Home |
Search |
Today's Posts |
#11
![]() |
|||
|
|||
![]() "dansawyeror" wrote in message ... Thanks, Can you explain "transmission performance". Is it as measured and the source, Zin? What is the range of Reflection Coeff? Is it a percentage? Is refl. coeff. angle measured at Input? =================================== "Transmission performance" is just a descriptive term relating to how well a line works compared with what is expected from it. It is not measurable. It is a way of referring to the very many different characteristics / properties / attributes of anything which performs. It can be good, poor, better, worse, etc., etc. The "reflection coefficient" is a dimension-less ratio, the mathematical relationship between line Zo and the line terminating impedance Zt. RC = ( Zt - Zo ) / ( Zt + Zo ). In general, both Zt and Zo are complex quantities and therefore RC possesses both magnitude and a phase angle. The magnitude can be anywhere between 0 and 1+Sqrt(2) although only in very exceptional circumstances will it exceed 1.0 It is never expressed as a percentage. The phase angle can lie in any of the 4 quadrants of a circle. i.e., it can have an angle anywhere between 0 and 360 degrees. When performing calculations it is more comvenient to refer to the angle as lying between -180 and +180 degrees. It can be referred to any point along a line. The angle, as in a vector, rotates as the reference point moves away from the termination towards the generator. As you are probably aware, RC is closely related to SWR. SWR can be calculated from RC. But RC cannot be calculated from SWR. This is because RC conveys twice the amount of information as SWR. When calculating SWR from RC half the information is lost. The angle of SWR disappears. SWR is the end of the line! Whether SWR is measured or calculated you can't go much further. But SWR / RC is a fascinating subject. ---- Reg, G4FGQ. |