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Published byMolly Barber Modified over 9 years ago
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Lecture Objectives: Finish with Solar Radiation and Wind Define Boundary Conditions at Internal Surfaces
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Solar radiation Direct Diffuse Reflected (diffuse)
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Solar Angles zz - Solar azimuth angle – Angle of incidence
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Direct and Diffuse Components of Solar Radiation
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Measurement of Direct Solar Radiation
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Global horizontal radiation I GHR and Diffuse horizontal radiation measurements
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HW1 Problem 8 m 2.5 m Internal surfaces You will need Austin weather data: http://www.caee.utexas.edu/prof/Novoselac/classes/ARE383/handouts.html
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Solar components Global horizontal radiation I GHR Direct normal radiation I DNR Direct component of solar radiation on considered surface: Diffuse components of solar radiation on considered surface: Total diffuse solar radiation on considered surface: zz
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Velocity at surfaces that are windward: Velocity at surfaces that are leeward : U -wind velocity u u Convection coefficient : windwardleeward External convective heat flux Presented model is based on experimental data, Ito (1972) Primarily forced convection (wind): surface
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Boundary Conditions at External Surfaces 1. External convective heat flux Required parameters : - wind velocity - wind direction - surface orientation U windward leeward Energy Simulation (ES) program treats every surface with different orientation as separate object. Consequence : N
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Wind Direction Wind direction is defined in TMY database: “Value: 0 – 360 o Wind direction in degrees at the hou indicated. ( N = 0 or 360, E = 90, S = 180,W = 270 ). For calm winds, wind direction equals zero.” U windward leeward Wind direction: ~225 o N http://rredc.nrel.gov/solar/pubs/tmy2/ http://rredc.nrel.gov/solar/pubs/tmy2/tab3-2.html
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Internal Boundaries Window Transmitted Solar radiation Internal sources
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Surface to surface radiation ψ i,j - Radiative heat exchange factor Exact equations for closed envelope Closed system of equations Ti Tj F i,j - View factors
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Internal Heat sources Occupants, Lighting, Equipment Typically - Defined by heat flux –Convective Directly affect the air temperature –Radiative Radiative heat flux “distributed” to surrounding surfaces according to the surface area and emissivity
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Internal Heat sources Lighting systems –Source of convective and radiative heat flux –Different complexity for modeling
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Surface Balance Conduction All radiation components Convection Convection + Conduction + Radiation = 0 For each surface – external or internal :
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Air balance - Convection on internal surfaces + Ventilation + Infiltration h1 Q1 h2 Q2 Affect the air temperature - h, and Q as many as surfaces - m air c p.air T air = Q convective + Q ventilation mimi Ts1 Tair Uniform temperature Assumption Q convective = ΣA i h i (T Si -T air ) Q ventilation = Σm i c p,i (T supply -T air ) Tsupply
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Distribution of transmitted solar radiation DIRECT solar radiation
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Distribution of transmitted solar radiation diffuse solar radiation
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