Hi Pedro,
I am new to MOC myself but I have developed my own code for planar MOC successfully and I am trying to develop my own code for axisymmetric MOC as well. I just thought we could help each other. To answer your question: No, the term does not go to 0 in the limit of . It approaches . So, if you have a point very close to the axis where you know and , you can probably approximate the term by . I am facing a similar problem actually. I am working with the Mach number and the flow angle as my variables as opposed to and . Given the throat height (or mass flow rate) and design Mach number, how do you set up the initial conditions to kick-start the solution process? Unlike the planar case, the Riemann invariants do not remain constant along the characteristics. So, how do you set up the starting characteristic when you have no characteristics to intersect it? Many thanks. |
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