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Jimmie D March 27th 07 03:23 AM

Revisiting the Power Explanation
 

"Walter Maxwell" wrote in message
...
On Mon, 26 Mar 2007 20:41:42 -0400, "Jimmie D"
wrote:


I wish somone would convince my boss reverse power isnt real. Then he
wouldnt be so angry about the power meter head I blew up because I forgot
to
put an attnuator on it. Even with the -20db of the coupler ther is still
20
watts peak on the reverse side.

Jimmie, are you stating your belief that reverse, or reflected power isn't
REAL power?

Ya gotta be kidding! Listen to your boss, he's right!

Walt, W2DU


If reflected power wasnt real I wouldnt be in trouble or at least on the
shame list. I picked up 30 db pad to put on the pwer meter some body
started talking to me and I forgot to put the thing on before I took the
reading. In other words my origional reply was a kind of tongue in cheek
raz to anyone who doesnt believe reflected power is real.

Jimmie



Cecil Moore[_2_] March 27th 07 04:22 AM

Revisiting the Power Explanation
 
Richard Harrison wrote:
Power is acceptable and accepted. Why avoid the term?


Jim Kelley, AC6XG, has convinced me to make the
distinction between the nature of EM energy and
the nature of EM power. Power is what exists at
a point or plane. Energy is what is moving past
the point or through the plane. Reflected power
is measured at a point. Reflected energy is
what is doing the moving past that point.

In addition, there's the difference in definitions
between the fields of RF engineering and the field
of physics. In physics, zero work implies zero power.

I am not avoiding power. I am avoiding "power waves"
and "power flow". The dimensions of power flowing past
a point would be watts/second. I don't know what physical
quantity that would represent.
--
73, Cecil http://www.w5dxp.com

Cecil Moore[_2_] March 27th 07 04:24 AM

Revisiting the Power Explanation
 
Walter Maxwell wrote:
"Jimmie D" wrote:
I wish somone would convince my boss reverse power isnt real.


Ya gotta be kidding!


Yep, he is kidding.
--
73, Cecil http://www.w5dxp.com

Richard Harrison March 27th 07 08:47 AM

Revisiting the Power Explanation
 
Richard Clark, KB7QHC wrote:
"There is a continuum of phase relationships expressed in degrees
between 0 and 360."

We are discussing transmission lines and assuming near perfection.
Indeed the phase of the wave depends on that of the generator when it
was launched and the phase of the generator continues to advance with
time, but a good line enforces its Zo, a resistance.

Terman says on page 85 of his 1955 opus:
"The incident wave on the transmission line can therefore be described
as a voltage accompanied by a current that is everywhere in phase with
and proportional to, the voltage and dropping back uniformly in phase as
the load is approached."

The transmission line treats the wave reflected from a discontinuity
exactly the same as it does the incident wave.

The reflected wave is identical with the incident wave except that it is
traveling toward the generator.

At an open circuit or high-impedance load, there is tto much line
current for the high-impedance to accept gven the limited voltage. The
surplus current must reverse phase and the wave must travel back toward
the generator. There is no change in the phase of the voltage.

At a short circuit or low-impedance load, there is too much line voltage
for the low-impedance to accept, given the limited current. The surlus
voltage must reverse phase and the wave must travel back toward the
generator. There is no change in the phase of the current.

There are two phasing conditions between the voltage and current on an
ideal transmission line, 0 degrees and 180 degrees.

Best regards, Richard Harrison, KB5WZI


Gene Fuller March 27th 07 04:25 PM

Revisiting the Power Explanation
 
Cecil Moore wrote:
Richard Harrison wrote:
Power is acceptable and accepted. Why avoid the term?


Jim Kelley, AC6XG, has convinced me to make the
distinction between the nature of EM energy and
the nature of EM power. Power is what exists at
a point or plane. Energy is what is moving past
the point or through the plane. Reflected power
is measured at a point. Reflected energy is
what is doing the moving past that point.

In addition, there's the difference in definitions
between the fields of RF engineering and the field
of physics. In physics, zero work implies zero power.

I am not avoiding power. I am avoiding "power waves"
and "power flow". The dimensions of power flowing past
a point would be watts/second. I don't know what physical
quantity that would represent.


Cecil,

Utter nonsense. Jim was pulling your chain, and I guess you fell for it.

I have been a professional physicist for nearly 40 years. Real
physicists fully understand the difference between power as work and
power as energy transport. Both definitions are used as needed. I would
hazard a guess that most engineers understand and use both definitions
as well.

All of your ramblings about the difference between energy and power, as
well as joules and watts, add nothing but noise to the discussion. It is
highly likely that everyone reading this group understands the concept
of time.

73,
Gene
W4SZ

Richard Harrison March 27th 07 05:29 PM

Revisiting the Power Explanation
 
Gene Fuller, W4SZ wrote:
"Utter nonsense."

Cecil knows as well as anybody the difference between energy and power,
Power is the rate of doing work. The electrical unit is the watt
(joule/second). It is also the rate of transmission from source to load.

A wattmeter keeps track of the rate of energy flow, and the watt-hour
meter measures the integral of active power during the integration
interval.

The power company bills you for the energy consumed during an interval
determined by successive watt-hour meter readings.

Best regards, Richard Harrison, KB5WZI


Richard Clark March 27th 07 09:41 PM

Revisiting the Power Explanation
 
On Tue, 27 Mar 2007 02:47:04 -0500, (Richard
Harrison) wrote:

Richard Clark, KB7QHC wrote:
"There is a continuum of phase relationships expressed in degrees
between 0 and 360."

We are discussing transmission lines and assuming near perfection.
Indeed the phase of the wave depends on that of the generator when it
was launched and the phase of the generator continues to advance with
time, but a good line enforces its Zo, a resistance.


Hi Richard,

This is, of course, contingent only when the line is terminated in its
characteristic Z. Otherwise, given the premise of this thread, that
is not true. However, you do amend by:

The transmission line treats the wave reflected from a discontinuity
exactly the same as it does the incident wave.

The reflected wave is identical with the incident wave except that it is
traveling toward the generator.


However, this presumes one of those one or two degree (0 & 180)
solutions originating from either a short or an open that you
explicitly introduce.

There are two phasing conditions between the voltage and current on an
ideal transmission line, 0 degrees and 180 degrees.


Actually, there are 360 degrees to consider, of which 0 & 180 make up
slightly more than 0.5% of the complete picture. The length of the
line presents this continuum to the unmatched source, and the source
suffers by degree of phase relationships.

The solution to this perceived suffering, of course, is to introduce a
match. This serves two functions against a mismatched load:
1. Delivery of optimal power;
2. Reduce the risk of added heat burden to the source.

73's
Richard Clark, KB7QHC

Keith Dysart March 27th 07 09:52 PM

Revisiting the Power Explanation
 
On Mar 25, 8:23 pm, Cecil Moore wrote:
You are not allowed to deny the existence of the 450 ohm
real world load while asserting that it still exists.
If it exists, it dissipates the reflected energy. If it
doesn't exist, it reflects the reflected energy. Please
choose one or the other - obviously, you cannot have both
at the same time.

[snip]
If reflected energy is not dissipated, it undergoes destructive
interference and is redirected back toward the load as constructive
interference instead of being incident upon the source.


I like these two paragraphs. They describe exactly what
I would expect the relationships to be were "reflected
energy" to represent real energy.

More importantly, they describe an expectation that
is sufficiently precise to be falsifiable.

But just to be sure I understand the meaning, let me restate
them algebraically:
Energy.reflected = Energy.dissipated + Energy.re-reflected

If this is not what you meant, then please read no further
until you correct my misinterpretataion.

----

Oh good. The interpretation is accepted. So let us call
this "Cecil's Hypothesis":
"If reflected energy is not dissipated, it is redirected
back toward the load."
Expressed as an equality:
Energy.reflected = Energy.dissipated + Energy.re-reflected
And for convenience, its power form:
Preflected = Pdissipated + Pre-reflected

Now all we need is a single example for which the equality
does not hold and "Cecil's Hypothesis" will be disproved.

Let us start with the example previously offerred:
- Generator with 450 Ohm output impedance
- connected directly to a 1000 foot line with 450 Ohm
characteristic impedance
- connected to a load with 75 Ohm input impedance.

And to simplify computation and produce a numerical
result, we add a few more details:
- The generator is 2 Amp current source in parallel with
a 450 Ohm resistor
- The line is 31 wavelengths long

Let the experiment begin:
- The generator is off.
- All currents, voltages, energies and powers are zero.
- Turn on the current source.
- The current source pushes 2 Amps.
- This is divided equally between the 450 Ohm generator
resistor and the 450 Ohm line.
- The generator output voltage is 450 Volts.
- The generator output current is 1 Amp.
- 450 Watts is being put out by the generator
- 450 Watts is being dissipated in the generator resistor
- A real wattmeter (one that measures voltage and current)
shows 450 Joules/s flowing down the line. (Is it okay to
say that "450 Watts are flowing"?)
- A directional wattmeter indicates that the "forward
power" is 450 Watts and the "reflected power" is 0
Watts.
- Vfwd is 450 Volts
- Ifwd is 1 Amp
- The load is happily oblivious to the oncoming onslaught.
- 31 cycles later, the voltage, current and energy reach
the load.
- But there is an impedance discontinuity which creates
a voltage reflection coefficient of -0.714 so the load
refuses to accept all the incoming energy.
- The voltage across the load is 128.6 Volts
- The current into the load is 1.714 Amps
- The power dissipated in the load is 220.4 Watts
- Vref is -321.5 Volts
- Iref is 0.714 Amps
- Vfwd is still 450 Volts (the line is lossless for this
example)
- Ifwd is still 1 Amp
- "Forward power" is 450 Watts
- "Reflected power" is 229.6 Watts
- 220.4 = 450 - 229.6 which is as expected and
demonstrates the usefullness of a directional wattmeter
for computing actual power transferred (or is it energy?).
- Encountering the reflection has caused a change in
the voltage and current and this change is now
propagating back towards the generator.
- 31 cycles later, this change in line conditions
reaches the generator.
- The conditions at the generator terminals are now
the same as the load since it is an integral number
of wavelengths from the load.
- The voltage at the generator terminals is 128.6 Volts
- The current out of the generator is 1.714 Amps
- The "forward power" is still 450 Watts.
- The "reflected power" has changed from 0 to 229.6
Watts.
- There is 128.6 volts across the 450 Ohm generator
resistor.
- There is 0.286 Amps flowing in the 450 Ohm generator
resistor
- Because the 0.286 Amps in the 450 Ohm generator
resistor plus the 1.714 Amps flowing into the line
is 2 Amps, exactly the output of the current source,
the system has now settled after one round trip.
There is no re-reflection at the generator
terminals (and no ghosts).
- The power into the line is 220.4 Watts
- The power into the 450 Ohm generator resistor is
38.6 Watts
- 229.6 Watts of "reflected power" has reduced the
dissipation in the generator resistor by 413.4 Watts.
- Substituting into the hypothetical equality
Preflected = Pdissipated + Pre-reflected
229.6 = -413.4 + 0
- The equality does not hold, thus disproving
"Cecil's Hypothesis".

It is instructive to also consider the case with a
generator constructed as a 900 Volt voltage source
connected to a 450 Ohm output resistor.

In this case the 450 Watts dissipated for the first
62 cycles increases by 872 Watts to 1322 Watts when
the reflection arrives. Similar to above there is
no re-reflection or ghosts.

Once again the hypothetical equality
Preflected = Pdissipated + Pre-reflected
229.6 = 872 + 0
does not hold.

But the principle of "conservation of energy" should
hold whenever real energies are involved.
Since it does not hold in this case, we can only
conclude that the numbers computed for "forward and
reverse power" do not represent any real energy flows
but are merely conveniences to facilitate other
computations.

....Keith


art March 27th 07 10:36 PM

Revisiting the Power Explanation
 
On 20 Mar, 08:37, Walter Maxwell wrote:
One of the issues discussed in this thread that Owen originated concerned whether or not reflected power
enters the power amp and dissipates as heat in the plates of the amp. Some of the posters apparently are
unable to appreciate that the reflected power does not cause heating of the amp, unless the reflected power
detunes the amp and the amp is left detuned from resonance, which of course is not the correct manner of
operating the amp.

In the last post of the original thread I presented the details of an experiment I performed (one of many
using the same procedure) on a Kenwood TS-830S transceiver that proves how and why reflected power in no way
causes heating of the amp when the amp is properly adjusted in the presence of the reflected power.

Usually, such a presentation as in the last post in that thread evokes a great deal of response, as for
example, Art Unwin's. So I'm somewhat surprised, and a little disappointed that my post has resulted in total
silence. Have my efforts in helping to solve the problem gone for naught?

Walt, W2DU


Walt you got your wish, over 100 posts and still coming. How many
postings is it going to take to not only read what you said and also
the hard part
understand what you are saying? Only you can answer whether your help
to solve the problem has gone for naught. Maybe at 200 postings you
will feel a bit better about things but I doubt it. But I must thank
you as you have greatly decreased the number ugly postings in my
direction so please keep it up.
Regards
Art
Art


Richard Harrison March 27th 07 11:56 PM

Revisiting the Power Explanation
 
Richard Clatk, WB7QHC wrote:
"This is, of course, contingent only when the line is terminated in its
characteristic Z."

Lines terminated in Zo don`t produce a reflection at the load. I did not
make up the fact that the line forces the current to be exactlly
in-phase or exactly out-of-phase with the voltage across the
transmission line. I got it from Terman. On page 86 of his 1955 opus:
"---This differs from Eqn (4-8) (Zo seen by the incident wave) only
by the negative sign, which arises from the fact that the current in the
reflected wave travels toward the generator whereas the current in the
incident wave travels toward the load.

Zo is a RESISTANCE. In a resistance, current is in-phase with its
associated voltage. Waves traveling in either direction on a line see
the same Zo.

Best regards, Richard Harrison, KB5WZI



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