How a current buffer transistor cancels the early effect (Cascode)

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The discussion explains how a current buffer transistor (Q2) effectively cancels the early effect in a circuit by maintaining a constant voltage (Vc_Q1) for the first transistor (Q1). By keeping Vce_Q1 stable at approximately 1.75V, Q2 prevents variations in load from affecting the collector current, thus mitigating base width modulation. Without Q2, changes in load resistance would lead to significant fluctuations in Vce_Q1, altering the collector current due to changes in transistor β. The current buffer configuration of Q2 ensures that while its own Vce may vary with load, it does not impact the load current significantly. To further stabilize Vce_Q2, an additional transistor may be required to isolate Q2 from load variations.
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In the given circuit Q2 is a current buffer tranistor which maintains constant current voltage for Q1 just to cancel the harms of early effect...how does it do so??
 

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Simply Q2 keeps Vc_Q1 fairly constant at 1.75V. And since Vce_Q1 is not changing, no early effect (base width modulation) occurs.
Without Q2 load variations causes Vce_Q1 to change with load. For example for RL=1kΩ we have Vc = 9V and Vce = 8V; But for RL = 5kΩ we have Vc = 5V and Vce = 4V.
And this change in Vce will also change collector current due to transistor β changes (early effect).
So by adding Q1 we make Vce_Q1 fairly constant. And therefore Ic_Q1 ≈ I_load is also constant. Vce_Q2 will vary with the load but this variations will have almost no effect on load current. Because Q2 work here as a current buffer (common base), and this is why changes in Vce_Q2 due to load variations will have no effect on load current.
I_load = IcQ1* β_Q2/(β_Q2 + 1)
I_load = 1mA * 50/51 = 0.9803mA
I_koad = 1mA * 100/101 = 0.9900mA
 
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Jony130 said:
Simply Q2 keeps Vc_Q1 fairly constant at 1.75V. And since Vce_Q1 is not changing, no early effect (base width modulation) occurs.
Without Q2 load variations causes Vce_Q1 to change with load. For example for RL=1kΩ we have Vc = 9V and Vce = 8V; But for RL = 5kΩ we have Vc = 5V and Vce = 4V.
And this change in Vce will also change collector current due to transistor β changes (early effect).
So by adding Q1 we make Vce_Q1 fairly constant. And therefore Ic_Q1 ≈ I_load is also constant. Vce_Q2 will vary with the load but this variations will have almost no effect on load current. Because Q2 work here as a current buffer (common base), and this is why changes in Vce_Q2 due to load variations will have no effect on load current.
I_load = IcQ1* β_Q2/(β_Q2 + 1)
I_load = 1mA * 50/51 = 0.9803mA
I_koad = 1mA * 100/101 = 0.9900mA
If i for any reason want to make Vce_2 constant then do i have to add another transistor which would isolate Q2 from load and acting as a buffer for Q2..?
 
Yes, you need to add another transistor on top off Q2.
 
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