In general, the internal pressure of fully closed envelops or
buildings depends on the position and size of accurate vent
holes, the envelop adequate volume, and the external surface
pressure due to the passing wind characteristics. The magnitude of internal pressure loads acting on a closed envelop or
building walls is very small compared to the magnitude of
external pressure loads. But a failure of walls with fully
closed envelop can create a dominant opening and a vast
increment in the magnitude of internal pressures. The combination of internal and large external pressure loads in the
same direction causes failures in the walls of any closed
envelops. Due to the obtained small magnitude of the values,
the case studies of internal pressure loads have received less
interest by the researchers. One of the external pressure
load studies, under gusty wind conditions, has been presented by Chevula et al. The first study of internal pressure loads under steady flow conditions had been introduced
by Euteneuer. He proposed an expression to predict the
change in the internal pressure loads due to a sudden change
in external pressure by neglecting the effects on the flow
through the failure of envelop openings. He also found that
a transient response of internal pressure may present (which
causes damped oscillations too) in case of creation of a sudden opening in the closed building. Therefore, the failure of closed envelops or overloaded envelop components
can be obtained by the vast wind flows (tropical cyclones)
and huge variations in the internal and external pressure
loads. The estimation of the pressure load fluctuations
obtained in both steady and unsteady flow conditions on a
closed building envelop is more complicated due to the complexity involved in the measurements of flow analysis
parameters. To overcome the complications raised, Liu
and Rhee presented the formulations for the internal
pressure loads under steady and unsteady flow conditions.
A full-scale study on internal pressure loads was conducted
by Ginger et al and reported that the mean magnitude
of internal pressure loads of a nominally sealed bundling
or envelop is smaller than the magnitude of the external
pressure loads. The internal pressure variations were measured by a model of a typical two-storey house in an open country exposure on various combinations of openings by
Kopp et al. The internal and external pressure measurements have been obtained in the case of compartmentalizing
into the connecting attic and living volumes, and the Helmholtz resonance effects have been concluded. Holmes and
Chaplin proposed some classical methods which are relevant to calculating the influences of the internal pressures in
various closed building models. In the field of space vehicle
design, payload assembly, and launch, we can find some studies relevant to the internal pressure loads under gusty flow
conditions, namely, space vehicle compartment vent (NASA
SP-8060) . Sanz-Andres et al.analyzed the variation
of the internal pressure loads during the climb of a spacecraft
through the atmosphere. In the applications of payloads
placed in fairing depressurization of spacecraft, Sanz-Andres
and Navarro-Medina proposed an analytical expression
that can estimate the depressurization vent size.
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