Hi all,
I’m fairly new to electronics as a hobbyist of a couple of months. Making my first foray into JFETs in trying to recreate a self-biasing common source amp circuit based around a long-obsolete FET. From what I’ve read so far, with JFETs having such wide tolerances, it’s perhaps more common to adapt the circuit to the given JFET, but I’m wondering if it’s possible to approach it the other way and determine the ideal JFET for a given circuit.
In practice, I think I’m trying to determine tolerance ranges for Idss and Vgs(off) such that the circuit will bias correctly, but I’m not having much luck determining even a single optimal value for each parameter (let alone understanding how to expand that to a range: is that about inspecting the transfer curves?). Happy to hear if there are other parameters worth considering, although I think it’s an amp of low enough gain that transconductance, etc are probably not pivotal.
The info I‘ve got to go on is everything noted in this diagram (apologies if it shows up as large as I worry it will, I’ve tried to scale it down but my smart device is too smart for its own good):

I didn’t state the exact values as I’d prefer to understand the concepts than just be given an answer, but I can provide the values if needed. I’m not sure exactly what the original designer’s objectives were either, meaning it’s not safe to assume anything like ‘Vd will be half of Vdd’.
I’ve tried messing with the Shockley equation/transfer function Id = Idss x [1 - (Vgs/Vgs(off))]^2 although with two unknowns, Idss and Vgs(off), I didn’t get very far. Is there another pertinent equation I’ve overlooked?
Any contributions appreciated!
I’m fairly new to electronics as a hobbyist of a couple of months. Making my first foray into JFETs in trying to recreate a self-biasing common source amp circuit based around a long-obsolete FET. From what I’ve read so far, with JFETs having such wide tolerances, it’s perhaps more common to adapt the circuit to the given JFET, but I’m wondering if it’s possible to approach it the other way and determine the ideal JFET for a given circuit.
In practice, I think I’m trying to determine tolerance ranges for Idss and Vgs(off) such that the circuit will bias correctly, but I’m not having much luck determining even a single optimal value for each parameter (let alone understanding how to expand that to a range: is that about inspecting the transfer curves?). Happy to hear if there are other parameters worth considering, although I think it’s an amp of low enough gain that transconductance, etc are probably not pivotal.
The info I‘ve got to go on is everything noted in this diagram (apologies if it shows up as large as I worry it will, I’ve tried to scale it down but my smart device is too smart for its own good):

I didn’t state the exact values as I’d prefer to understand the concepts than just be given an answer, but I can provide the values if needed. I’m not sure exactly what the original designer’s objectives were either, meaning it’s not safe to assume anything like ‘Vd will be half of Vdd’.
I’ve tried messing with the Shockley equation/transfer function Id = Idss x [1 - (Vgs/Vgs(off))]^2 although with two unknowns, Idss and Vgs(off), I didn’t get very far. Is there another pertinent equation I’ve overlooked?
Any contributions appreciated!
