Longitudinal concavity gives rise to this phenomenon in the G?rtler Effect, which may be amplified by the introduction of Tollmien-Schlichting waves. The von Karman equation gives the net value for its measurement for isotropic cases of its occurrence, while another indicator of its presence is a Strouhal Number of at least 0.2. Its permeation of vector fields under Couette conditions is chaotic, though Kelvin's circulation theorem assigns it a constant in the case of incompressible inviscid fluids, and it must always equal zero in the application of Bernoulli's Law. Calculated as the curl of the fluid velocity, FTP, name this measure of the 
Longitudinal concavity gives rise to this phenomenon in the G?rtler Effect, which may be amplified by the introduction of Tollmien-Schlichting waves. The von Karman equation gives the net value for its measurement for isotropic cases of its occurrence, while another indicator of its presence is a Strouhal Number of at least 0.2. Its permeation of vector fields under Couette conditions is chaotic, though Kelvin's circulation theorem assigns it a constant in the case of incompressible inviscid fluids, and it must always equal zero in the application of Bernoulli's Law. Calculated as the curl of the fluid velocity, FTP, name this measure of the localized angular velocity per unit area of a fluid.
Longitudinal concavity gives rise to this phenomenon in the G?rtler Effect, which may be amplified by the introduction of Tollmien-Schlichting waves.
vorticity