{ "cells": [ { "cell_type": "markdown", "id": "0ad4a00c-eaa8-4864-b214-50e9c863cf5f", "metadata": {}, "source": [ "# Design of a Multi-Zone VAV System (the Shorter Way)\n", "---" ] }, { "cell_type": "markdown", "id": "c15310af-35d0-4b36-aa64-7de5ef481426", "metadata": {}, "source": [ "In this notebook the example from the previous notebook **Design of a Multi-Zone VAV System (the Long Way)** is repeated, but now the `VAVSystem` class will be used, which automates the design procedure of a multi-zone VAV system. This class resides in the module `hvac.air_conditioning.vav_system.design`. This class can be used for a multi-zone VAV system with cooling and/or heating, having a preheat coil, a cooling coil, and reheat coils at the entrance of the zones. For winter conditions the air is assumed to be totally dry (i.e. only sensible loads are considered)." ] }, { "cell_type": "code", "execution_count": 1, "id": "97bb3388-1ff1-496a-861e-ccfb274ca758", "metadata": { "jupyter": { "source_hidden": true }, "tags": [ "remove-cell" ] }, "outputs": [], "source": [ "from deps import load_packages\n", "load_packages()" ] }, { "cell_type": "code", "execution_count": 2, "id": "1bcfeed5-448b-4e71-adee-e9aac4cd75ee", "metadata": { "jupyter": { "source_hidden": true }, "tags": [ "remove-cell" ] }, "outputs": [ { "data": { "text/html": [ "

Loaded my_styles.css

" ], "text/plain": [ "" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "import jupyter_addons as ja\n", "ja.set_css()" ] }, { "cell_type": "code", "execution_count": 3, "id": "d871caf7-9718-4ef5-a3b5-b55379815326", "metadata": {}, "outputs": [], "source": [ "from hvac import Quantity\n", "from hvac.fluids import HumidAir\n", "from hvac.air_conditioning.vav_system.design import Zone, Season, VAVSystem\n", "from hvac.charts import PsychrometricChart, StatePoint" ] }, { "cell_type": "code", "execution_count": 4, "id": "2867b18c-bd43-4a32-9757-71d6a0604fc6", "metadata": {}, "outputs": [], "source": [ "Q_ = Quantity" ] }, { "cell_type": "markdown", "id": "52250aa6-fd54-49ba-a87f-9384e87db2d9", "metadata": {}, "source": [ "## Create Zones with Design Data" ] }, { "cell_type": "markdown", "id": "3d607222-ca10-461b-8072-859c5aaaf73d", "metadata": {}, "source": [ "The design data of a zone is bundled in a `Zone` data class. First of all, a zone must have a name. The design data concerning the summer peak design day and the design data concerning the winter peak design day are grouped into two separate instances of the `Season` class. The design data are the sensible and latent heat load of the zone and the desired state of the zone air. The `Season` instance with the design data for the summer peak design day is passed through the `summer` parameter of the `Zone` class constructor. The `Season` instance with the design data of the winter peak design day is passed through the `winter` parameter. Should the VAV system only be used for summer cooling, then the `winter` parameter can be simply omitted." ] }, { "cell_type": "markdown", "id": "96f0167b-c309-4659-9672-d64d18262e98", "metadata": {}, "source": [ "### Zone A" ] }, { "cell_type": "code", "execution_count": 5, "id": "ed781f66-862d-45cf-afb1-3b5265ec1c86", "metadata": {}, "outputs": [], "source": [ "zone_A = Zone(\n", " name='zone A',\n", " summer=Season(\n", " Q_sen=Q_(224_844, 'Btu / hr'),\n", " Q_lat=Q_(56_000, 'Btu / hr'),\n", " zone_air=HumidAir(Tdb=Q_(75, 'degF'), RH=Q_(50, 'pct'))\n", " ),\n", " winter=Season(\n", " Q_sen=Q_(-143_000, 'Btu / hr'),\n", " Q_lat=Q_(0.0, 'Btu / hr'),\n", " zone_air=HumidAir(Tdb=Q_(75, 'degF'), RH=Q_(0, 'pct'))\n", " )\n", ")" ] }, { "cell_type": "markdown", "id": "45495c7c-6a0c-4278-b4e7-84fed4c509b5", "metadata": {}, "source": [ "### Zone B" ] }, { "cell_type": "code", "execution_count": 6, "id": "7c70abfa-35b7-4141-bd57-616f06fb8cc0", "metadata": {}, "outputs": [], "source": [ "zone_B = Zone(\n", " name='zone B',\n", " summer=Season(\n", " Q_sen=Q_(103_308, 'Btu / hr'),\n", " Q_lat=Q_(20_000, 'Btu / hr'),\n", " zone_air=HumidAir(Tdb=Q_(75, 'degF'), RH=Q_(50, 'pct'))\n", " ),\n", " winter=Season(\n", " Q_sen=Q_(49_092, 'Btu / hr'),\n", " Q_lat=Q_(0.0, 'Btu / hr'),\n", " zone_air=HumidAir(Tdb=Q_(75, 'degF'), RH=Q_(0, 'pct'))\n", " )\n", ")" ] }, { "cell_type": "markdown", "id": "a74fc540-375f-4c5a-8b22-13e25cc6daa0", "metadata": {}, "source": [ "## Create VAV System" ] }, { "cell_type": "markdown", "id": "fdc1244f-fd12-42ab-9813-f30ed42ad7aa", "metadata": {}, "source": [ "Besides the design data of the zones, the global design data about the outdoor air in summer and winter and the design volume flow rate of outdoor air ventilation must be specified. " ] }, { "cell_type": "markdown", "id": "19d66d44-cc26-4bdc-9edf-0bafc4877ca7", "metadata": {}, "source": [ "**Outdoor Air Condition on Summer and Winter Design Day**" ] }, { "cell_type": "code", "execution_count": 7, "id": "ddedfb41-ff71-4ecc-9116-43f376bb101c", "metadata": {}, "outputs": [], "source": [ "outdoor_air_summer = HumidAir(Tdb=Q_(97, 'degF'), Twb=Q_(76, 'degF'))\n", "outdoor_air_winter = HumidAir(Tdb=Q_(7, 'degF'), RH=Q_(0, 'pct'))" ] }, { "cell_type": "markdown", "id": "b92eb51e-f801-49c0-aba3-1038be866536", "metadata": {}, "source": [ "**Design Volume Flow Rate of Outdoor Air Ventilation**" ] }, { "cell_type": "code", "execution_count": 8, "id": "ab35e7aa-24e1-4b30-872b-6a15d9a827ff", "metadata": {}, "outputs": [], "source": [ "V_vent = Q_(2400, 'ft ** 3 / min')" ] }, { "cell_type": "markdown", "id": "189959f9-b5c1-4aa5-8513-de195ac22007", "metadata": {}, "source": [ "**Instantiate the `VAVSystem` Class with the Design Data**" ] }, { "cell_type": "code", "execution_count": 9, "id": "1df28e57-4497-4180-aec9-404c1d188532", "metadata": {}, "outputs": [], "source": [ "vav_system = VAVSystem(\n", " zones=[zone_A, zone_B],\n", " outdoor_air_summer=outdoor_air_summer,\n", " outdoor_air_winter=outdoor_air_winter,\n", " V_vent=V_vent\n", ")" ] }, { "cell_type": "markdown", "id": "c51a7179-2a4d-4cab-85b7-498c51320eb5", "metadata": {}, "source": [ "## COOLING DESIGN DAY" ] }, { "cell_type": "markdown", "id": "241a8252-21bb-4879-befb-458611a2194d", "metadata": {}, "source": [ "After instantiation of the `VAVSystem` class, call the method `design_summer`. This method can take a number of keyword arguments:\n", "- the maximum allowed temperature difference between the supply air temperature and the zone air temperature in order to enable proper mixing of the supply air with the zone air: `dT_supply`\n", "- the pressure of the supply air fan: `supply_fan_pressure`\n", "- the efficiency of the supply air fan: `supply_fan_efficiency`\n", "- heat gain of the supply duct: `supply_duct_heat_gain`\n", "- the pressure of the return air fan: `return_fan_pressure`\n", "- the efficiency of the return air fan: `return_fan_efficiency`\n", "- heat gain of the return duct: `return_duct_gain`\n", "\n", "These arguments are not mandatory and can be omitted if they are not known. The supply fan and return fan can only be specified after the volume flow rate of supply and return air have first been determined. As such, the first time the notebook would be executed without values for `supply_fan_pressure`, `supply_fan_efficiency`,... " ] }, { "cell_type": "code", "execution_count": 10, "id": "62d3fe4b-f5fe-4554-a664-0ef7b5a3dff3", "metadata": {}, "outputs": [], "source": [ "summer_results = vav_system.design_summer(\n", " dT_supply=Q_(20, 'delta_degF'),\n", " supply_fan_pressure=Q_(3, 'inch_H2O_60F'),\n", " supply_fan_efficiency=Q_(60, 'pct')\n", ")" ] }, { "cell_type": "markdown", "id": "f420b9e1-ee7d-4c75-afc0-33cce021b078", "metadata": {}, "source": [ "The method `design_summer` returns a dictionary with the results as shown below. These results are all `Quantity` objects.\n", "\n", "```\n", "results = {\n", " 'cooling coil load': self.summer.cooling_coil.Q,\n", " 'sensible cooling coil load': self.summer.cooling_coil.Q_sen,\n", " 'latent cooling coil load': self.summer.cooling_coil.Q_lat,\n", " 'supply air volume flow rate': self.summer.V_supply,\n", " 'return air volume flow rate': self.summer.V_return,\n", " 'system supply air temperature': self.summer.supply_air.Tdb,\n", " 'system return air temperature': self.summer.return_air.Tdb\n", "}\n", "return results\n", "```\n", "\n", "To quickly show these results in a notebook you may use the (static) method `show_results_markdown` of the `VAVSystem` instance. For this you need to pass the returned results from `design_summer` together with a dictionary `units` containing the units in which you want the results to be displayed and the number of decimals behind the decimal point, as is demonstrated below. " ] }, { "cell_type": "code", "execution_count": 11, "id": "3adb1f29-607b-4ba9-b6b3-5417918266fc", "metadata": { "tags": [] }, "outputs": [ { "data": { "text/html": [ "" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "ja.display_list(\n", " vav_system.show_results_markdown(\n", " summer_results,\n", " units={\n", " 'Q': ('Btu / hr', 0),\n", " 'V': ('ft ** 3 / min', 0),\n", " 'K': ('degF', 1)\n", " }\n", " )\n", ")" ] }, { "cell_type": "markdown", "id": "cebd5da7-9291-4c2b-9a44-55a4f243f370", "metadata": {}, "source": [ "### Psychrometric Chart\n", "The data attributes of the `summer` (and `winter`) attribute of the `VAVSystem` class are all accesible. The code below shows the `__init__` method of the `Summer` subclass of the `VAVSystem` class with all its data attributes. The names of the data attributes should speak for themselves.\n", "\n", "```\n", "def __init__(self, outdoor_air: HumidAir, V_vent: Quantity, system: 'VAVSystem'):\n", " self.outdoor_air = outdoor_air\n", " self.m_vent = V_vent * outdoor_air.rho\n", " self.system = system # reference to the instance of the `VAVSystem` parent class\n", " self.T_supply: Quantity = Q_(float('nan'), 'degC')\n", " self.supply_air: Optional[HumidAir] = None\n", " self.m_supply: Quantity = Q_(float('nan'), 'kg /s')\n", " self.V_supply: Quantity = Q_(float('nan'), 'kg /s')\n", " self.T_cold: Quantity = Q_(float('nan'), 'degC')\n", " self.cooled_air: Optional[HumidAir] = None\n", " self.m_return: Quantity = Q_(float('nan'), 'kg /s')\n", " self.V_return: Quantity = Q_(float('nan'), 'kg /s')\n", " self.return_air: Optional[HumidAir] = None\n", " self.recirculated_air: Optional[HumidAir] = None\n", " self.mixed_air: Optional[HumidAir] = None\n", " self.cooling_coil: Optional[AirConditioningProcess] = None\n", " self.m_supply_part_load: Quantity = Q_(float('nan'), 'kg /s')\n", " self.V_supply_part_load: Quantity = Q_(float('nan'), 'kg /s')\n", "```" ] }, { "cell_type": "markdown", "id": "88545076-62dd-4a66-b667-8053e6660588", "metadata": {}, "source": [ "Taking the appropriate data attributes, it is possible to draw the pyschrometric chart and plot the air conditioning processes in the VAV system. " ] }, { "cell_type": "code", "execution_count": 12, "id": "f0831fcd-99b7-4d84-8bc9-3cf4075a2c1e", "metadata": { "tags": [ "hide-input" ] }, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "chart = PsychrometricChart(fig_size=(8, 6))\n", "chart.plot_process(\n", " 'mixing_chamber',\n", " StatePoint(vav_system.summer.outdoor_air.Tdb, vav_system.summer.outdoor_air.W),\n", " StatePoint(vav_system.summer.return_air.Tdb, vav_system.summer.return_air.W),\n", " StatePoint(vav_system.summer.mixed_air.Tdb, vav_system.summer.mixed_air.W)\n", ")\n", "chart.plot_process(\n", " 'cooling coil',\n", " StatePoint(vav_system.summer.mixed_air.Tdb, vav_system.summer.mixed_air.W),\n", " StatePoint(vav_system.summer.cooled_air.Tdb, vav_system.summer.cooled_air.W)\n", ")\n", "# chart.plot_process(\n", "# 'supply fan',\n", "# StatePoint(vav_system.summer.cooled_air.Tdb, vav_system.summer.cooled_air.W),\n", "# StatePoint(vav_system.summer.supply_air.Tdb, vav_system.summer.supply_air.W)\n", "# )\n", "chart.plot_process(\n", " 'zones',\n", " StatePoint(vav_system.summer.supply_air.Tdb, vav_system.summer.supply_air.W),\n", " StatePoint(vav_system.summer.return_air.Tdb, vav_system.summer.return_air.W)\n", ")\n", "chart.show()" ] }, { "cell_type": "markdown", "id": "c97bca64-cb5c-4808-bed3-75c31107b1c6", "metadata": {}, "source": [ "### Zone Info" ] }, { "cell_type": "markdown", "id": "6a106607-c909-4ec2-9919-3809b0d3893e", "metadata": {}, "source": [ "The zones, instances of the `Zone` class, are kept in a list inside the `VAVSystem` class. A `Zone` object has two members `summer` and `winter` that refer to an instance of the `Season` dataclass that contains the design data for the zone. From the implementation of the `Season` dataclass, it can be seen which data attributes are available. Again the names of the data attributes should speak for themselves.\n", "\n", "```\n", "@dataclass\n", "class Season:\n", " Q_sen: Quantity\n", " Q_lat: Quantity\n", " zone_air: HumidAir\n", " m_exhaust: Quantity = Q_(0.0, 'kg / s')\n", " m_supply: Optional[Quantity] = field(init=False, default=Q_(float('nan'), 'kg / s'))\n", " supply_air: Optional[HumidAir] = field(init=False, default=None)\n", " return_air: Optional[HumidAir] = field(init=False, default=None)\n", "\n", " @property\n", " def m_return(self) -> Quantity:\n", " return self.m_supply - self.m_exhaust\n", "\n", " @property\n", " def V_supply(self) -> Quantity:\n", " return self.m_supply * self.supply_air.v\n", "\n", "\n", "@dataclass\n", "class Zone:\n", " name: str\n", " summer: Optional[Season] = None\n", " winter: Optional[Season] = None\n", " reheat_coil: Optional[AirConditioningProcess] = field(init=False, default=None)\n", "```\n", "\n" ] }, { "cell_type": "markdown", "id": "82fcd990-8d55-4db8-ad1d-50b5da91d0fd", "metadata": {}, "source": [ "> **Notes**
\n", ">- Attribute `m_exhaust` may refer to local exhaust of air in a zone.
\n", ">- To get at the resulting air state (in particular air humidity) of a zone, the `return_air` attribute should be used, as the `zone_air` attribute is used to specify the desired zone air state when instantiating the zone." ] }, { "cell_type": "code", "execution_count": 13, "id": "629c3a15-d658-45f3-8b9c-76478dea1e68", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
  • return air at zone A: 75.0 °F TDB, 50 % RH, supply air volume flow rate: 10106 ft³/min
  • return air at zone B: 75.0 °F TDB, 49 % RH, supply air volume flow rate: 4644 ft³/min
" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "ja.display_list([\n", " f\"return air at {zone.name}: {zone.summer.return_air.Tdb.to('degF'):~P.1f} TDB, \"\n", " f\"{zone.summer.return_air.RH.to('pct'):~P.0f} RH, \"\n", " f\"supply air volume flow rate: {zone.summer.V_supply.to('ft ** 3 / min'):~P.0f}\"\n", " for zone in vav_system.zones\n", "])" ] }, { "cell_type": "markdown", "id": "0bd41ecc-6d8a-438f-b4c8-8a03a713a739", "metadata": {}, "source": [ "## HEATING DESIGN DAY" ] }, { "cell_type": "code", "execution_count": 14, "id": "ed33c76b-79f3-47dd-bd50-0836e5238ecc", "metadata": {}, "outputs": [], "source": [ "winter_results = vav_system.design_winter(\n", " T_supply_max=Q_(105, 'degF'),\n", " supply_fan_pressure=Q_(3.0, 'inch_H2O_60F'),\n", " supply_fan_efficiency=Q_(60.0, 'pct')\n", ")" ] }, { "cell_type": "code", "execution_count": 15, "id": "6dbd5091-b445-47a3-803b-f54b1a14d763", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
  • preheat coil peak load: 137878 Btu/h
  • preheat coil load: 29050 Btu/h
  • total reheat coil load: 249846 Btu/h
  • cooling coil load: 0 Btu/h
  • sensible cooling coil load: 0 Btu/h
  • latent cooling coil load: 0 Btu/h
  • supply air volume flow rate: 8805 ft³/min
  • return air volume flow rate: 9075 ft³/min
  • system supply air temperature: 59.2 °F
  • system return air temperature: 75.0 °F
" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "ja.display_list(\n", " vav_system.show_results_markdown(\n", " winter_results, \n", " units={\n", " 'Q': ('Btu / hr', 0),\n", " 'V': ('ft ** 3 / min', 0),\n", " 'K': ('degF', 1)\n", " }\n", " )\n", ")" ] }, { "cell_type": "code", "execution_count": 17, "id": "ede058f3-f21f-4bbc-95d6-f4794bb07317", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
  • zone A: supply air temperature = 96.2 °F, reheat load = 249846 Btu/h, supply air volume flow rate = 6465 ft³/min
  • zone B: supply air temperature = 59.2 °F, reheat load = 0 Btu/h, supply air volume flow rate = 2772 ft³/min
" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "ja.display_list([\n", " f\"{zone.name}: supply air temperature = {zone.winter.supply_air.Tdb.to('degF'):~P.1f}, \"\n", " f\"reheat load = {zone.reheat_coil.Q_sen.to('Btu / hr'):~P.0f}, \"\n", " f\"supply air volume flow rate = {zone.winter.V_supply.to('ft ** 3 / min'):~P.0f}\"\n", " for zone in vav_system.zones\n", "])" ] }, { "cell_type": "code", "execution_count": null, "id": "a679dc78-823d-4b95-95a5-5ba9760b06fe", "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "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": "3.10.4" } }, "nbformat": 4, "nbformat_minor": 5 }