2021
DOI: 10.1073/pnas.2021387118
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New insights into ice multiplication using remote-sensing observations of slightly supercooled mixed-phase clouds in the Arctic

Abstract: Secondary ice production (SIP) can significantly enhance ice particle number concentrations in mixed-phase clouds, resulting in a substantial impact on ice mass flux and evolution of cold cloud systems. SIP is especially important at temperatures warmer than −10 ○C, for which primary ice nucleation lacks a significant number of efficient ice nucleating particles. However, determining the climatological significance of SIP has proved difficult using existing observational methods. Here we quantify the long-term… Show more

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Cited by 55 publications
(77 citation statements)
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“…This statement leans on the premise that full radar-based LDR spectra may not be known, in which case moment-based methods like the one presented here can be considered as alternatives. Otherwise, radar-based polarimetry can be decisive in phase partitioning, as discussed in [31,33,34]. Moreover, derived information from the examination of the vertical gradients, particularly of reflectivity, is significant as is of the spectral width.…”
Section: Discussionmentioning
confidence: 99%
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“…This statement leans on the premise that full radar-based LDR spectra may not be known, in which case moment-based methods like the one presented here can be considered as alternatives. Otherwise, radar-based polarimetry can be decisive in phase partitioning, as discussed in [31,33,34]. Moreover, derived information from the examination of the vertical gradients, particularly of reflectivity, is significant as is of the spectral width.…”
Section: Discussionmentioning
confidence: 99%
“…In principle, irregularly shaped particles produce discernibly greater LDRs than near-spherical ones; for perfect spheres, the cross-polar component is zero (z V H =0 mm 6 m −3 ), in which case LDR becomes −∞ (dB). Profiling Ka band radars with LDR capability, albeit less common (e.g., ARM SGP/NSA KaZR [37], MIRA36 [45] have been employed in cloud property and phase retrievals (see, e.g., in [31,32,[46][47][48]). The mean Doppler velocity (MDV) is the radial (along the radar line of sight) component of the reflectivity-weighted, fall speed of distributed scatterers within each sampling volume.…”
Section: Radar Fieldsmentioning
confidence: 99%
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