Okay...
I think I get it now...
You were telling him to put the resistor IN SERIES with (some part of the circuit... which part? The INPUT to the LM350?) and making the calculations using the current HE specified.... in order to only show 6 volts of potential to the LM350, AND to limit the current of the entire circuit to 700 mA. (But no, wait... the resistor is not limiting the current, we have the LM350 set up as a current regulator, and THAT is what is limiting the circuit to 700 mA, right?)
How does 6 volts give the regulator "plenty of headroom"? (i.e., what does that mean?) How would an absence of regulation be clearly visible?
(By the way, thank you so much for mentioning E12 values. Never heard of those before. I always wondered why there were 47 ohm resistors and 47 uF capacitors... Now I know! Any other obscure and hidden tidbits of information you'd like to share?! )
So you're using fault conditions to calculate the power dissipation of the resistor... this is assuming that the resistor is the only load on the circuit, that everything else has failed?
And if so, then under normal conditions, the resistor will only be dissipating ( 0.7 A * 5.74 V = ) 4 watts?
Posit:
Since our resistor only has 5.74 volts across it, that leaves 6.26 volts across the rest of the circuit. Since the current through the whole circuit is 700 mA, that means the total resistance of the rest of the circuit is 8.94 ohms? Minus the 2.7 ohm resistor leaves 6.24 ohms across the LM350? ...except that, according to the link from which Matt was working, R1 should be 1.8 ohms according to (I = V_REF / R1) in order to regulate to 700 mA... which makes the resistance of the LM350... 7.14 ohms? So then what happens when you add a load? The resistance across the LM350 decreases in order to compensate for the load?
Hmm...
Any thoughts?
In any case, thank you very much for your explanation, Steve. After reading through your post, I've been working through different questions I've had and come up with satisfactory answers. I have put some puzzle pieces together, and I understand a lot more than I used to.
I think I get it now...
You were telling him to put the resistor IN SERIES with (some part of the circuit... which part? The INPUT to the LM350?) and making the calculations using the current HE specified.... in order to only show 6 volts of potential to the LM350, AND to limit the current of the entire circuit to 700 mA. (But no, wait... the resistor is not limiting the current, we have the LM350 set up as a current regulator, and THAT is what is limiting the circuit to 700 mA, right?)
How does 6 volts give the regulator "plenty of headroom"? (i.e., what does that mean?) How would an absence of regulation be clearly visible?
(By the way, thank you so much for mentioning E12 values. Never heard of those before. I always wondered why there were 47 ohm resistors and 47 uF capacitors... Now I know! Any other obscure and hidden tidbits of information you'd like to share?! )
So you're using fault conditions to calculate the power dissipation of the resistor... this is assuming that the resistor is the only load on the circuit, that everything else has failed?
And if so, then under normal conditions, the resistor will only be dissipating ( 0.7 A * 5.74 V = ) 4 watts?
Posit:
Since our resistor only has 5.74 volts across it, that leaves 6.26 volts across the rest of the circuit. Since the current through the whole circuit is 700 mA, that means the total resistance of the rest of the circuit is 8.94 ohms? Minus the 2.7 ohm resistor leaves 6.24 ohms across the LM350? ...except that, according to the link from which Matt was working, R1 should be 1.8 ohms according to (I = V_REF / R1) in order to regulate to 700 mA... which makes the resistance of the LM350... 7.14 ohms? So then what happens when you add a load? The resistance across the LM350 decreases in order to compensate for the load?
Hmm...
Any thoughts?
In any case, thank you very much for your explanation, Steve. After reading through your post, I've been working through different questions I've had and come up with satisfactory answers. I have put some puzzle pieces together, and I understand a lot more than I used to.