The Energy System of Matter: A Deduction from Terrestrial Energy PhenomenaWeir, James, active 1883-1912
Science
The Energy System of Matter: A Deduction from Terrestrial Energy Phenomena
Weir, James, active 1883-1912
Force and energy
It is evident that the spherical envelope which would thus enwrap the
planetary mass possesses certain peculiar properties which are not
associated with gaseous masses under ordinary experimental conditions.
It by no means corresponds to any ordinary body of gaseous material,
having a homogeneous constitution and a precise and determinate pressure
and temperature throughout. On the contrary, its properties are somewhat
complex. Throughout the gaseous envelope the physical condition of the
substance is continually changing with change of altitude. The extremes
are found at the inner and outer bounding surfaces. At any given level,
the gaseous pressure is simply the result of the attractive action of
gravitation on the mass of gaseous material above that level--or, more
simply, to the weight of material above that level. There is, of course,
a certain decrease in the value of the gravitative attraction with
increase of altitude, but within the limits of atmospheric height
obtained by ordinary gaseous substances (§ 36) this decrease may be
neglected, and the weight of unit mass of the material assumed constant
at different levels. Increase of atmospheric altitude is thus
accompanied by decrease in atmospheric pressure. But decrease in
pressure must be accompanied by a corresponding decrease in density of
the gas, so that, if uniform temperature were for the time being
assumed, it would be necessary at the higher levels to rise through a
greater distance to experience the same decrease in pressure than at the
lower levels. In fact, given uniform conditions of temperature, if
different altitudes were taken in arithmetical progression the
respective pressures and densities would diminish in geometrical
progression. But we have seen that the energy conditions absolutely
preclude the condition of uniformity of temperature, and accordingly,
the decreasing pressure and density must be counteracted to some extent
at least by the decreasing temperature. The conditions are somewhat
complex; but the general effect of the decreasing temperature factor
would seem to be by increasing the density to cause the available
gaseous energy to be completely worked down at a somewhat lower level
than otherwise, and thus to lessen to some degree the height of the
gaseous envelope.
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