Solving Current Divider Rule with 30V Voltage Source

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The discussion centers on solving a circuit problem involving a 30V voltage source and a 20 Ohm resistor. Amit initially miscalculated the current flowing through the resistor, assuming a total current of 2A, but the correct division of current leads to a result of 0.5A. It was clarified that the current splits equally due to equal resistance in the branches, with 1A flowing through each path. The direction of current flow is not crucial, as a negative result indicates an incorrect initial assumption about direction. Amit gained insight into considering total resistance in circuit calculations, which will aid in future problems.
amitjakob
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Hello everyone.
im amit, newbie in this forums, hopefully I am posting my question in the correct one.
anyways, i was trying to solve this qustion from last semester considering the attached image as a circut
with voltage source of 30V

the task was to find the current over the resistor position diagonally R=20 Ohm

My assumption was with a total equivalent current of 2A is flowing over the 5 Ohm resistor , then to be divided between 10/20 Ohm resistors and then again between 10/20 ... what gives to result of 2/3A which is ... wrong.

result is 0.5A , but why ? does it matter in which direction i consider the current flow ? how can I know which is the right direction if so ?

thanks alot, exam coming by the end of the week
cya around. amit.
 

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You are correct with that 2A flows from the source through the 5 Ohm resistor. Now look at the equivalent resistance on both branches. Both paths have a 20 Ohm resistance (20 Ohm on left and 20||20 + 10 = 20 Ohm). So the current is divided equally to 1A each. So now that 1A flows through the 10 Ohm resistor and gets to the point where the diagonal 20 Ohm connects with the vertical 20 Ohm. Both paths have equal resistance so the current evenly splits again to 0.5A each.

The direction does not matter. In general when you solve for current and get a minus sign that just means your initial guess at the direction was wrong. The current flows the opposite way instead.
 
Allllright .. i think i got it now

from what i got from your answer one should always consider the total resistance when one calculate those sorts of problem, i tried to guess it each time with a specific resistor with a specific resistance and didnt consider other resistors might be connected and influencive.

now i know

Thanks:biggrin:

Amit, Germany.
 
Hope it helps. This stuff becomes easier as you get more experience doing these types of problems.
 
Corneo said:
Hope it helps. This stuff becomes easier as you get more experience doing these types of problems.

Thanks man, hopefully i can just forget about it after this friday, if ill pass the exam i failed last semester togather with this semester's course exam (Electical Engineering 1+2)

:-p:-p :devil::biggrin::blushing::mad::eek::bugeye::cool::zzz::cry::approve:
 

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