(I know there are better ways to create voltage regulators, but I'm going through the basics)
How do you determine the resistors used for a voltage divider?
Say I have a 6v supply and I want a 5v output, where my load draws 30ma. For this, the lower half of the divider would need to be 6 times the resistance of the upper half.
I've read that you want to keep the divider as 'Stiff' as possible. One way to do this is to keep the values low, this way, changes in the load won't affect Vout much. But not too low as to have the supplies internal resistance come into the picture. So I might use for example, a 60ohm and a 10ohm.
The problem here is that it's not very efficient. I'm drawing 0.7w, where as my load is only using 0.15w. So I'm wondering how you calculate the optimal values for R1 and R2?
Here are my thoughts.
 The load has a resistance of 160ohms
 The circuit needs to be drawing around 30ma
 The lower half needs to be 6 times higher than the upper half
To achieve this, I can calculate it as a single resistor.
6v / 0.03ma = 200ohm
As the load resistor is 160ohm, that leaves 40ohm for R1.
To keep the lower parallel part at around 160ohms, I can set R2 to be something very high, like 100k
This is now more efficient. Instead of drawing 0.7w, it's now 0.18w
Is my reasoning/logic correct? .. is there a more accurate way to do this?
This raises another question for me though. Why bother with R2 in the first place? why not keep things simple and have R1 and RL in series?
I assume the answer is do with the first circuit being better at handling changes in the load resistance, at the cost of excess power draw? So the circuit above would only ever work if the load had a very stable resistance.
How do you determine the resistors used for a voltage divider?
Say I have a 6v supply and I want a 5v output, where my load draws 30ma. For this, the lower half of the divider would need to be 6 times the resistance of the upper half.
I've read that you want to keep the divider as 'Stiff' as possible. One way to do this is to keep the values low, this way, changes in the load won't affect Vout much. But not too low as to have the supplies internal resistance come into the picture. So I might use for example, a 60ohm and a 10ohm.
The problem here is that it's not very efficient. I'm drawing 0.7w, where as my load is only using 0.15w. So I'm wondering how you calculate the optimal values for R1 and R2?
Here are my thoughts.
 The load has a resistance of 160ohms
 The circuit needs to be drawing around 30ma
 The lower half needs to be 6 times higher than the upper half
To achieve this, I can calculate it as a single resistor.
6v / 0.03ma = 200ohm
As the load resistor is 160ohm, that leaves 40ohm for R1.
To keep the lower parallel part at around 160ohms, I can set R2 to be something very high, like 100k
This is now more efficient. Instead of drawing 0.7w, it's now 0.18w
Is my reasoning/logic correct? .. is there a more accurate way to do this?
This raises another question for me though. Why bother with R2 in the first place? why not keep things simple and have R1 and RL in series?
I assume the answer is do with the first circuit being better at handling changes in the load resistance, at the cost of excess power draw? So the circuit above would only ever work if the load had a very stable resistance.
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