Search the courses, subjects, tracks, games and features, or jump straight to a page.
Learn it your way
A short class with Sarah and her students. The other ways are under More.
Sign up free to listen. Transcripts are free to read.
Welcome everyone! Today we're discussing multi-transistor amplifiers focusing on active loads. So, can anyone tell me why we would prefer an active load instead of a passive load in amplifiers?
I think active loads can help increase the voltage gain of the amplifier.
Absolutely right! Active loads provide higher output impedance, which enhances the gain. Remember the acronym 'GAIN'—Gaining Active Instead of Normal, which reflects the advantage of using active loads. Now, can anyone elaborate on how signal swings are affected?
Since active loads maximize gain, I guess they also allow for larger signal swings?
Correct! Larger swings mean the output can cover a wider range of voltages without distortion. Let’s summarize: active loads enhance voltage gain and signal swing.
Now, let’s tackle an example of a CE amplifier with active load. Given that transistor-1 has a beta (β) of 100, can anyone show me how we calculate the collector current?
We can use the formula I_C = β * I_B, but first we need to know the base current I_B, right?
Exactly! We determine I_B from the voltage supply and the resistor values. Can you calculate the collector current assuming V_BE(on) is 0.6V and supply voltage is 12V?
Sure! I_C = 100 * (12V - 0.6V)/570k = 20µA, so multiplying by β gives 2mA.
Well done! The next step involves calculating the output voltage. Can someone explain how we approach that?
We compare the currents from both transistors as they should be equal for balanced operation.
Exactly! Balancing the currents ensures the circuit's stability. Let’s review what we’ve learned: balancing collector currents is crucial for performance in multi-transistor amplifiers.
Let’s discuss the performance parameters of our CE amplifier with an active load. What can we say about input resistance?
It combines the small signal resistance and the bias resistance, right?
Correct! The input resistance is significant for understanding how the amplifier affects the preceding stage. Now, can anyone tell me how bandwidth is calculated here?
We compute bandwidth by determining the cutoff frequency based on capacitance and resistance.
Good point! Remember, increasing the output resistance can affect bandwidth negatively. To tie it all together, let’s summarize our performance parameters: higher voltage gain but potentially reduced bandwidth.
Active load configurations increase the gain of amplifiers by providing a higher output impedance compared to passive loads. This means that the overall performance of the amplifier can be optimized for various parameters.
The session includes numerical examples using both BJT and MOSFET configurations of common emitter (CE) and common source (CS) amplifiers respectively.
Transistor parameters (β) used are 100 for transistor-1 and 200 for transistor-2.
The early voltage and capacitance values for both transistors are defined for analysis.
The section also includes important design guidelines—such as balancing base currents for transistors with differing β values to ensure equal collector currents.
A detailed example illustrates the calculation of output voltage, small signal parameters, and expected signal swings. The calculations are systematic, leading to clear definitions of input resistance, output resistance, and bandwidth considerations for designed circuits, culminating in a comparison of CE amplifiers with active versus passive loads.
For voltage gain that's great, an active load is your mate!
Imagine a garden where the active load, a strong gardener, helps the plants grow tall (the voltage gain). Without it, they merely survive (the passive load).
A.C.T. for Active Loads: A - Amplifies, C - Collects current, T - Transistors are key.
G.A.I.N. - Gaining Active Instead of Normal – representing the benefits of active loads over passive.
Term
What does voltage gain represent?
Click to flip
Term
How does an active load affect amplifier performance?
Click to flip
The ratio of the output voltage to the input voltage of an amplifier, indicating how much the signal has been amplified.
A load configuration in amplifiers that uses a transistor to increase output impedance and improve voltage gain.
The current flowing through the collector terminal of a transistor.
The current flowing into the base terminal of a transistor, which controls the collector current.
A parameter representing the effect of base-width modulation in BJTs; affects the output resistance of transistors.
The resistance encountered by incoming signals at the input of the amplifier.
The resistance looking into the output of the amplifier.
The frequency at which the output power of the amplifier drops to half its peak value, indicating bandwidth limits.
This section covers multi-transistor amplifiers using active load designs and explores related numerical examples.
The section delves into the design of common emitter (CE) and common source (CS) amplifiers with active loads. It provides numerical examples to illustrate how active load configurations can enhance voltage gain, along with detailed calculations of various circuit parameters.
This section of the course, led by Prof. Pradip Mandal from IIT Kharagpur, focuses on the design and analysis of multi-transistor amplifiers utilizing active loads. The discussion aims to contrast active loads against passive counterparts by examining their effects on voltage gain and other circuit parameters.
Active load configurations increase the gain of amplifiers by providing a higher output impedance compared to passive loads. This means that the overall performance of the amplifier can be optimized for various parameters.
The session includes numerical examples using both BJT and MOSFET configurations of common emitter (CE) and common source (CS) amplifiers respectively.
The section also includes important design guidelines—such as balancing base currents for transistors with differing β values to ensure equal collector currents.
A detailed example illustrates the calculation of output voltage, small signal parameters, and expected signal swings. The calculations are systematic, leading to clear definitions of input resistance, output resistance, and bandwidth considerations for designed circuits, culminating in a comparison of CE amplifiers with active versus passive loads.