This study defines a computational algorithm to calculate and evaluate termical performances of a double skin façade (DSF). The definition of the algorithm, expressed in the unit Simulink of Matlab, has been obtained through: the physical-mathematical treatment of the air stream model and the thermal model; the solution of differential equations through the routine writing in Simulink; the simulations to evaluate the constructive parameters of DSF. Simulations have been made in order to evaluate the ideal depth of a single cell of DSF, establishing its dimensions, deflectors height, the position of Venetian curtains in the interstice and appraising the efficiency of pre-heating “η” in winter and the “g” solar factor in summer. Simulations made possible to calculate an ideal depth of 20-30 cm for no-access cavities and to demonstrate that an ideal depth of 60 cm for accessible cavities.

Double Skin Façades: definition of an ideal depth for cavities

LEMBO, Filiberto;MARINO, Francesco Paolo Rosario;
2007-01-01

Abstract

This study defines a computational algorithm to calculate and evaluate termical performances of a double skin façade (DSF). The definition of the algorithm, expressed in the unit Simulink of Matlab, has been obtained through: the physical-mathematical treatment of the air stream model and the thermal model; the solution of differential equations through the routine writing in Simulink; the simulations to evaluate the constructive parameters of DSF. Simulations have been made in order to evaluate the ideal depth of a single cell of DSF, establishing its dimensions, deflectors height, the position of Venetian curtains in the interstice and appraising the efficiency of pre-heating “η” in winter and the “g” solar factor in summer. Simulations made possible to calculate an ideal depth of 20-30 cm for no-access cavities and to demonstrate that an ideal depth of 60 cm for accessible cavities.
2007
9781905732210
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11563/11208
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