2395 +L 1894.535477 273.597302 +L 1894.478827 273.869 +L 1894.440332 274.112678 +L 1894.163578 275.4985 +L 1894.146224 275.655562 +L 1893.915696 277.128 +L 1893.736379 278.721139 +L 1893.734022 278.7575 +L 1893.617698 280.385591 +L 1893.617672 280.387 +L 1893.612912 280.539551 +L 1893.561515 282.001364 +L 1893.560098 282.0165 +L 1893.575036 283.634846 +L 1893.574444 283.646 +L 1893.574294 283.657373 +L 1893.612912 284.376923 +L 1893.655749 285.2755 +L 1893.657811 285.288723 +L 1893.797175 286.905 +L 1893.981536 288.425939 +L 1894.003446 288.5345 +L 1894.032846 288.658172 +L 1894.275224 290.164 +L 1894.536112 291.521615 +L 1894.613414 291.7935 +L 1894.715974 292.118355 +L 1895.019162 293.423 +L 1895.312076 294.552091 +L 1895.49385 295.0525 +L 1895.737696 295.678256 +L 1896.039095 296.682 +L 1896.308782 297.517557 +L 1896.656732 298.3115 +L 1897.132835 299.348129 +L 1897.34881 299.941 +L 1897.530493 300.41676 +L 1898.117577 301.5705 +L 1898.228309 301.84075 +L 1898.965458 303.2 +L 1898.986014 303.247104 +L 1899.145958 303.525529 +L 1899.815933 304.8295 +L 1900.463781 306.070897 +L 1900.724786 306.459 +L 1901.11773 307.039693 +L 1901.714342 308.0885 +L 1902.141199 308.835892 +L 1902.787803 309.718 +L 1903.785694 311.084418 +L 1903.948441 311.3475 +L 1904.060452 311.529665 +L 1904.679003 312.315599 +L 1905.052278 312.867069 +L 1905.14668 312.977 +L 1906.010644 314.214327 +L 1906.357928 314.6065 +L 1906.936052 315.271208 +L 1907.661234 316.236 +L 1908.721724 317.426594 +L 1909.060261 317.8655 +L 1909.269229 318.143163 +L 1910.212049 319.131762 +L 1910.524752 319.495 +L 1911.556166 320.728653 +L 1911.973711 321.1245 +L 1912.730242 321.866116 +L 1913.525373 322.754 +L 1913.975459 323.275164 +L 1915.183102 324.3835 +L 1915.745094 324.920503 +L 1916.839781 326.013 +L 1917.817366 327.032209 +L 1918.554632 327.6425 +L 1919.997181 328.894754 +L 1920.383102 329.272 +L 1921.27814 330.045099 +L 1921.967164 330.69858 +L 1922.236649 330.9015 +L 1923.325052 331.928178 +L 1924.129694 332.531 +L 1924.768758 333.132502 +L 1926.14307 334.1605 +L 1926.811186 334.692027 +L 1927.756022 335.511743 +L 1928.160308 335.79 +L 1929.062169 336.452922 +L 1930.247988 337.4195 +L 1930.776709 337.88114 +L 1932.344231 338.969421 +L 1932.450316 339.049 +L 1933.901104 340.219996 +L 1934.617664 340.6785 +L 1935.48292 341.383646 +L 1936.910988 342.308 +L 1937.1647 342.517856 +L 1937.877277 342.987077 +L 1938.783028 343.670753 +L 1939.229885 343.9375 +L 1940.345099 344.664282 +L 1941.60845 345.567 +L 1942.100869 345.952638 +L 1943.410322 346.768285 +L 1943.836362 347.07103 +L 1944.060308 347.1965 +L 1944.650564 347.561755 +L 1946.522392 348.826 +L 1948.943368 350.373229 +L 1949.028279 350.430493 +L 1949.075477 350.4555 +L 1949.205462 350.532687 +L 1951.608958 352.085 +L 1952.434045 352.686484 +L 1954.210854 353.7145 +L 1954.476414 353.889926 +L 1956.788725 355.344 +L 1957.717174 356.019085 +L 1959.371976 356.9735 +L 1959.544315 357.110486 +L 1960.009459 357.406205 +L 1961.901494 358.603 +L 1962.917403 359.376101 +L 1964.33506 360.2325 +L 1965.542505 361.139004 +L 1966.244667 361.655211 +L 1966.602645 361.862 +L 1967.282404 362.374406 +L 1968.618091 363.4915 +L 1969.894167 364.773079 +L 1970.201646 365.121 +L 1970.318741 365.343883 +L 1971.07555 366.531207 +L 1971.228219 366.7505 +L 1971.56916 368.23463 +L 1971.609638 368.38 +L 1971.569 368.525323 +L 1971.221636 370.0095 +L 1971.07555 370.218063 +L 1970.309314 371.413341 +L 1970.189526 371.639 +L 1969.875292 371.99248 +L 1968.59991 373.2685 +L 1967.245493 374.396464 +L 1966.578263 374.898 +L 1966.228074 375.099902 +L 1965.542505 375.60196 +L 1964.306124 376.5275 +L 1963.424175 377.151355 +L 1961.868384 378.157 +L 1961.209976 378.510556 +L 1960.009459 379.329818 +L 1959.335254 379.7865 +L 1957.691317 380.7333 +L 1956.750122 381.416 +L 1954.476414 382.843224 +L 1954.254475 382.980138 +L 1954.169787 383.0455 +L 1952.405805 384.065199 +L 1951.567954 384.675 +L 1949.124946 386.251025 +L 1949.03482 386.3045 +L 1948.943368 386.361399 +L 1947.176191 387.413561 +L 1946.481318 387.934 +L 1945.441053 388.532057 +L 1944.020824 389.5635 +L 1943.410322 389.965521 +L 1942.072275 390.798941 +L 1941.568844 391.193 +L 1940.277244 392.115702 +L 1939.192651 392.8225 +L 1938.758142 393.081918 +L 1937.877277 393.746673 +L 1936.873764 394.452 +L 1935.457654 395.368913 +L 1934.583252 396.0815 +L 1932.474574 397.672614 +L 1932.418517 397.711 +L 1932.395006 397.725953 +L 1932.344231 397.766738 +L 1930.216631 399.3405 +L 1929.19808 400.043448 +L 1928.131714 400.97 +L 1926.811186 402.045149 +L 1926.280531 402.443221 +L 1926.114777 402.5995 +L 1924.749101 403.621709 +L 1924.104186 404.229 +L 1922.763208 405.421143 +L 1922.213644 405.8585 +L 1921.27814 406.694812 +L 1920.360471 407.488 +L 1919.142505 408.488549 +L 1918.534439 409.1175 +L 1917.802845 409.723514 +L 1916.821756 410.747 +L 1915.745094 411.82219 +L 1915.165422 412.3765 +L 1913.962756 413.481096 +L 1913.50976 414.006 +L 1912.709817 414.899899 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1976.608596 883.22669 +L 1980.731301 882.81535 +L 1982.141642 882.664362 +L 1982.833396 882.603724 +L 1985.514097 882.4 +L 1987.674687 882.225347 +L 1991.779784 881.979464 +L 1993.207733 881.904646 +L 1996.63948 881.781161 +L 1998.740778 881.714587 +L 2001.823098 881.678253 +L 2004.273824 881.652631 +L 2004.273824 880.7705 +L 2004.273824 879.141 +L 2004.273824 877.5115 +L 2004.273824 875.882 +L 2004.273824 874.2525 +L 2004.273824 872.623 +L 2004.273824 870.9935 +L 2004.273824 869.364 +L 2004.273824 867.7345 +L 2004.273824 866.105 +L 2004.273824 864.4755 +L 2004.273824 862.846 +L 2004.273824 861.2165 +L 2004.273824 860.557685 +L 2002.07941 860.570238 +L 1998.740778 860.591341 +L 1995.090991 860.661874 +L 1993.207733 860.695111 +L 1991.596986 860.74213 +L 1987.674687 860.869454 +L 1982.541956 861.098606 +L 1982.141642 861.11508 +L 1980.354844 861.2165 +L 1977.187976 861.387129 +L 1976.608596 861.422096 +L 1975.687154 861.487868 +L 1971.07555 861.794218 +L 1968.233774 862.009088 +L 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+1,96 @@ +''' +Jan Habscheid +Jan.Habscheid@rwth-aachen.de + +Solve the electrolitic diode for the backward bias case +''' +# import the src file needed to solve the system of equations +import sys +import os + + +# Add the src directory to the sys.path +src_path = os.path.join(os.path.dirname(os.path.abspath(__file__)), '../../..', 'src') +sys.path.insert(0, src_path) + +from ElectrolyticDiode import ElectrolyticDiode + +# Remove the src directory from sys.path after import +del sys.path[0] + +# Import plotting library +import matplotlib.pyplot as plt +import numpy as np + +# Parameter +phi_bias = 10 +Bias_type = 'BackwardBias' +g_phi = 5 +y_fixed = 0.01 +z_A = -1.0 +z_C = 1.0 +K = 'incompressible' +Lambda2 = 8.553e-6 +a2 = 7.5412e-4 +number_cells = [40, 400] +Lx = 2 +Ly = 10 +x0 = np.array([0, 0]) +x1 = np.array([Lx, Ly]) + +# Solver parameters +rtol = 1e-8 +relax_param = 0.05 +max_iter = 15_000 + +# Solve the system +y_A, y_C, phi, p, X, u = ElectrolyticDiode(Bias_type, phi_bias, g_phi, z_A, z_C, y_fixed, y_fixed, K, Lambda2, a2, number_cells, relax_param=relax_param, Lx=Lx, Ly=Ly, rtol=rtol, max_iter=max_iter, return_type='Extended') +x, y = X[0], X[1] +y_S = 1 - y_A - y_C + +# Plot results +levelsf = 10 +levels = 10 + +# y_A +plt.figure(figsize=(2, 4)) +c = plt.tricontourf(x, y, y_A, levelsf) +plt.colorbar(c) +plt.tricontour(x, y, y_A, levels, colors='black') +plt.title('$y_A$') +plt.show() + +# y_C +plt.figure(figsize=(2, 4)) +c = plt.tricontourf(x, y, y_C, levelsf) +plt.colorbar(c) +plt.tricontour(x, y, y_C, levels, colors='black') +plt.title('$y_C$') +plt.show() + +# y_S +plt.figure(figsize=(2, 4)) +c = plt.tricontourf(x, y, y_S, levelsf) +plt.colorbar(c) +plt.tricontour(x, y, y_S, levels, colors='black') +plt.title('$y_S$') +plt.show() + +# phi +plt.figure(figsize=(2, 4)) +c = plt.tricontourf(x, y, phi, levelsf) +plt.colorbar(c) +plt.tricontour(x, y, phi, levels, colors='black') +plt.title('$\\varphi$') +plt.show() + +# p +plt.figure(figsize=(2, 4)) +c = plt.tricontourf(x, y, p, levelsf) +plt.colorbar(c) +plt.tricontour(x, y, p, levels, colors='black') +plt.title('$p$') +plt.show() + +# Save the results +np.savez('../../Data/ElectrolyticDiode/BackwardBias.npz', phi_bias=phi_bias, g_phi=g_phi, y_fixed=y_fixed, z_A=z_A, z_C=z_C, K=K, Lambda2=Lambda2, a2=a2, number_cells=number_cells, Lx=Lx, Ly=Ly, x0=x0, x1=x1, solvation=0, rtol=rtol, relax_param=relax_param, max_iter=max_iter, y_A=y_A, y_C=y_C, y_S=y_S, phi=phi, p=p, x=x, y=y) diff --git a/examples/ReproducableCode/ElectrolyticDiode/ForwardBias.py b/examples/ReproducableCode/ElectrolyticDiode/ForwardBias.py new file mode 100644 index 0000000..23a8d6e --- /dev/null +++ b/examples/ReproducableCode/ElectrolyticDiode/ForwardBias.py @@ -0,0 +1,96 @@ +''' +Jan Habscheid +Jan.Habscheid@rwth-aachen.de + +Solve the electrolitic diode for the forward bias case +''' +# import the src file needed to solve the system of equations +import sys +import os + + +# Add the src directory to the sys.path +src_path = os.path.join(os.path.dirname(os.path.abspath(__file__)), '../../..', 'src') +sys.path.insert(0, src_path) + +from ElectrolyticDiode import ElectrolyticDiode + +# Remove the src directory from sys.path after import +del sys.path[0] + +# Import plotting library +import matplotlib.pyplot as plt +import numpy as np + +# Parameter +phi_bias = 10 +Bias_type = 'ForwardBias' +g_phi = 5 +y_fixed = 0.01 +z_A = -1.0 +z_C = 1.0 +K = 'incompressible' +Lambda2 = 8.553e-6 +a2 = 7.5412e-4 +number_cells = [40, 400] +Lx = 2 +Ly = 10 +x0 = np.array([0, 0]) +x1 = np.array([Lx, Ly]) + +# Solver parameters +rtol = 1e-8 +relax_param = 0.05 +max_iter = 15_000 + +# Solve the system +y_A, y_C, phi, p, X, u = ElectrolyticDiode(Bias_type, phi_bias, g_phi, z_A, z_C, y_fixed, y_fixed, K, Lambda2, a2, number_cells, relax_param=relax_param, Lx=Lx, Ly=Ly, rtol=rtol, max_iter=max_iter, return_type='Extended') +x, y = X[0], X[1] +y_S = 1 - y_A - y_C + +# Plot results +levelsf = 10 +levels = 10 + +# y_A +plt.figure(figsize=(2, 4)) +c = plt.tricontourf(x, y, y_A, levelsf) +plt.colorbar(c) +plt.tricontour(x, y, y_A, levels, colors='black') +plt.title('$y_A$') +plt.show() + +# y_C +plt.figure(figsize=(2, 4)) +c = plt.tricontourf(x, y, y_C, levelsf) +plt.colorbar(c) +plt.tricontour(x, y, y_C, levels, colors='black') +plt.title('$y_C$') +plt.show() + +# y_S +plt.figure(figsize=(2, 4)) +c = plt.tricontourf(x, y, y_S, levelsf) +plt.colorbar(c) +plt.tricontour(x, y, y_S, levels, colors='black') +plt.title('$y_S$') +plt.show() + +# phi +plt.figure(figsize=(2, 4)) +c = plt.tricontourf(x, y, phi, levelsf) +plt.colorbar(c) +plt.tricontour(x, y, phi, levels, colors='black') +plt.title('$\\varphi$') +plt.show() + +# p +plt.figure(figsize=(2, 4)) +c = plt.tricontourf(x, y, p, levelsf) +plt.colorbar(c) +plt.tricontour(x, y, p, levels, colors='black') +plt.title('$p$') +plt.show() + +# Save the results +np.savez('../../Data/ElectrolyticDiode/ForwardBias.npz', phi_bias=phi_bias, g_phi=g_phi, y_fixed=y_fixed, z_A=z_A, z_C=z_C, K=K, Lambda2=Lambda2, a2=a2, number_cells=number_cells, Lx=Lx, Ly=Ly, x0=x0, x1=x1, solvation=0, rtol=rtol, relax_param=relax_param, max_iter=max_iter, y_A=y_A, y_C=y_C, y_S=y_S, phi=phi, p=p, x=x, y=y) diff --git a/examples/ReproducableCode/ElectrolyticDiode/NoBias.py b/examples/ReproducableCode/ElectrolyticDiode/NoBias.py new file mode 100644 index 0000000..de82de3 --- /dev/null +++ b/examples/ReproducableCode/ElectrolyticDiode/NoBias.py @@ -0,0 +1,96 @@ +''' +Jan Habscheid +Jan.Habscheid@rwth-aachen.de + +Solve the electrolitic diode without a bias +''' +# import the src file needed to solve the system of equations +import sys +import os + + +# Add the src directory to the sys.path +src_path = os.path.join(os.path.dirname(os.path.abspath(__file__)), '../../..', 'src') +sys.path.insert(0, src_path) + +from ElectrolyticDiode import ElectrolyticDiode + +# Remove the src directory from sys.path after import +del sys.path[0] + +# Import plotting library +import matplotlib.pyplot as plt +import numpy as np + +# Parameter +phi_bias = 10 # Doesn't matter, as set to zero in the function +Bias_type = 'NoBias' +g_phi = 5 +y_fixed = 0.01 +z_A = -1.0 +z_C = 1.0 +K = 'incompressible' +Lambda2 = 8.553e-6 +a2 = 7.5412e-4 +number_cells = [40, 400] +Lx = 2 +Ly = 10 +x0 = np.array([0, 0]) +x1 = np.array([Lx, Ly]) + +# Solver parameters +rtol = 1e-8 +relax_param = 0.05 +max_iter = 15_000 + +# Solve the system +y_A, y_C, phi, p, X, u = ElectrolyticDiode(Bias_type, phi_bias, g_phi, z_A, z_C, y_fixed, y_fixed, K, Lambda2, a2, number_cells, relax_param=relax_param, Lx=Lx, Ly=Ly, rtol=rtol, max_iter=max_iter, return_type='Extended') +x, y = X[0], X[1] +y_S = 1 - y_A - y_C + +# Plot results +levelsf = 10 +levels = 10 + +# y_A +plt.figure(figsize=(2, 4)) +c = plt.tricontourf(x, y, y_A, levelsf) +plt.colorbar(c) +plt.tricontour(x, y, y_A, levels, colors='black') +plt.title('$y_A$') +plt.show() + +# y_C +plt.figure(figsize=(2, 4)) +c = plt.tricontourf(x, y, y_C, levelsf) +plt.colorbar(c) +plt.tricontour(x, y, y_C, levels, colors='black') +plt.title('$y_C$') +plt.show() + +# y_S +plt.figure(figsize=(2, 4)) +c = plt.tricontourf(x, y, y_S, levelsf) +plt.colorbar(c) +plt.tricontour(x, y, y_S, levels, colors='black') +plt.title('$y_S$') +plt.show() + +# phi +plt.figure(figsize=(2, 4)) +c = plt.tricontourf(x, y, phi, levelsf) +plt.colorbar(c) +plt.tricontour(x, y, phi, levels, colors='black') +plt.title('$\\varphi$') +plt.show() + +# p +plt.figure(figsize=(2, 4)) +c = plt.tricontourf(x, y, p, levelsf) +plt.colorbar(c) +plt.tricontour(x, y, p, levels, colors='black') +plt.title('$p$') +plt.show() + +# Save the results +np.savez('../../Data/ElectrolyticDiode/NoBias.npz', phi_bias=phi_bias, g_phi=g_phi, y_fixed=y_fixed, z_A=z_A, z_C=z_C, K=K, Lambda2=Lambda2, a2=a2, number_cells=number_cells, Lx=Lx, Ly=Ly, x0=x0, x1=x1, solvation=0, rtol=rtol, relax_param=relax_param, max_iter=max_iter, y_A=y_A, y_C=y_C, y_S=y_S, phi=phi, p=p, x=x, y=y) diff --git a/examples/Visualizations/ElectrolyticDiode.py b/examples/Visualizations/ElectrolyticDiode.py new file mode 100644 index 0000000..1ee4f5e --- /dev/null +++ b/examples/Visualizations/ElectrolyticDiode.py @@ -0,0 +1,99 @@ +''' +Jan Habscheid +Jan.Habscheid@rwth-aachen.de +''' + +import matplotlib.pyplot as plt +import numpy as np + + +# Load data +data_ForwardBias = np.load('../Data/ElectrolyticDiode/ForwardBias.npz') +y_A_Forward = data_ForwardBias['y_A'] +y_C_Forward = data_ForwardBias['y_C'] +y_S_Forward = data_ForwardBias['y_S'] +phi_Forward = data_ForwardBias['phi'] +p_Forward = data_ForwardBias['p'] +x_Forward = data_ForwardBias['x'] +y_Forward = data_ForwardBias['y'] + +data_BackwardBias = np.load('../Data/ElectrolyticDiode/BackwardBias.npz') +y_A_Backward = data_BackwardBias['y_A'] +y_C_Backward = data_BackwardBias['y_C'] +y_S_Backward = data_BackwardBias['y_S'] +phi_Backward = data_BackwardBias['phi'] +p_Backward = data_BackwardBias['p'] +x_Backward = data_BackwardBias['x'] +y_Backward = data_BackwardBias['y'] + +data_NoBias = np.load('../Data/ElectrolyticDiode/NoBias.npz') +y_A_NoBias = data_NoBias['y_A'] +y_C_NoBias = data_NoBias['y_C'] +y_S_NoBias = data_NoBias['y_S'] +phi_NoBias = data_NoBias['phi'] +p_NoBias = data_NoBias['p'] +x_NoBias = data_NoBias['x'] +y_NoBias = data_NoBias['y'] + +y_A_packed = [y_A_Forward, y_A_NoBias, y_A_Backward] +y_C_packed = [y_C_Forward, y_C_NoBias, y_C_Backward] +y_S_packed = [y_S_Forward, y_S_NoBias, y_S_Backward] +phi_packed = [phi_Forward, phi_NoBias, phi_Backward] +p_packed = [p_Forward, p_NoBias, p_Backward] +x_packed = [x_Forward, x_NoBias, x_Backward] +y_packed = [y_Forward, y_NoBias, y_Backward] + +# Plot +color_theme_potential = 'coolwarm' +color_theme_concentration = 'viridis' +color_theme_pressure = 'cividis' + +fig, axs = plt.subplots(nrows=3, ncols=5, figsize=(30, 30)) +labelsize = 30 +legend_width = 8 +levels_colorbar = 20 +levels_contour = 20 + +for bias, (y_A, y_C, y_S, phi, p, x, y) in enumerate(zip(y_A_packed, y_C_packed, y_S_packed, phi_packed, p_packed, x_packed, y_packed)): + c = axs[bias,0].tricontourf(x, y, phi, cmap=color_theme_potential, levels=np.linspace(np.min(phi),np.max(phi),levels_colorbar))#, extend="both") + # c.cmap.set_under('k') + c.set_clim(np.min(phi), np.max(phi)) + cbar = fig.colorbar(c, ax=axs[bias,0]) + cbar.ax.tick_params(labelsize=labelsize) + axs[bias,0].tricontour(x, y, phi, colors='black', levels=levels_contour) + axs[bias,0].tick_params(axis='both', labelsize=labelsize) + + vmap_concentrations = np.linspace(0, 1, levels_colorbar) + c = axs[bias,1].tricontourf(x, y, y_A, cmap=color_theme_concentration, vmin=np.min(y_A), vmax=np.max(y_A), levels=vmap_concentrations)#, extend='both') + # cbar = fig.colorbar(c, ax=axs[bias,1], boundaries=np.linspace(0,1,5)) + # cbar.solids.set_edgecolor("face") + # cbar.ax.tick_params(labelsize=labelsize) + axs[bias,1].tricontour(x, y, y_A, colors='black', levels=levels_contour) + axs[bias,1].tick_params(axis='both', labelsize=labelsize) + + c = axs[bias,2].tricontourf(x, y, y_C, cmap=color_theme_concentration, levels=vmap_concentrations) + # cbar = fig.colorbar(c, ax=axs[bias,2]) + # cbar.ax.tick_params(labelsize=labelsize) + axs[bias,2].tricontour(x, y, y_C, colors='black', levels=levels_contour) + axs[bias,2].tick_params(axis='both', labelsize=labelsize) + + c = axs[bias,3].tricontourf(x, y, y_S, cmap=color_theme_concentration, levels=vmap_concentrations) + cbar = fig.colorbar(c, ax=axs[bias,3]) + cbar.ax.tick_params(labelsize=labelsize) + axs[bias,3].tricontour(x, y, y_S, colors='black', levels=levels_contour) + axs[bias,3].tick_params(axis='both', labelsize=labelsize) + + c = axs[bias,4].tricontourf(x, y, p, cmap=color_theme_pressure, levels=np.linspace(np.min(p),np.max(p),levels_colorbar)) + cbar = fig.colorbar(c, ax=axs[bias,4]) + cbar.ax.tick_params(labelsize=labelsize) + axs[bias,4].tricontour(x, y, p, colors='black', levels=levels_contour) + axs[bias,4].tick_params(axis='both', labelsize=labelsize) + +axs[0,0].set_title('$\\varphi [-]$', fontsize=labelsize) +axs[0,1].set_title('$y_A [-]$', fontsize=labelsize) +axs[0,2].set_title('$y_C [-]$', fontsize=labelsize) +axs[0,3].set_title('$y_S [-]$', fontsize=labelsize) +axs[0,4].set_title('$p [-]$', fontsize=labelsize) +fig.tight_layout() +fig.savefig('../Figures/ElectrolyticDiode.svg') +fig.show() \ No newline at end of file diff --git a/src/ElectrolyticDiode.py b/src/ElectrolyticDiode.py index 647f6dd..c3a452b 100644 --- a/src/ElectrolyticDiode.py +++ b/src/ElectrolyticDiode.py @@ -19,7 +19,7 @@ import matplotlib.pyplot as plt from ufl import Measure from dolfinx.mesh import locate_entities, meshtags -def ElectrolyticDiode(Bias_type:str, phi_bias:float, z_A:float, z_C:float, y_A_bath:float, y_C_bath:float, K:float|str, Lambda2:float, a2:float, number_cells:list, solvation:float = 0, PoissonBoltzmann:bool=False, relax_param:float=None, Lx:float=2, Ly:float=10, rtol:float=1e-8, max_iter:float=500, return_type:str='Vector'): +def ElectrolyticDiode(Bias_type:str, phi_bias:float, g_phi:float, z_A:float, z_C:float, y_A_bath:float, y_C_bath:float, K:float|str, Lambda2:float, a2:float, number_cells:list, solvation:float = 0, PoissonBoltzmann:bool=False, relax_param:float=None, Lx:float=2, Ly:float=10, rtol:float=1e-8, max_iter:float=500, return_type:str='Vector'): ''' Solves the system of equations for the example of an electric diode @@ -33,6 +33,8 @@ def ElectrolyticDiode(Bias_type:str, phi_bias:float, z_A:float, z_C:float, y_A_b ForwardBias, NoBias, BackwardBias phi_bias : float Bias in φ + g_phi : float + Neumann boundary condition for φ z_A : float Charge number of species A z_C : float @@ -272,7 +274,7 @@ def ElectrolyticDiode(Bias_type:str, phi_bias:float, z_A:float, z_C:float, y_A_b if __name__ == '__main__': phi_bias = 10 - Bias_type = 'BackwardBias' # 'ForwardBias', 'NoBias', 'BackwardBias' + Bias_type = 'ForwardBias' # 'ForwardBias', 'NoBias', 'BackwardBias' g_phi = 5 y_fixed = 0.01 z_A = -1.0 @@ -297,7 +299,7 @@ if __name__ == '__main__': max_iter = 15_000 # Solve the system - y_A, y_C, phi, p, X = ElectrolyticDiode(Bias_type, phi_bias, z_A, z_C, y_fixed, y_fixed, K, Lambda2, a2, number_cells, solvation, PoissonBoltzmann, relax_param, Lx, Ly, rtol, max_iter, return_type='Vector') + y_A, y_C, phi, p, X = ElectrolyticDiode(Bias_type, phi_bias, g_phi, z_A, z_C, y_fixed, y_fixed, K, Lambda2, a2, number_cells, solvation, PoissonBoltzmann, relax_param, Lx, Ly, rtol, max_iter, return_type='Vector') x, y = X[0], X[1] y_S = 1 - y_A - y_C diff --git a/src/__pycache__/ElectrolyticDiode.cpython-312.pyc b/src/__pycache__/ElectrolyticDiode.cpython-312.pyc new file mode 100644 index 0000000000000000000000000000000000000000..dad1964dfbf36503e889f8555475934ccc30412c GIT binary patch literal 20992 zcmX@j%ge>Uz`$^C*^xAUQwD~|APx+xLm8hRure@AXGmd)Vn|_3Vaj2QVoG65Va{RB zWr<>81c|Zau;#KwvE{NyvFCC`apZDFae~EJbGUN3qqxCrwj7>Z-Y8x$n>~jwmp_U> 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