Editing ThreeDimensionalConfigurations/CAREs (section)

==Andalib's Work==
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Can we develop an SCF technique that let's us generate a wide range of CAREs?  This may be impossible, given that the Cazes models exhibit a violin Mach surface and, therefore, do not actually represent steady-state structures. 
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What should the 3D velocity field look like?  The Cazes CAREs appear to exhibit an angular-velocity profile that is independent of the vertical (z) coordianate.
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Using an approach analogous to that used by [[Apps/Korycansky_Papaloizou_1996#Korycansky_and_Papaloizou_.281996.29|Korycansy &amp; Papaloizou (1996)]], Andalib was able to generate two-dimensional compressible equilibrium structures that have a wide variety of nonaxisymmetric (bar-like ''and'' binary like) shapes and internal velocity distributions; they all have uniform vortensity.  Some look quite similar to the flows found in Cazes quasi-steady-state CAREs, including the common-envelope binary flow.  How do we extend this work to 3D structures?  I developed some on-line notes that are helpful, but incomplete; this was done following a discussion in the spring of 2010 that I had with David and Eric at BYU.  I tried, for example, enforcing no motion in the vertical (z) direction, but the remaining constraint equations were still pretty daunting.
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