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Density

In v2.0 and greater L2 files, Ne and Ni are generally reliable.  Exceptions include:

  1. periods for which internally generated DES phototelectrons could not be completely removed;
  2. periods when the spacecraft potential is very high and the spacecraft potential correction needs individual work; and
  3. at very low DES densities, when the spurious photoelectron signal is removed, the resulting density value can be obviously nonphysical; do not use FPI density moments when the corresponding quality flag is 1. (Quality Flag bit 7). <-- this is a known limitation that will be addressed in the next software release.

For L2 data, FPI densities were initially scaled by an overall factor to match those of plasma waves (fpi_waves_cmp.pdf). The overall sensitivity of DES and DIS can change with each FPI macro load in which the voltages applied to the MCP detector stack for each sensor are adjusted.  In Phase 1a, the relative sensitivity of DIS across spacecraft has not been observed to change.  The sensitivity of DES with respect to DIS has changed by ~10-20% over the course of commissioning and Phase 1a.  A correction factor for DES densities is derived from observations of DES and DIS in the magnetosheath.  The minimum time-scale for which a correction factor can be applied is an entire orbit, though in practice the same correction factor is typically used for all orbits for which the MCP voltage is unchanged.  Periods where changes in DES and DIS densities are correlated and have the same ratio as in adjacent quiet magnetosheath (where there are unlikely to be 'hidden' cold ions <10eV and the entire distribution is likely within FPI's energy range) intervals suggest that the entire relevant ion and electron distribution functions are being sampled.

Parallel and Perpendicular Temperatures

The parallel and perpendicular temperatures are computed as follows:  1) the eigenvalues of the DBCS temperature tensor T are computed, 2) T is projected onto the DBCS magnetic field unit vector (obtained from the magnetometer data) to compute the parallel temperature Tpar, 3) the perpendicular temperature is computed as Tperp = (Tr(T) – Tpar)/2

 

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