What exactly is maximum symmetrical swing?

In summary, the conversation discusses the concept of unsymmetrical swing in BJT's and the importance of setting the bias point at 0.5Vcc to achieve a large voltage swing and avoid distortion in the output waveform. The provided images and explanation help to clarify the concept and its effects on amplifier performance.
  • #1
NewtonianAlch
453
0
I see this term quite a lot for BJT's and I can't quite figure out exactly what it is, although I have some idea based on a bit of reading from different sources.

Is there such a thing as unsymmetrical swing, and what would that be?
 
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  • #2
Try to analysis this example

43_1249649597_thumb.png


Vcc = 12V; Vc = 6V (red plot ); Ve = 2V (green plot) ; Vinput = 1V (blue plot).


To make sure that BJT work in the linear region and to achieve a large voltage swing you need to set the bias point (voltage at collector) equal to 0.5Vcc (and this assumption automatically ensures that the BJT will work in the active region).

And this imagines show why we need Vce = 0.5*Vcc

Vce=4.5V maximum symmetrical swing +/- 4.5V
77_1253442210_thumb.png


Vce=3V maximum symmetrical swing +3V and -3V
49_1253441774_thumb.png


Vce=1V
maximum symmetrical swing +1V and -1V
30_1253442191_thumb.png


So to amplifier our input signal waveform ( positive half and negative half) without distortion we need to set dc bias point at 0.5Vcc.
 
  • #3
Even if there is no clipping, you can have distorted waveform that is not symmetrical. For a resistor load common emitter stage, even harmonics are quite high and if you look at the wave form, one side is fatter and the peak amplitude is a little lower than the other side. It is progressively more prominent as the output swing increases.
 
  • #4
I like the pics and explanation, Jony!

:approve:
 
  • #5
Ah...thanks a lot for those pictures I see now what happens when the bias point is not half of Vcc.

That was very helpful.
 

1. What is maximum symmetrical swing?

Maximum symmetrical swing is the maximum extent to which an object can move back and forth in a symmetrical manner. It refers to the distance or angle of oscillation from the resting position of the object.

2. How is maximum symmetrical swing different from maximum swing?

Maximum swing refers to the maximum distance or angle that an object can move from its resting position in any direction. It does not necessarily have to be symmetrical. In contrast, maximum symmetrical swing only considers movements that are equal in both directions.

3. What factors affect maximum symmetrical swing?

The factors that can affect maximum symmetrical swing include the mass and shape of the object, the force applied to the object, and any external factors such as air resistance. Additionally, factors such as the length of the pendulum or the elasticity of a spring can also affect maximum symmetrical swing.

4. How is maximum symmetrical swing measured?

Maximum symmetrical swing can be measured in terms of distance, angle, or time. For example, the maximum distance an object swings back and forth, the maximum angle of oscillation, or the maximum time it takes for the object to complete one full swing.

5. Why is understanding maximum symmetrical swing important in science?

Understanding maximum symmetrical swing is important in science because it is a fundamental concept in the study of oscillatory motion. It is used to analyze and predict the behavior of various systems, such as pendulums and springs, and is crucial in fields such as physics, engineering, and mathematics.

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