LECTURE
2 | ||||||||
2.1 Intensive Properties | ||||||||
Three most important intensive properties in engineering thermodynamics - Specific Volume - Pressure - Temperature | ||||||||
2.2 Continuum | ||||||||
Continuum Hypothesis - A substance is viewed to be a continuous, homogeneous matter. This idealization is valid as long as the length scale one deals with is large relative to the intermolecular spacings. | ||||||||
2.3 Density | ||||||||
V' is the smallest volume for which the matter can be considered a continuum and is normally small enough that it can be consider a point.
V' contains enough particles for statistical averages to be significant. | ||||||||
2.4 Mass | ||||||||
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2.5 Specific Volume | ||||||||
Specific Volume - reciprocal of the density, ![]() | ||||||||
2.6 Pressure | ||||||||
For
a fluid at rest, pressure at a given point is the same in all directions. The
pressure in a fluid increases with depth as a result of the weight of the fluid.
The pressure varies in the vertical direction as a result of gravitational effects,
but there is no variation in the horizontal direction. The pressure in a tank
containing a gas may be considered to be uniform since the weight of the gas is
too small to make a significant difference. | ||||||||
2.6.1 Absolute Pressure | ||||||||
* Absolute pressure must be
used in thermodynamic relations. | ||||||||
2.6.2 Gage Pressure | ||||||||
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2.6.3 Vacuum Pressure | ||||||||
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2.6.4 Manometer | ||||||||
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2.6.5 Barometer | ||||||||
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2.6.6 Standard Atmosphere | ||||||||
if
a water column is used instead, it would require 10.3 m. | ||||||||