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96                                        Intelligent Digital Oil and Gas Fields











                                 De-noise

            (A)        PTA                 (B)      RTA      Down sampling







          Fig. 3.7 Examples of a surface pressure response for 6days showing data utilization for
          PTA (A) and RTA (B) analyses. Note that for PTA pressure, the surface pressure spikes are
          essential for build-up analysis whereas for RTA, these data spikes should be cleaned up.

             Down sampling strongly depends on the final user’s purpose, that is, how
          the data will be used. When the data are used for PTA, down sampling is not
          required. When the wells are shut in, the casing head pressure (CHP) signal
          responds like a spiked signal; in this situation, the algorithm should be smart
          enough to capture the signals when the well is shut-in or a physical event
          occurs in the well. Fig. 3.7 uses the same high-frequency data (every second)
          for a period of 7days. The oil well had six unexpected flow interruptions,
          including when the well was shut-in during that time. CHP builds up gen-
          erating important data for PTA, and the pressure peaks should not be cleaned
          up and should be stored in the database as raw data. The same information
          could be used for RTA in this situation, that is, flowing CHP or BHP (fluid
          rates >0.0) should be cleaned up and filtered of those pressures spikes.
          Fig 3.7A shows the real-time surface pressures during a shut-in time for
          PTA and Fig 3.7B shows the same data filtered for RTA evaluation.


          3.3.3 Summarizing From Raw Data

          Summary calculations based on statistics (average, mean, and standard devi-
          ation) are used to convert high-frequency data to lower frequencies, such as
          hourly, daily, and monthly average data. In statistics, we usually calculate the
          simple arithmetic mean, the statistical dispersion of the data using standard
          deviation, and shape of the tendency using kurtosis. The users commonly
          simply sum rate over 24h and divide by 24. This method can introduce
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