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Today, we're going to discuss the specifications of the Common Gate amplifier. Can anyone tell me what aspects we should consider for its design?
We need to look at the voltage gain, output swing, and input impedance.
Exactly! Voltage gain and output swing must be within achievable limits related to our power supply. For instance, with a 12V supply, an output swing of Β±12V isnβt feasible. What do we need to do instead?
We should adjust the specifications so they are manageable, or change some component values!
Great! These adjustments may involve manipulating resistances to maintain ideal circuit conditions. Let's keep this framework in mind as we delve deeper into component calculations.
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Now, letβs think about our calculations. For instance, if we require an output swing of Β±4V, what voltage drop across our resistances should we target?
We need at least 4V across one resistance to ensure that the output can swing up and down accordingly.
Exactly! If we assume we want a 5V drop across the resistance, can anyone calculate the required DC output voltage?
"That should be 7V for the DC output.
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Next, letβs compare the Common Gate and Common Base amplifiers. How do their input and output impedances usually differ?
I believe the input impedance of a Common Gate is usually lower than that of a Common Base configuration.
Correct! The differences in input-output relationships influence how we handle gains and impedances in each design. What about current gain? How does it manifest here?
I remember you said in Common Gate amplifiers, the current gain is not as significant, whereas in Common Base, it can approach 1 due to better current handling.
Precisely! These characteristics will guide our design choices based on the required application.
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Letβs apply what weβve discussed in some numerical examples. If I set out a requirement for a 250β¦ input impedance, how do we start deriving component values?
We can use the input impedance formula along with the current expected to calculate necessary resistance values.
Excellent! If we target a gate voltage of 3V and want to ensure a proper voltage drop across the gate, how do we decide our resistor values?
We can pick values that align with the ratios derived from our targets, iterating the values until we ensure they fit the performance constraints.
Exactly! Iterative adjustments are crucial in practical designs for achieving the optimal performance we desire!
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In this section, various numerical examples are presented for the Common Gate and Common Base amplifiers. The discussion revolves around achieving desired voltage gain, output swing, and input impedance while adhering to certain specifications. Emphasis is laid on working within the constraints of given device parameters and power supply.
This section explores the intricacies of Common Gate and Common Base Amplifiers by providing a thorough analysis of their performance requirements and numerical examples. The analysis begins by assuming certain specifications such as voltage gain, output swing, and input impedance and subsequently finding suitable values for various components used in the circuits. The significance of achievable performance within the constraints of given specifications is stressed heavily.
For instance, the discussion begins with a Common Gate amplifier, where it is noted that if the target performance (e.g., Β±12V output swing on a 12V supply) is unrealistic, the exercise becomes impractical. Practical values for each parameter must be obtained through thorough analysis, including proper voltage drops and gate conditions to ensure the amplifier remains in saturation.
The implications of results are explored through numerous examples, detailing expected values for resistances, voltages, and input impedances. Each parameter is carefully calculated, highlighting the importance of component selections to meet desired performance. Also, the uniqueness of current gain characteristics in common gate versus common base configurations is clarified through design guidelines and descriptions of small-signal analysis. The concluding remarks reiterate the unchanging guiding principles behind circuit specifications and the design process.
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So, welcome back after the short break. So, we were here we do have the Common Gate Amplifier and let us assume that the performance requirements are given namely voltage gain it is given output swing it is given and input impedance is given to us and then, we need to find the values of different parameters.
In this section, we start discussing the Common Gate Amplifier, assuming certain performance specifications have been provided. These include voltage gain, output swing, and input impedance. The goal is to determine the appropriate values for various components based on these specifications. It is crucial to assess whether these specifications are realistic given the limitations of the circuit design.
Imagine you are planning a road trip. You need to know how far you want to go (output swing), how fast you'll be driving (voltage gain), and how much fuel you have (input impedance) to decide how to pack and what route to take.
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Now, you must be careful here in our circuit analysis we already have seen that out of this common gate amplifier, what are the achievable performance we do have? So, if the specification the requirement if it is well within that the achievable performance of the circuit, then only a week this exercise is meaningful.
It's important to evaluate whether the desired performance specifications fall within the achievable limits of the Common Gate Amplifier. For instance, if you require a voltage gain of 50, but the design's practical capabilities can only provide a maximum of 10, then any analysis conducted would not be relevant. Thus, understanding the controllable parameters is key before moving forward.
Consider a race car driver wanting to achieve a lap time that is far beyond the car's capabilities. Conducting practice laps to perfect their driving would be pointless if the car underperforms at that level.
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So, to start with let me consider that output swing it is see if this is 12 V and the requirement maybe a Β± 4 V; which means that the requirement is 8 V P-P how do you how do you utilize this information?
The calculation begins with establishing the necessary output swing based on the systemβs specifications. If the power supply is 12V, and we require an output swing of Β±4V, this leads to a total peak-to-peak output swing of 8V β this is critical for determining how much voltage drop is permissible across the active components in the circuit.
Think about a water tank. If the tank can hold a maximum of 12 liters, and you want to drain 4 liters, this leaves you with just enough space for an 8-liter flow before you hit your limit.
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So, if the output voltage it is changing from it is quiescent voltage by an amount of say 4 V towards the βve side then we have to ensure that the device it is in saturation region. Which means that the DC voltage here at the output it should be such that DC voltage here and DC voltage at the gate it should be such that the V should be at least 3 V.
To ensure proper operation of the amplifier, understanding DC voltage levels is essential. If the output is swinging negatively by 4V, the gate voltage must remain sufficiently below a certain threshold (in this case, at least 3V) to place the transistor in the saturation region, where it functions optimally.
This is similar to making sure that a roller coaster does not drop too low on its track. If the threshold level for safety is 3 feet above ground, the roller coaster needs to maintain a height above that for a smooth ride.
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Here we can say that this drop it is ah. So, here we do have 3 V remaining 9 V here and there is no current flowing here. So, we can say drop across R it is 3 and a drop across a R it is 1 unit.
With known voltage drops across components, we can start formulating the necessary resistor values for the overall circuit. For example, if the voltage drops across resistors are split such that one resistor drops 3V while the other drops 1V, we can calculate their respective values based on the required thresholds to ensure proper functioning of the Common Gate Amplifier.
This can be likened to splitting a pizza among friends. If one person gets 3 slices and another gets 1 slice, you can determine how large the pizza should be based on how many slices in total you want everyone to enjoy.
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Now what we obtain here it is end of this analysis what you obtain here it is the R = say 200 k and then R it is 100 k, then R it is it is . So, it means 1.25 kβ¦ and then R it is 250 β¦.
At the conclusion of the analysis for the Common Gate Amplifier, the component values have been determined: for example, resistor values could be finalized at 200kΞ© for R_A, 100kΞ© for R_B, and 250Ξ© for R_input. This ensures that the amplifier meets the identified requirements regarding voltage gain, output swing, and input impedance.
This is similar to constructing a bridge. Once you finalize the measurements of each component based on safety standards and traffic requirements, you can proceed to build the structure confidently knowing it meets all needs.
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Key Concepts
Common Gate Amplifier: A configuration where the input is applied to the source and the output is taken from the drain, with the gate being grounded.
Common Base Amplifier: This configuration has its input signal applied to the emitter and output taken from the collector, with the base terminal grounded.
Voltage Gain: It is critical for determining how much amplification is achieved by the amplifier circuit.
Output Swing: Understanding the limitations imposed by the power supply is crucial for achieving the desired output swing.
Input Impedance: Knowing how to calculate and design for input impedance is paramount for matching with preceding circuit stages.
See how the concepts apply in real-world scenarios to understand their practical implications.
For a Common Gate amplifier with a target output swing of Β±4V on a 12V supply, calculations are necessary to ensure proper component values that respect the device limitations.
In a Common Base amplifier design, ensuring the input impedance matches the requirements will influence the choice of resistors and bypass capacitors.
Use mnemonics, acronyms, or visual cues to help remember key information more easily.
Common gate, voltage rate; supply sets the absolute fate.
Imagine a circuit builder trying to create a masterpiece; if the power supply is 12V, they can't ask their amplifier to swing wider than that, or they'll be left with an unsolvable equation.
GAS - Gain, Swing, and Input impedance are the three important components in amplifier design.
Review key concepts with flashcards.
Review the Definitions for terms.
Term: Voltage Gain
Definition:
The ratio of output voltage to input voltage in an amplifier.
Term: Output Swing
Definition:
The maximum and minimum output voltage limits an amplifier can achieve.
Term: Input Impedance
Definition:
The impedance seen by the signal source when connected to the amplifier's input.
Term: Common Gate Amplifier
Definition:
An amplifier configuration where the gate terminal is common to both input and output.
Term: Common Base Amplifier
Definition:
An amplifier configuration where the base terminal is common to input and output.