SGP/VDIS/C1 - Data missing

Short term interruption of observations occurred.

Sorry, but no other disdrometer observations are available.

• Instrument effective measurement area(area)
• Quality check results on field: Equivolumetric sphere diameter(qc_equivolumetric_sphere_diameter)
• Fall speed(fall_speed)
• Quality check results on field: Fall speed(qc_fall_speed)
• Drop volume(drop_volume)
• Oblateness(oblateness)
• Quality check results on field: Individual drop height as measured by camera A(qc_drop_height_a)
• Quality check results on field: Individual drop height as measured by camera B(qc_drop_height_b)
• Individual drop height as measured by camera A(drop_height_a)
• Individual drop height as measured by camera B(drop_height_b)
• Individual drop width as measured by camera A(drop_width_a)
• Individual drop width as measured by camera B(drop_width_b)
• Quality check results on field: Drop volume(qc_drop_volume)
• Quality check results on field: Instrument effective measurement area(qc_area)
• Equivolumetric sphere diameter(equivolumetric_sphere_diameter)
• Quality check results on field: Oblateness(qc_oblateness)
• Quality check results on field: Individual drop width as measured by camera B(qc_drop_width_b)
• Quality check results on field: Individual drop width as measured by camera A(qc_drop_width_a)

• (Raw data stream - documentation not supported)

• Diameter of smallest drop observed(diameter_min)
• Liquid water distribution mean, assuming an ideal Marshall-Palmer type
  distribution(liquid_water_distribution_mean)
• Diameter of largest drop observed(diameter_max)
• Median volume diameter, assuming an ideal Marshall-Palmer type distribution(median_volume_diameter)
• Retrieved Liquid Water Content(liquid_water_content)
• Intercept parameter, assuming an ideal Marshall-Palmer type distribution(intercept_parameter)
• Moment 4 from the observed distribution(moment4)
• Moment 3 from the observed distribution(moment3)
• Center diameter of drop size bin(drop_diameter)
• Moment 2 from the observed distribution(moment2)
• Moment 1 from the observed distribution(moment1)