| N = 2 | a − b·b − a′ | . |
| a − a′ |
(4)
Along a jet surface, q = Q, and
chΩ = cos θ = cos α − ½sin2 α(a − a′) / (u − b),
(5)
if θ = α at the source x of the jet xB, where u = ∞; and supposing θ = β, β′ at the end of the streams where u = j, j′,
| u − b | = | ½sin2 α | , | u − j | ½sin2 α | cosθ − cosβ | , |
| a − a′ | cos α − cos θ | a − a′ | (cos α − cos β) (cos α − cos θ) |
| u − j′ | = ½sin2 α | cos θ − cos β′ | ; |
| a − a′ | (cosα − cos β′) (cos α − cosθ) |
(6)
and ψ being constant along a stream line