Numerical-analytical method of calculating insulated double-glazed units deflection under climatic (internal) load

• Main Authors: Plotnikov Aleksandr Aleksandrovich, Stratiy Pavel Vasil’evich
• Format: Article
• Language: English
• Published: Moscow State University of Civil Engineering (MGSU)
• Series: Vestnik MGSU
• Subjects: glass; glass unit; climatic load; iterative loop; lensing; internal load; method
• Online Access: http://vestnikmgsu.ru/files/archive/issues/2014/12/ru/6.pdf

Glass unit consists of glasses hermetically-united together. The cavity of an insulating glass unit contains a fixed volume of air (gas). In the process of production regular air with atmospheric pressure and temperature is sealed inside a glass unit. During operation the atmospheric pressure is constantly changing, but the pressure inside remains constant (at a constant temperature). A change of temperature or of the external air pressure results in a pressure difference and therefore in a load on the glass panes. The action may exceed the usual load considerably. This pressure effects the glasses of the unit, deforms them, lowers the thermotechnical properties of glass units and can lead to their destruction. The action of the inside pressure can be seen all around as convex and concaved glasses, which destroys the architectural look of buildings. It is obvious that it is incorrect to calculate thin glass plates on such a load only by classical methods of strength of materials theory. In this case we need a special calculation method. The effects of a change in temperature, altitude or meteorological pressure are easily covered by the definition of an isochore pressure. This is necessary, to determine the change of pressure due to the temperature induced gas expansion in the cavity of the insulating glass according to the ideal gas law. After the integration of the analytical plate solution and the ideal gas law, the final pressure states can easily be calculated by coupling the change of volume and the change of pressure.