Continue to Site

Welcome to our site!

Electro Tech is an online community (with over 170,000 members) who enjoy talking about and building electronic circuits, projects and gadgets. To participate you need to register. Registration is free. Click here to register now.

  • Welcome to our site! Electro Tech is an online community (with over 170,000 members) who enjoy talking about and building electronic circuits, projects and gadgets. To participate you need to register. Registration is free. Click here to register now.

Determine Voltage Drop Across Resistors

Status
Not open for further replies.

AtomSoft

Well-Known Member
I learned this from http://www.bcae1.com/resistrs.htm
I know some true nooBs would like this info so i decided to post it again

How to calculate voltage drop across series resistors.

Step 1: Determine Current of total resistors across the series.
(I = Current/V=Voltage/R(t)=Resistance Total)
I = V / R(t)
I = 9 / (2k + 5k + 10K)
I = .53 mA

Step 2: Now that we have the Current across the resistors we can calculate the voltage across EACH resistor.
I = Current
Vx=Voltage (x=Current Value across X Resistor)
Rx=Resistor value(x=resistor#)

V = I x Rx

V1 = .53 mA x 2k
V1 = 1.06V

V2 = .53 mA x 5k
V2 = 2.65

V3 = .53 mA x 10k
V3 = 5.3V

V1 + V2 + V3 = 9.01 (voltage is 9V only 9.01 because i rounded up from .529 to .53) At .529 you can see barely a difference:

V1=1.058V
V2=2.645V
V3=5.290V
V Total= 8.993V

Also If the resistors are all the same value its easier.

From: I²R
https://www.electro-tech-online.com/threads/multiplex-switches.36930/


To determine the voltage applied by each keypress, you simply add up the voltage drops connected to that key.

So just add them up:

I = V / R(t)
I = 9 / (5k + 5k + 5K)
I = .6 mA

THEN:


V = I x Rx

V1 = .6 mA x 5k
V1 = 3V
so since all Resistors are same value:
V2 = 3V
V3 = 3V

Also To get different values for like switches just use gnd as a start point and the end of each resistor and a end point. This way you get 3 switches from this each having different voltages

SW1 = 3V
SW2 = 6V
SW3 = 9V

So I hope someone can learn something from this.

This Voltage Drop Across Resistors article is now in the Theory section.
 
Last edited by a moderator:
Thank for posting this, Im quite beside myself with being dejected for being to stupid .
Im trying to figure out how to figure the voltage drop over to resistors.
The example Im using is a DC circuit
V=25
R1=3.3
R2=2.5
I =6.3
I told ( according to an quiz) that the voltage drop @ R1 is described as 21V
and R2 as 14
I have know idea how to come up with those values.
Any insight would be greatly appreciated.
 
Last edited:
It is wrong.......

FITNAH said:
Thank for posting this, Im quite beside myself with being dejected for being to stupid .
Im trying to figure out how to figure the voltage drop over to resistors.
The example Im using is a DC circuit
V=25
R1=3.3
R2=2.5
I =6.3
I told ( according to an quiz) that the voltage drop @ R1 is described as 21V
and R2 as 14
I have know idea how to come up with those values.
Any insight would be greatly appreciated.

Ohms law says that E/R=I, so I should be 4.31A
So if E= IxR what do you get?
 
Last edited:
34.65a.
I get 6.36 for I ,dividing the combined resistance into V.
which then in turn gives me a voltage drop of 20.79 =R1 and 15.75 =R2
which also doesn't add up to 35 the original answer.
 
FITNAH said:
34.65a.
I get 6.36 for I ,dividing the combined resistance into V.
which then in turn gives me a voltage drop of 20.79 =R1 and 15.75 =R2
which also doesn't add up to 35 the original answer.

How can 25v/5.8 ohm be anything but 4.31A?
 
I already feel like quit the idiot over not knowing how to find this answer and now flubbing the question hasn't helped,
In any case their must be a formula for finding the voltage drop over two or more resistors of different values
 
FITNAH said:
I already feel like quit the idiot over not knowing how to find this answer and now flubbing the question hasn't helped,
In any case their must be a formula for finding the voltage drop over two or more resistors of different values

Ohms law and a little thought!.
 
Oh this is to embarrassing,
I glad it happened here before any classes started I haven't been in school for 20 years.
I went back to find the problem and to my relief I found, Im still an idiot, just not the kind I was beginning to believe I was.
I had mistake when I copied the problem off the internet, then went about trying to get the right answer with the wrong numbers.

This has been a very good lesson for me.

Take your time check what you are doing and pay attention .
R2 is 2.2
not 2.5.
 
Copying errors cause a lot of problems. Make sure you read over the entire problem on tests, too. That caused me a lot of headaches.
 
Status
Not open for further replies.

Similar threads

Latest threads

Back
Top