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We study the boundary of Teichmüller disks in T g , a partial compactification of Teichmüller space, and their image in Schottky space. We give a broad introduction to Teichmüller disks and explain the relation between Teichmüller curves and Veech groups. Furthermore, we describe Braungardt's construction of T g and compare it with the Abikoff augmented Teichmüller space. Following Masur, we give a description of Strebel rays that makes it easy to understand their end points on the boundary ofdoi:10.4171/029 fatcat:shjay2dkmvc3dd5stxecmbn22u