{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# DWCmod - dropwise condensation modeling\n", "A simple python implementation of thermodynamic models for dropwise condensation.\n", "\n", "This Jupyter notebook provides some examples for the plotting functions.\n", "Please refer to the corresponding [GitHub repository](https://github.com/JSablowski/DWCmod) for additional information." ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import DWC_plotting as DWC # import plotting functions" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Input Parameters\n", "Defining the input parameters for the calculation. The plots below can easily be changed by adjusting the input parameters and rerunning the script. Please refer to the [CoolProp documentation](http://www.coolprop.org/fluid_properties/PurePseudoPure.html#list-of-fluids) for a list of supported fluids." ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "inputParameters = {\"medium\":\"Water\", # choose the condensing fluid\n", " \"p_steam\":337.8, # pressure in mbar\n", " \"deltaT_sub\":5, # surface subcooling temperature in K\n", " \"Theta\":90, # contact angle in deg\n", " \"CAH\":10, # contact angle hysteresis in deg\n", " \"k_coat\":0.2, # thermal conductivity of the coating in W/(mK)\n", " \"delta_coat\":0.000001, # thickness of the coating in m\n", " \"h_i\":15.7, # interfacial heat transfer coefficient in MW/m²K, if no value is given, h_i is calculated\n", " \"c\":1, # numerical constant, \"depends on the shape of the drop and on the steepness of the substrate surface\" \n", " \"N_s\":250} # number of Nucleation sites in 10^9 1/m² " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Heat flux\n", "You can plot the heat flux vs. the surface subcooling temperature:" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig = DWC.plot_q_deltaTsub(inputParameters)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "For a simple parameter variation, this function also takes some optional arguments: " ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig = DWC.plot_q_deltaTsub(inputParameters, theta=[90, 120, 150]) # plotting q vs. delta T for different contact angles" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "instead of theta = [*Value 1, Value 2, ...*] for a variation of the static contact angle, the following optional arguments are also possible:\n", "* h_i = [*Value 1, Value 2, ...*] for a variation of interfacial heat transfer coefficients in MW/m²K\n", "* CAH = [*Value 1, Value 2, ...*] for a variation of contact angle hystereses in deg\n", "* N_s = [*Value 1, Value 2, ...*] for a variation of the number of nucleation sites per unit area in 10^9 1/m² \n", "* c = [*Value 1, Value 2, ...*] for a variation of the numerical constant c used for calculating the capillary force between droplet and surface\n", "* medium = [*Value 1, Value 2, ...*] for a variation of condensing fluids, names of fluids must be given as string according to the [CoolProp Docs](http://www.coolprop.org/dev/fluid_properties/PurePseudoPure.html#list-of-fluids), for example: medium=[\"Water\", \"Ammonia\"] \n", "\n", "Additionally, the heat flux for filmwise condensation on a vertical wall can be plotted for comparison by setting ```filmwise=True```. The height of the wall can be specified with the variable h_fw (in meter, default value: ```h_fw=0.1```. For example:\n" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig = DWC.plot_q_deltaTsub(inputParameters, medium=[\"Water\", \"Ammonia\"], filmwise=True, h_fw=0.2)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Heat transfer through single droplet\n", "You can also plot the rate of heat flow and the heat flux through a single droplet..." ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig = DWC.plot_qdrop_theta_r(inputParameters, radii = [0.000001, 0.000005, 0.000010])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "... and the various thermal resistances of a single droplet vs. the droplet radius:" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig = DWC.plot_Rdrop(inputParameters)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Drop size distribution\n", "The drop size distribution can be plotted with the following funtion. Currently, three optional parameters are possible:\n", "* theta = [*Value 1, Value 2, ...*] for a variation of the static contact angle\n", "* CAH = [*Value 1, Value 2, ...*] for a variation of contact angle hystereses in deg\n", "* N_s = [*Value 1, Value 2, ...*] for a variation of nucleation site densities in 10^9 /m²" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "fig = DWC.plot_Nr_r(inputParameters, theta = [90, 120, 150])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Results\n", "the most important calculated values are given by the following function:" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "fluid properties:\n", "fluid: \t Water\n", "T_sat: \t 71.84774592128895 °C\n", "sigma: \t 64.20573774100335 mN/m\n", "h_fg: \t 2328.439485181256 kJ/kg\n", "rho_l:\t 976.6705040387072 kg/m³\n", "rho_g:\t 0.2137643354220767 kg/m³\n", "R_s:\t 461.52295930318655 J/(kg*K)\n", "\n", "interfacial heat transfer coefficient:\n", "h_i: \t 15700000.0 W/m²K\n", "h_i_calc: 6717136.6 W/m²K\n", "\n", "results:\n", "q:\t 163729.00061053934 W/m²\n", "q_n:\t 22174.572734600122 W/m²\n", "q_N:\t 141554.4278759392 W/m²\n", "q_N/q:\t 86.5 %\n", "r_min:\t 3.8961625003973076e-09 m\n", "r_e:\t 1e-06 m\n", "r_max:\t 0.0010561535753410094 m\n", "misc.:\t {'Bo': 0.166455207325625, 'h_i': 15700000.0, 'k_c': 0.661171503942419}\n", "\n", "model used: KimKim2011\n" ] } ], "source": [ "DWC.print_results(inputParameters)" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.7.6" } }, "nbformat": 4, "nbformat_minor": 4 }