{ "cells": [ { "cell_type": "code", "execution_count": 1, "metadata": { "collapsed": true }, "outputs": [], "source": [ "import numpy as np\n", "from scipy.fftpack import fft\n", "from scipy.fftpack import ifftshift, fftshift\n", "import matplotlib.pyplot as plt" ] }, { "cell_type": "code", "execution_count": 54, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "0.0046992481203\n" ] } ], "source": [ "N=1048\n", "w=5. #sirina otvora u mikronima\n", "lamb = 0.532 # microns\n", "z = 10000 # microns (= 10 mm)\n", "Fnum=w**2/(z*lamb)\n", "print (Fnum) #Fresnelov broj\n", "x=np.linspace(-50,50,N) #granice ravni otvora u mikrometirma \n", "u=np.zeros(x.size, dtype=\"complex128\") #definisemo kompleksno polje\n", "\n", "\n", "#u[np.logical_and(x>-w/2, x<= w/2)]=1.+0j #jednostruka pukotina Fraunhofer\n", "\n", "u[np.logical_and(x>-3*w,x<=-2*w)]=1.+0j\n", "u[np.logical_and(x>2*w,x<=3*w)]=1.+0j\n", "uf=u*np.exp(1j*np.pi*x**2/(lamb*z)) # Fresnel" ] }, { "cell_type": "code", "execution_count": 55, "metadata": {}, "outputs": [ { "data": { "image/png": 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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "#crtanje otvora\n", "plt.plot(x,np.abs(u),'.')\n", "plt.xlabel(r\"x-vrijednost, $\\mu m$\")\n", "plt.ylabel(r\"Amplituda polja, $V/ \\sqrt{\\mu m}$\")\n", "plt.ylim(0,1.5)\n", "plt.grid(True)\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 56, "metadata": {}, "outputs": [ { "data": { "image/png": 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/p8baZzzHHvvFRa4FrgWoqqqitrY2kcPToru72xfp8INMuRdR1SNTEO/evJ79\n21Lfiiwd96IsOMRh4OEnX2B5hX9Hfx4pU94XkyGT7kUiAeYjOPUfT4vIH3GKtpL5VDUA1XHP5wGN\nY+zTICJBoASn+Gs8xx6Tqt4O3A6wcuVKrampSeTwtKitrcUP6fCDTLkXe1t6iTz2NLOKQ7z34nem\n5TXScS8ead7EG+sbKJl3EjXnLUjpudMpU94XkyGT7sW4i8hU9SFV/RhOJ8ta4MtAlYj8l4i8N4HX\nfBlYLCKLRCQHJ2iNHHpmLXC1u3wl8JSqqrt+jdvKbBFOY4N1Cby2MSnx5uFuAE6cmRkV/DGxehhr\nqmwmQzKV/D2qeo+qXoaTg9gIvKWp8TGODwOfBx4DtgH3q+oWEblJRC53d7sDmCEidcBXYudX1S3A\n/cBW4I/A9aoaARCRX+NMfrZURBpE5DOJXpsx43UkwFQWepySxBzpC2MtycwkSKYn/xGq2gr8xH0k\nctwjjGh5pqo3xi33Ax8d49ibgZtHWX9VImkwZiLePOx8QZ9QkVk5mOG+MBZgTPrZkKrGJGG4iCyz\ncjCxvjD7WvuIWFNlk2YWYIxJwq5YDibDisjyc4LMKg4xGIna3DAm7SzAGJOgjt4hmrsHyMsOMLs4\n5HVyEra4ygmKbxzs9jglZqqzAGNMgt5sdr6YF1UUkJUBoyiPtHhmEQA7D3V5nBIz1VmAMSZBseKx\nTKt/iVni5mB2Wg7GpJkFGGMSNNxEObNakMXEisgsB2PSzQKMMQl644DzxXxShuZgTnKLyOoOddug\nlyatLMAYk6DtboA5ZXaxxylJTkleNrOKQ/QPRdlnLclMGlmAMSYBHX1D7G/vIzeYdaTTYiZabPUw\nZhJYgDEmATvc3MuSqiICGdiCLCbWkuwNq4cxaWQBxpgE7DjQCcDJs4o8TsnExFqSxeqTjEkHCzDG\nJGCb+4V8cobWv8Qsm+Okf0tjp8cpMVOZBRhjErC9aarkYIoIZglvHu6mdzDsdXLMFGUBxphxikT1\nSB3M0gwPMKHsAIuriogqbGuyXIxJDwswxozTrsPd9AxGmFMSoqIw1+vkTNipbjHZ5v0WYEx6WIAx\nZpw2NXQAsKK61OOUpMZp80oAeH1/h8cpMVOVBRhjxmnTvnYATp83NQLM8jlOgNlsAcakiQUYY8bp\ntQYnwKxwf/lnulNmF5ElsPNQN32DEa+TY6YgCzDGjMNAOMK2pi5E4NQpEmDyc4KcPKuYSFTZ5AZP\nY1LJAowx47CtqYvBSJQTKgooDmV7nZyUOWdhGQDr97R6nBIzFVmAMWYc1u1uAeCcheUepyS1VrrX\n8/KeNo9TYqYiCzDGjMOLu5y864TGAAAWo0lEQVRf+OeeMNUCjJODebW+jYgN3W9SzAKMMccRiSov\n73YDzKIZHqcmtWaX5DGvLI+ugfCRTqTGpIoFGGOOY2tjJ10DYRbMyGdOaZ7XyUm5VYucXNnzbzZ7\nnBIz1ViAMeY4nq07DMC5i6ZW8VjMRUsqAajdcdjjlJipxgKMMcfx1LZDALxz6UyPU5IeFy6uRATW\n7W6lZ8AGvjSpE/Q6AcZM1KHOfjbua6etd5C8nCCLZxZy8qwiRCY+IVhrzyCv7m0jJ5DFhe4v/amm\nvCCHM6pL2bC3neffbOE9y6pSct6Gtl62NHbS1jNIQW6QU2YXcWJlYUr+LyYzWIAxGSkaVR7etJ+7\nnq9n4763dhKcW5rHpy9YxP86dz6h7EDSr/P09kNE1Wk9Vpg7dT8uNUtmsmFvO49vPTChAKOqPLHt\nELc9XTfq/6W6PI8158znk29bQNEU6k9kRjd1PzFmyqpv6eHvHniNdW7nwPycAGfNL2N2SYiu/jCv\n7m1jf3sf3/rDVn75Yj3fufL0I/09EvX71xoBeG+KftX71ftPn8WtT7zBo68f4KYrTk0qKB/s7Oer\nD2zi2Z1OY4H8nAArF5ZTVZRLe98QG/a2s6+1j+88toM7ntvNV96zhI+vmk9WBk89bY7NAozJGNGo\ncs9L9Xz70e30DkaoKMzlq+9dwuVnzCE/J3jUfk9tP8S/P7adNw5281c/eYF/vmwZn3r7woSKZw51\n9fPMG4fJDgjvP31OOi7JN06aWcSpc4vZvL+Tp7cf4tLTZid0/Iu7WvjcL1+hrXeIsvxs/vbixaw5\nZz55OcOBKhJVnqtr5gdP7mR9fRv/9LvN/OG1Rm75yOksmFGQ6ksyPmCV/CYj7G/v46/vfIl/fngL\nvYMRPrBiDo9/+R2sWTX/qOACkJUlvHtZFb//wgX874tOIKrwzd9v5eu/20w4Eh33a/721f1E1anc\nLy/ISfUl+c4Hz5gLwL0v70vouEdfb+KTd6yjrXeICxdX8NiX38E15y86KrgABLKEi5ZU8sDfvI3b\nPn4WMwpyeHFXK5f+57P86qW9qFpHz6nGAozxNVXlvpf3csmtz/CXuhbKC3L40f86ix9cdSZlx/nS\nzw0GuOHSU/jPNWeQE8ziVy/t5f+7e/24WkoNhqP8/C97AFizqjoVl+J7Hz5rHrnBLP78xmHeODi+\nTpe/eLGe6371KoORKJ982wJ+fs0qZhaFjnmMiPD+02fz+Fcu4rLTZ9M7GOEfH3qda37+Mgc7+1Nx\nKcYnrIjMjFvfYIQ9LT209gzS2TdEIEvIzQ4wqzhEdXneW3ISE9XU0cc//vZ1nnb7Z6xePot//dCp\nCc8mecUZc5lXls9n73qZp3cc5q9+8gJ3fuocqorH/iJ8aEMDBzr7WTyzkJolU7N58kjlBTl8dOU8\nfvniXv6r9k1u/dgZY+6rqtz6xE6+/+ROAP7ukqVcV3NiQkWQ5QU5/PDjZ/He5Y388+82U7vjMO+9\n9Rn+9YOn8oEVqS2SDEei1Lf2cqhzgM7+IaJRJZQToCw/h4Uz8inNn/o5VC94FmBEZDXwn0AA+Jmq\n/tuI7bnA3cDZQAvwMVXd4267AfgMEAH+VlUfG885TWJaugdYX9/G+j2tvLynjc37OwgfY7yqEyoK\nOGtBGecuKqdm6Uwqi5KbVjgaVe5Zt5dbHt1O90CYkrxsbrpiOZevmJN0E9ezF5Tx2+vO55r/XseW\nxk4+dNtf+PmnV7Gkqugt+3b2D/Gdx3YA8Pl3nTStKqGvvfBE7n+5gYc27OcT583n7AVvbRwRiSo3\nPryZe17aS5bAtz98Gh87Z37Sr3n5ijmcu6icf/jNa9TuOMwXfr2BP209yLeuWJ70F/9gOMr6+lb+\nvOMwz9U1s/NgN4PHKB4ty89mRXUpZ88v4+wFZZwxvzTlP5imI0/uoIgEgNuA9wANwMsislZVt8bt\n9hmgTVVPEpE1wC3Ax0RkGbAGWA7MAZ4QkSXuMcc753ENRaIMhqMozq80BULBADnB9Jcmdg+EaWrv\no7GjnwMdfTS299PU0UdL9yBRNy0BEUrysinNz6G8IJvq8nyqy/NZUJ5PeUFO0l/Aqsru5p4jAWX9\nnjZ2NfcctU+WwImVBVQW5VKSl00kCv1DERrb+2ho62NXcw+7mnt48JUGRGDFvFLefcpMapbOZNns\n4uN+UUeiyisHw/zb959luzsu1nuXVfGtD556zNzGeC2qKOA3n3s7n717PRv2tvOR/3qen3zibN5+\nUsVRafj7B16juXuQlQvKuDzFv6T9bv6MfK59xwn88Ok6vnzfJh6+/vyjiiLbegb58v0bqd1xmNxg\nFj/8+Fkp6TdTVRzivz91Dr9et49//Z+t/H5TIy+82cLfXHQCHz93fMGroa2XZ95opnbHIf5S10zP\niEnU5pbmMbc0j+K8bAJZ0DsYoaV7kD0tPbT1DlG74/CR0QyCWcJp80pYtbCcVYvKWbmgnJL85JtV\nD0WiNLb3sa+1j72tvext7eVw1wB9Q2H6BiOEo0puMEAoO4uiUJDKohCzikNUFecyqyTEnJI8SvOz\n09qHKByJ0h8+OggHs4TcYFbSryteVKyJyNuAb6jqJe7zGwBU9dtx+zzm7vOCiASBA0Al8LX4fWP7\nuYcd85wjVSw6RWv+/g46+4fo6Buisy9M39DoM/vlBLIoDAUpyA1QHMqmJO/oR3HeW9eV5GWTlxNg\nYChKfzhC72CE5q4BDnUNcKirn4Od/TS29/NmYzMd4QBd/RPrRV2QE6C6PJ/5sccMJ/hUFuZSkBsk\nPyfAYDhK31CEtp5B9rb2Ut/Sy2v7O9i0r52OvqGjzhfKzuLM6jLOWVjGyoXlnDm/dMy+C0ORKNua\nOlm/p41ndh7m+TdbGIx7s5YX5HD+SRWsWljGiTMLmVuaR24wQGf/EHuae3h5Tyv/81oTjR1OGfzs\nkhA3XrYs4dZM49E/FOFL927kj1sOkB0QPn3+Ij545lyiqtz6+E6e2HaQotwga79wAYsqvGvdVFtb\nS01NzaS/bv9QhCt//Dyb93dy0sxC/uUDy5hfnk/tjsP84Kk6mrsHKMvP5sefOJtzT0j94J/1LT18\n9YFNR6YQKMoNcvoM+PD5y1k6q4iyghyiUaWlZ5A3DnaxZX8Hz9Y1s+vw0T+IllQVUrN0JhctqWRF\ndemY/ZhUlf3tfWzY284r9W2sr29la2Mn8Zl1EVhaVcSqReUsqSpiXlkes0vyyMsOkJudxWA4Ss9g\nmI7eIfa397G/zfnRta/NCSaN7X1MdLDqvOwAc0pDhKJ9nLpoLrNLQ8xxg2ZlUS65wSyyA1kEA8LA\nkPM57xuM0D0Qprl7gJbuQVp6BmjtGaS5e5CW7gE6+8N09Q/R1R+md4xZTbMDQmFukKJQNkWhIOUF\nOfzys+e9oqorj5dmrwLMlcBqVf2s+/yvgXNV9fNx+2x292lwn78JnIsTTF5U1V+66+8AHnUPO+Y5\nR8qdvVhnX/29o9ZliVM5LAJ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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "#analiticki rezultat\n", "y = np.arange(-10000, 10000, 1)\n", "F = np.sinc(w * y / (lamb*z))\n", "I = 1. / (lamb * z) * (w * F)**2\n", "\n", "plt.plot(y,I,linewidth = 2)\n", "plt.xlim((-5000, 5000))\n", "plt.xlabel(r\"x-vrijednost, $\\mu m$\")\n", "plt.ylabel(r\"Amplituda polja, $V/ \\sqrt{\\mu m}$\")\n", "\n", "plt.grid(True)\n", "plt.show()\n" ] }, { "cell_type": "code", "execution_count": 57, "metadata": {}, "outputs": [ { "data": { "image/png": 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mzxtjapyv/caYmIj8NOuRDYNgL5Yzxu5BJBLodhtKKTVCmSSIdw3w2LUjDWQkLJHUeRCW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\nWw9feXgdeR4X9y7fS11bD8F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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "(10.469999999999859, 0.09551098376313405)\n" ] } ], "source": [ "# FFT kompjutacija\n", "dx=x[1]-x[0] #rezolucija\n", "fs=1./dx #prostorna frekvencija\n", "f=(fs/N)*np.arange(0,N) #vrijednosti frekvencijaa (trebamo za crtanje)\n", "\n", "U=fft(ifftshift(u))*dx #mnozim sa dx zbog jedinica\n", "Uf=fft(ifftshift(uf))*dx\n", "# Plot the field up to the Nyquist frequency, fS / 2\n", "plt.plot(f, np.abs(U), linewidth = 1)\n", "plt.xlim((0, fs / 2))\n", "plt.xlabel(r'Spatial frequency, $\\mu m^{-1}$')\n", "plt.ylabel(r'Field amplitude, $V / \\sqrt{\\mu m}$')\n", "plt.grid(True)\n", "plt.show()\n", "print(fs,dx)\n" ] }, { "cell_type": "code", "execution_count": 58, "metadata": {}, "outputs": [ { "data": { "image/png": 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pUIJUgFtqxSziYoE4WBVuKCteUms5YW5F6rxYZHwpd0MFvk+TRGJj1LJQGoN6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\n6RyfX0ur20VfplosvDifIVPLDRVZGzX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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "#MALO SREDJIVANJA\n", "xPrime = np.hstack((f[-(f.size/2):] - fs, f[0:f.size/2])) * lamb * z\n", "\n", "UU=fftshift(U*np.conj(U))/(lamb*z)\n", "UU=UU/UU.max() #normiranje na 1\n", "Uf=fftshift(Uf*np.conj(Uf))/(lamb*z)\n", "Uf=Uf/Uf.max()\n", "\n", "#plt.plot(xPrime, np.abs(IrradFFT), '.', label = 'FFT')\n", "plt.plot(xPrime, UU, label = 'FFT-fraunhofer')\n", "plt.plot(xPrime, Uf, label = 'FFT-fresnel')\n", "plt.xlim((-5000, 5000))\n", "plt.xlabel(r'x-position, $\\mu m$')\n", "plt.ylabel(r'Power density, $V^2 / \\mu m$')\n", "plt.grid(True)\n", "plt.legend()\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 59, "metadata": {}, "outputs": [ { "data": { "image/png": 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hIsXGmBO6XDJFKVDcHWcfC+ylym9vyBizCHU4U577nNp9VilEclUWDcaY77hXiEhRF8qj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\nLSzx1zPjtIsoLe2TdPzKze3sLNl21M+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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# USPOREDBA SA TEORIJSKOM\n", "UUtheory=1./(lamb*z)*(w*np.sinc(xPrime*w/(lamb*z)))**2\n", "UUtheory=UUtheory/UUtheory.max() #normiranje na 1\n", "\n", "plt.plot(xPrime, np.abs(UUtheory), '.', label = 'FFTtheory')\n", "plt.plot(xPrime, UU, label = 'FFT')\n", "plt.xlim((-5000, 5000))\n", "plt.xlabel(r'x-position, $\\mu m$')\n", "plt.ylabel(r'Power density, $V^2 / \\mu m$')\n", "plt.grid(True)\n", "plt.legend()\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 60, "metadata": {}, "outputs": [ { "data": { "image/png": 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MbJ6ZzQM+DGw2s3WR887M7jezF8eaVlc6Pb//Co/+9nus2bK90kmprGzQGGks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\nDzDOOedKwgOMc865kvj/wlVJ1k9BiYMAAAAASUVORK5CYII=\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "#ODSTUPANJE\n", "\n", "plt.plot(xPrime, np.abs(UUtheory), '.', label = 'FFTtheory')\n", "plt.plot(xPrime, UU, label = 'FFT')\n", "plt.xlim((-500, 500))\n", "plt.ylim((0.8,1.0))\n", "plt.xlabel(r'x-position, $\\mu m$')\n", "plt.ylabel(r'Power density, $V^2 / \\mu m$')\n", "plt.grid(True)\n", "plt.legend()\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 61, "metadata": {}, "outputs": [ { "data": { "image/png": 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OpOYsdzlSGv6kqWoDzkBMDujAKnMekpli35eUHyYKShWSGUZo60rkmuuQ4PA0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\nTkSuQmCC\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# GRESKE\n", "\n", "percentError = np.abs((UUtheory - UU) / UUtheory) * 100\n", "\n", "plt.semilogy(xPrime, percentError)\n", "plt.xlabel(r'x-position, $\\mu m$')\n", "plt.ylabel('Percent error')\n", "plt.xlim((-20000, 20000))\n", "plt.grid(True)\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": true }, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 62, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([ 0.+0.j, 0.+0.j, 0.+0.j, ..., 0.+0.j, 0.+0.j, 0.+0.j])" ] }, "execution_count": 62, "metadata": {}, "output_type": "execute_result" } ], "source": [ "IU=np.zeros((UU.size/6,UU.size), dtype=\"complex128\")\n", "IU[173]" ] }, { "cell_type": "code", "execution_count": 63, "metadata": {}, "outputs": [], "source": [ "for a in range (0,N-1):\n", " A=UU[a]\n", " for b in range (0,N/6-1):\n", " IU[b][a]=A" ] }, { "cell_type": "code", "execution_count": 64, "metadata": {}, "outputs": [ { "data": { "image/png": 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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.imshow(np.abs(IU))\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": true }, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 2 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython2", "version": "2.7.14" } }, "nbformat": 4, "nbformat_minor": 2 }