Wave length and transmission line

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The discussion centers on the relationship between transmission line length and RF signal wavelength, emphasizing that the line should ideally be shorter than the wavelength. However, it is clarified that transmission lines can often be much longer than the wavelength, as seen in practical examples like coaxial cables. The importance of impedance matching is highlighted to minimize signal reflection, particularly in RF applications. Additionally, the conversation touches on the distinction between RF transmission lines and those used for low-frequency AC power, noting that different principles apply. Overall, understanding these concepts is crucial for effective signal transmission and minimizing losses.
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I think pretty much everybody knows the length of the transmission line should be less than the wave length of the RF signal.
How do you explain it to some one who is not from engineering background.

I myself can't get it some times.
Say for example the wavelength of a wave is

2" =
------------------

The conductor length is 1/10=0.1" (approximately the '-' below)

-

If you draw a sine wave of wavelength 2", the the voltage amplitude is different over the
0.1" line. It does vary by some amount and its definitely not flat. Maybe flat for 0.001".

So why is it ok if the conductor length is 1/10th of the wavelength even though the amplitude of the wave varies over the length of the conductor?
 
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likephysics said:
I think pretty much everybody knows the length of the transmission line should be less than the wave length of the RF signal.
How do you explain it to some one who is not from engineering background.

I myself can't get it some times.
Say for example the wavelength of a wave is

2" =
------------------

The conductor length is 1/10=0.1" (approximately the '-' below)

-

If you draw a sine wave of wavelength 2", the the voltage amplitude is different over the
0.1" line. It does vary by some amount and its definitely not flat. Maybe flat for 0.001".

So why is it ok if the conductor length is 1/10th of the wavelength even though the amplitude of the wave varies over the length of the conductor?


No. Please google transmission line and termination...
 
A transmission line can be and in many cases is many times longer than a wavelength.

The coaxial cable from you TV aerial might be 10 metres long and the wavelength is 50 cm. ... 20 wavelengths.

The cable from your satellite dish might be 10 metres with signals at 15 cm ... 67 wavelengths.

The voltage and current will be constant (apart from the fact that it is AC) along the line if the line is perfectly matched to the load.
 
ah! Thanks.
In case of 60Hz AC, if the transmission line is longer than wavelength how do you terminate it. I mean what impedance.
So the goal is to stop or minimize reflection from the load?
 
60 Hz is way too low in frequency for transmission line theory to come into effect. When RF people talk about transmission lines, they aren't talking about the big lines that deliver your AC power.
 
likephysics said:
ah! Thanks.
In case of 60Hz AC, if the transmission line is longer than wavelength how do you terminate it. I mean what impedance.
So the goal is to stop or minimize reflection from the load?
High voltage power transmission lines (3 phase) have the conductors spaced to minimize lose. And at the substations, you'll find inductors and capacitors that do the impedance matching. If not, you would be transmitting power to the moon.
 
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I grabbed an under cabinet LED light today at a big box store. Nothing special. 18 inches in length and made to plug several lights together. Here is a pic of the power cord: The drawing on the box led me to believe that it would accept a standard IEC cord which surprised me. But it's a variation of it. I didn't try it, but I would assume you could plug a standard IEC cord into this and have a double male cord AKA suicide cord. And to boot, it's likely going to reverse the hot and...

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