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Chapter 5 Measurement of Atmospheric Pressure

Chapter 5 Measurement of Atmospheric Pressure

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<strong>Atmospheric</strong> pressure<strong>Measurement</strong> <strong>of</strong>electrostatic capacityElectrode ⅠElectrode intervalVacuum gapSilicondiaphragmGlass substrateElectrode ⅡSilicon substrate<strong>Atmospheric</strong> pressure : small<strong>Atmospheric</strong> pressure : LargeElectrostaticcapacity: smallVacuum gapElectrostaticcapacity: largeFigure 5.8 <strong>Pressure</strong> sensor <strong>of</strong> the electrostatic capacity barometer5.2.4 Reduction to Mean Sea LevelTo compare the atmospheric pressure value at a certain location to a value at another location, it isnecessary to convert the values at the same referential altitude. It is internationally decided to usethe mean sea level as the referential altitude, and the conversion is called reduction to mean sealevel.Various kinds <strong>of</strong> methods <strong>of</strong> the reduction are used in individual countries. For internationalcomparisons, however, methods should be standardized to ensure data interchangeability. Two basicequations, hydrostatic equation and state <strong>of</strong> ideal gas equation are used in each country.Differences among the methods are found only in the ways to calculate the gravity acceleration andthe mean virtual temperature.When the vertical distribution <strong>of</strong> air temperature and humidity between the mean sea leveland the observation point are known, reduction to mean sea level can be made accurately.However, the air temperature and humidity just at the observation point are generally known.Therefore, the atmospheric pressure at mean sea level is obtained assuming the standard verticaldistribution <strong>of</strong> air temperature and humiditySuppose there is a vertical air column from the observation point to the mean sea level. Therelation between atmospheric pressure P at the observing point, in hPa, and atmospheric pressure P 0at mean sea level, in hPa, is given by:8

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