Can the Wave Nature of Signals Challenge Basic Electronics Laws?

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Voltage pulses are reflected in long transmission lines or high-frequency circuits due to impedance discontinuities, which aligns with basic electronics principles. Initially, DC is taught for its simplicity, likening charge flow to incompressible fluid, while AC introduces more complex wave phenomena. At low frequencies, wave effects are negligible, but as frequency increases, electrical energy behaves similarly to light waves, leading to reflections and interference patterns. Reflections become significant when line lengths approach half the wavelength of the incident wave, potentially causing issues in high-speed digital circuits. Understanding these wave properties is crucial for designing effective electronic components, especially amplifiers, where delays can lead to unintended oscillations.
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Why are voltage pulses reflected back over long transmission lines or in circuits having high frequency? Does this follow basic principles of electronics( Kirchoff's law, etc. ) ?
 
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akipro said:
Why are voltage pulses reflected back over long transmission lines or in circuits having high frequency?
The short answer is because the signal encounters an impedance discontinuity. While you wait for the longer answer you can have a look at this mesmerizing video that someone posted a link to a while back:

http://www.youtube.com/watch?v=DovunOxlY1k#t=1m20s
 
Could someone explain how this wave nature doesn't go against the basic laws of electronics ?
 
akipro said:
Could someone explain how this wave nature doesn't go against the basic laws of electronics ?

That's why they teach us DC first, it's easier to visualize. Charge acts not unlike like an incompressible fluid moving through tubes. They hardly mention fields.

Then we learn low frequency AC. That introduces complex arithmetic - sine functions and all that.
That's where they start with fields, to explain inductance and capacitance.

So long as the frequency is low we don't have to consider wave phenomena.
The higher the frequency the more electric energy behaves like light waves. It'll reflect, make interference patterns, and travel through air.

Try a search on transmission line theory.
ARRL Antenna Handbook is a good, practical reference.



old jim
 
jim hardy said:
That's why they teach us DC first, it's easier to visualize. Charge acts not unlike like an incompressible fluid moving through tubes. They hardly mention fields.

Then we learn low frequency AC. That introduces complex arithmetic - sine functions and all that.
That's where they start with fields, to explain inductance and capacitance.

So long as the frequency is low we don't have to consider wave phenomena.
The higher the frequency the more electric energy behaves like light waves. It'll reflect, make interference patterns, and travel through air.

Try a search on transmission line theory.
ARRL Antenna Handbook is a good, practical reference.



old jim


Why don't we see reflection in short channels or while applying DC voltage? Normally in open circuits the applied voltage is the voltage observed across the entire length of wire but by reflection property we should actually observe twice the voltage than what is applied [ incident + reflected]
 
You do see reflections in short channels if you are operating at a high enough frequency. ALL electrical lines have some reflection but it doesn't always matter. In practice you start seeing reflections when the line length is comparable to about half the wavelength of the incident wave or so. In a logic circuit, you can start having problems if the time it takes for the reflected wave to show up is close to the propagation delay of the driving gate. In this case you may need to go to balanced logic circuits, which are used in practice in very high speed digital circuits.
 
akipro said:
Could someone explain how this wave nature doesn't go against the basic laws of electronics ?

Actually, you soon become aware of the time taken for signals to pass through an electronic circuit, once you try to build an amplifier. It is extremely easy to build an amplifier which turns out to be an oscillator because the feedback loop you included (trying to make it more linear, for instance) introduces an embarrassing amount of delay (phase shift). Even at relatively low frequencies, the wave nature of signals can give you trouble.
 
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