This paper studies the impinging of two ideal fluid jets. The usual
two-dimensional
model of jet flow uses an ideal, incompressible, weightless fluid to describe
these
impinging jets, so that the problem becomes one of complex analysis which
seems to
have an infinite number of analytical solutions, except for direct jet
impacts. The new
approach presented here is based on the construction of a dividing line
between the
two jets. It gives an efficient procedure for solving this problem numerically
when the
jets flow in arbitrary directions and the solution obtained seems to be
unique.