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Today, we are going to explore common base amplifiers, which are known for their low input impedance. Can anyone tell me what this means for the amplifier's input signal?
Does it mean that they canβt handle a high voltage input?
Exactly! Low input impedance suggests that these amplifiers work better with current inputs rather than voltage inputs. We often use potential dividers to set the base bias voltage. What do you think happens if we connect a high-impedance source to it?
It might get distorted or the signal could be very weak!
Right! So understanding input impedance is critical. Let's summarize that: Common base amplifiers are low impedance devices primarily suited for current input.
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Now, let's talk about calculating the operating point. This is crucial for ensuring the amplifier performs correctly. Can someone describe what parameters we need to consider?
We need the base voltage, the emitter resistance, and the current flowing through the transistor.
Exactly! For instance, if we have a base voltage of 6V and an emitter resistance of 10kβ¦, how do we compute the current flowing through the transistor?
We could use Ohm's law and the values provided to determine the current!
Very well! This approach allows you to find the collector current. Remember, the operating point is the heart of the amplifier's functionality!
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Letβs delve into voltage gain! What do we mean when we say that an amplifier has a high voltage gain?
It means the output is significantly larger than the input signal.
Correct! High voltage gain suggests efficient amplification. Now, if we consider our common base amplifier and its configuration, how do we calculate this gain?
We look at the ratio of output voltage swing to input signal!
Well done! Summarizing, understanding voltage gain helps in appreciating how well our amplifier will perform in real-world applications.
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In this section, the concepts of voltage gain and input impedance are explored, focusing on common base amplifiers. The section highlights the calculation of operating points, small signal parameters, and practical implications of input impedance and voltage gain.
In analog electronic circuits, understanding voltage gain and input impedance is crucial for designing effective amplifiers. This section specifically addresses common base amplifiers, illustrating their operation with practical examples.
Common base amplifiers exhibit low input impedance, making them suitable for applications involving current inputs rather than voltage inputs. The setup often involves a potential divider or a practical bias circuit that establishes the operating point of the transistor. The voltage gain (
$$A_v$$) of the amplifier can be analyzed based on the small signal model and the characteristics of the transistor.
Students learn how to calculate the operating point by considering various parameters such as base voltage, emitter resistance, and collector current. The analysis leads to the determination of the small-signal parameters like transconductance (g_m) and output resistance (r_o).
The voltage gain can be derived from the relationship between the output voltage swing and the input signal, emphasizing the importance of understanding distortion and saturation.
Overall, this section lays a foundational understanding for further exploration into various amplifier configurations and their specific characteristics.
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The next thing we are going to talk about the output swing on the circuit and as we have discussed that the supply voltage is 12 V and R and R both are equal to 100 kβ¦. So, A B that gives us the Thevenin equivalent voltage. At the base node it is 6 V and the Thevenin equivalent resistance is 50 kβ¦. Now, the base terminal current of 5 Β΅A as we have discussed before.
This chunk introduces the concept of voltage gain using a common base amplifier circuit. The supply voltage is mentioned as being 12V, and resistances R_A and R_B are both 100 kβ¦. The Thevenin equivalent voltage at the base node is calculated to be 6V, and the Thevenin resistance is given as 50 kβ¦. Additionally, the base terminal current is specified as 5 Β΅A, which is crucial for understanding how the circuit reacts based on supply and input parameters.
Think of a water park where the supply of water (akin to supply voltage) needs to maintain steady pressure through various slides (the electrical circuit). The Thevenin voltage is like knowing the exact level of water in a tank at the top of a slide, making it critical to understand how much pressure (base terminal current) you need to maintain the ride quality and safety.
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So, if we consider the IR drop with respect to Thevenin equivalent voltage, so, at the base terminal the DC voltage is coming 5.75 V. On the other hand, the collector current is 0.5 mA. The R value it is 6 kβ¦. So, the drop across this 6 kβ¦ it is 3 V.
Here, we calculate the voltage drop at the base terminal after considering the equivalent circuit parameters. The DC voltage is deduced to be 5.75V at the base terminal when accounting for the IR drop. The collector current flows at 0.5 mA and induces a voltage drop across the resistor R_C, calculated as 3V using the formula V = I Γ R.
Imagine youβre riding a bike down a hill. The steepness of the hill (voltage) increases your speed (current), but you also have to navigate curves and traffic (resistors) that may slow you down. Understanding the overall potential energy as you navigate becomes akin to calculating the voltage drop across each part of the circuit.
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So, this is output signal swing in the negative side. So, this is the possible output swing in the negative side till the transistor it is entering into saturation region. On the other hand, if we consider the positive swing, now we consider output swing in the positive direction.
This section discusses how to compute output swing for both negative and positive scenarios. The output swing is evaluated based on the DC voltage and saturation limit. The negative swing is calculated by evaluating the maximum collector voltage allowed before hitting the 0.3V threshold for saturation. Similarly, the positive swing calculates based on the DC voltage maximizing the collector output limit based on supply voltage.
Think of a swing set in a playground. The maximum height you can swing back and forth (output swing) is limited by how high the swing was put (supply voltage). If you swing too low, the swing will stop altogether (negative swing), but if you try to climb the vertical bar (positive swing), the swing will be limited by how far back you can push off from the ground.
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Coming to other aspect that the input impedance of this circuit is expected to be low. If the source resistance is significant, then the input signal will be experiencing significant amount of attenuation.
This chunk highlights the importance of input impedance in a common base amplifier circuit. Itβs noted that the inherent low input impedance can lead to signal attenuation if the source resistance is not proper. It implies careful design considerations are required when dealing with practical source resistances.
Consider trying to pour syrup from a thicker bottle (representing high input impedance) into a small cup. If the cupβs opening (source resistance) is too small, the syrup will not flow smoothly and may cause drips (attenuation). The design must ensure the bottle and cup are appropriate for each other to allow a steady flow of syrup (electrical signals).
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Now we can compare each of these terms and you may recall the value of g ; g is β§ and r is 5.2 kβ¦ and R is 10 kβ¦.
In this part, the concept of current gain is evaluated. The gain is derived from comparing the small signal parameters, focusing on the transconductance g_m and the associated resistances in the circuit. These comparisons are essential to elucidate how effective the circuit will be in amplifying the current.
Picture a relay race where the baton must be efficiently passed from one runner to another (current gain). The runners (electronic components) need to be of equal speed and strength. If one leg in the relay is slower (higher resistance), it affects the overall speed of the team (current gain) and their success in completing the race efficiently.
Learn essential terms and foundational ideas that form the basis of the topic.
Key Concepts
Operating Point: The DC bias level which must be set for the transistor to function in its active region.
Voltage Gain: Indicates how much the amplifier increases the voltage of the input signal.
Input Impedance: A critical factor determining how the amplifier interacts with the source of the input signal.
See how the concepts apply in real-world scenarios to understand their practical implications.
For a common base amplifier with a base voltage of 6V and a collector resistance of 6kβ¦, the collector voltage in active mode is calculated using Ohm's Law, leading to understanding voltage drop.
If the input impedance of a circuit is significantly lower than the source impedance, the signal attenuation can be substantial.
Use mnemonics, acronyms, or visual cues to help remember key information more easily.
In common base, currentβs the ace, low input's the pace, watch the gain in its place.
A wise old amp lived on a low hill. It always preferred to drink current rather than voltage, knowing that low impedance made it strong and reliable.
Remember 'I Very Important' for Impedance, Voltage, and Input: 'Input Impedance is very important for analysis.'
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: Input Impedance
Definition:
The measure of how much resistance an amplifier presents to the input signal.
Term: Common Base Amplifier
Definition:
An amplifier configuration where the base terminal is common to both input and output.
Term: Operating Point
Definition:
The DC bias point set to allow proper functioning of the amplifier.
Term: Transconductance (g_m)
Definition:
A small signal parameter that defines the relationship between input voltage and output current.