Home |
Search |
Today's Posts |
|
#1
![]() |
|||
|
|||
![]()
Keith Dysart wrote:
But the distributed capacitance and inductance are physical impedances. But they are constant, i.e. there is no physical impedance *discontinuity*. The reflection coefficient inside a homogeneous piece of transmission line is (Z0-Z0)/(Z0+Z0)=0, i.e. there can be no reflections. The reflection coefficient in free space is (1.0-1.0)/(1.0+1.0)=0, i.e. there can be no reflections in free space. Neither 'virtual impedance' nor 'impedance, virtual' are in the dictionary (at least the 7th Edition). "Virtual" essentially means that no physical impedor exists. The virtual impedance definition is covered by definition (B), the ratio of voltage to current which *causes* the impedance. A virtual impedance is an *effect*, not a cause. -- 73, Cecil http://www.w5dxp.com |
#2
![]() |
|||
|
|||
![]()
On Apr 10, 7:52*am, Cecil Moore wrote:
Keith Dysart wrote: But the distributed capacitance and inductance are physical impedances. But they are constant, i.e. there is no physical impedance *discontinuity*. The reflection coefficient inside a homogeneous piece of transmission line is (Z0-Z0)/(Z0+Z0)=0, i.e. there can be no reflections. The reflection coefficient in free space is (1.0-1.0)/(1.0+1.0)=0, i.e. there can be no reflections in free space. Neither 'virtual impedance' nor 'impedance, virtual' are in the dictionary (at least the 7th Edition). "Virtual" essentially means that no physical impedor exists. The virtual impedance definition is covered by definition (B), the ratio of voltage to current which *causes* the impedance. A virtual impedance is an *effect*, not a cause. The transmission line definitely falls into definition (C), "A physical device or combination of devices whose impedance as defined in definition (A) or (B) can be determined." The TL is a combination of devices, a lot of very small ones, and its impedance can be determined. Using 26 pf/ft as a representative value for RG-58, dividing the 45 degree section into 45 pieces, applying the normal rules for parallel and series circuit elements, the impedance at the entry to the line is trivially (using Excel) calculated to be 50.443 /_ 90. Subdividing into smaller elements would increase accuracy. If I could remember my calculus, the exact answer could be derived. There is no need for forward or reflected waves at all; just basic AC circuit theory. ...Keith |
#3
![]() |
|||
|
|||
![]()
Keith Dysart wrote:
There is no need for forward or reflected waves at all; just basic AC circuit theory. Now do it in free space. EM waves are EM waves no matter what the medium. -- 73, Cecil http://www.w5dxp.com |
Reply |
Thread Tools | Search this Thread |
Display Modes | |
|
|
![]() |
||||
Thread | Forum | |||
Now for the rest of the story! | General | |||
Now for the rest of the story! | Policy | |||
Now for the rest of the story! | General | |||
Now for the rest of the story! | Policy | |||
WTD: Paul Harvey Rest of the Story broadcasts from Sep 1 thru 6 | Broadcasting |