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The pressure computation with this relaxation process replaces the use of the conventional equation of state (EOS).
The removal efficiency (Re %) of the resin was calculated using the following conventional equation: {text{Re% }} = (C_{0} - C_{text{e}} )/C_{0} times 100%.
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While some people call these activities performance art, Dr. Mann prefers to call them experiments and publishes essays about them in technological journals alongside his more conventional, equation-laden work.
Instead, relatively conventional equations of state apply, equivalent to a regime of neutrons and protons.
In general the stress calculations in interference-fit designs are estimated by using conventional equations.
But, in the case of use of the conventional equations, the analysis results cannot be matched to the fractures of real parts.
The conventional equations used to describe vertical, two-phase flow through porous media are based on the assumption that interfacial coupling may be neglected.
The results in accordance with this rigorous model are compared with those of the conventional equations based on the stirred tank model and the error in the evaluation of the kinetic constant can be as high as 26%.
It is observed that the thermal bending and twisting moments form an implicit set of additional terms in the respective conventional equations and further that these equations appear to be unwieldy when pretwist is present.
The model can be applied by means of conventional equations of state and is primarily useful for studies of physical processes in which the (hypothetical) fluid medium is continuously varied.
For the flexural torsional buckling problem it is found that the Euler type column buckling formula is consistent with Haringx's column buckling formula while the torsional buckling formula is different to conventional equations.
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