J
John Marks
- Jan 1, 1970
- 0
I want to do an experiment whereby six CPA's are arrayed to converge
in a cubic symmetry. The center would be where the ends of the
straight section that normally points upward all connect. IOW the
circular segments would all face each other inward.
Can anyone predict what the result might be? Would the field vectors
cancel, or simply distort into some new geometry.
I would expect buckloads of reflection. Is there anyway to mitigate
this. Perhaps a coupling transformer that inverts phase from the
signal source?
Thanks for any insight.
Robert Marks
in a cubic symmetry. The center would be where the ends of the
straight section that normally points upward all connect. IOW the
circular segments would all face each other inward.
Can anyone predict what the result might be? Would the field vectors
cancel, or simply distort into some new geometry.
I would expect buckloads of reflection. Is there anyway to mitigate
this. Perhaps a coupling transformer that inverts phase from the
signal source?
Thanks for any insight.
Robert Marks