In the mid '60s Witold Kasper began investigating the stability of a small flying wing, the "BKB-1".  Previous flight tests conducted by his partners, Stefan Brochocki (the designer) and Fred Bodek, in Canada had shown a tendency to mush at low speed.  Kasper's flights  confirmed that, with full up elevon, the rate of sink was 600 feet per minute at an airspeed of 40 mph, with good control.  Kasper wanted to explore the plane's stall characteristics so, before a later flight, he adjusted the elevon linkages for more upward travel and attached tufts to the trailing edge so he could see when the air flow separated.  As he raised the nose beyond the earlier test the plane continued to slow until it reached a minimum indicated airspeed of 20 mph, still with full control.  This post stall behavior is commonly called the "mush mode" and Kasper spent several years studying it.  He clamed that the rate of descent during this mush was only 100 feet per minute but that hasn't been confirmed by other investigators.  Since the only BKB-1 was destroyed in a crash and a replica has not been built the validity of his observations can't be confirmed at this time.
       Kasper theorized that a large vortex system, like that depicted in figure 6, was formed when the angle of attack was greater than 30 degrees.  Actually he originally thought there was only one vortex, shown rotating clockwise, but wind tunnel tests showed a secondary counter-rotating vortex as well.  He apparently thought the secondary vortex was nothing but bad news because much of his effort was directed toward diminishing it's size.

Figure 6Figure 6: Wing with wake bubble

       As it turns out, effort to suppress the secondary vortex may have been misspent.  The most obvious reason being that, in nature, vortices usually occur in counter rotating pairs.  It is also interesting that what Kasper called the "wake bubble" mirror's  the bound/starting pair * ** but raised entirely above the wing.  Remember, in order for a vortex to be stationary one of two conditions must be satisfyed:
  1. either energy (in the form of new material) must go through it or
  2. it must be closed at bouth ends.  Either by walls or by being bent around into a closed loop
 Since  new fluid enters at the periphery and exits from the core.  In the system shown above, the  vortices  are getting energy from air flowing around the wing .  As long as the two vortices are close together the system may not consume very much energy and it dose produce some extra lift, maybe as much as 100% over the airfoil  2D CLmax  (Kasper clamed he experienced CL greater than 3)
See this link for a NASA deep stall experiment using a modified sailplane.

Vortex ring

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