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The statistical character of kinetic interpretations

The kinetic interpretation of an aerodynamic process, just as any other explanation of a physical phenomenon, consists of the representation of the observed sequence of states by a purely conceptual scheme. A special feature of kinetic interpretations, however, is the statistical character of these schemes. Each single process which takes place in the given gas quantum is made to correspond to a whole group of motions of the gas model. This is done with the help of the following concluding assertion  [Pg.36]

Distribution of state and observable data. The representation of the aerodynamic processes formulated in (VIII) reveals the following gap Assertions (V)-(VII) deal with a continuum of motions which are generated by a distribution of state Za prescribed for tA. The actual observations, on the other hand, do not give a distribution of state but determine what might be called the visible state of the gas quantum. It is a rough determination of the distribution of pressure, density, temperature, and velocity of flow inside the gas. [Pg.36]

In the usual treatments this gap is overlooked in the further developments. The procedure is carried out as if the following theorem could be proved  [Pg.36]


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