Few Questions on source tranformation

In summary, the conversation discusses clarifications and questions about a circuit diagram. The first question asks about picking the smaller voltage source when they are in series. The expert clarifies that the resultant voltage is the sum of the two sources. The second question asks about the disappearance of resistance in the solution, to which the expert states that it is likely an error and provides an explanation for the correct solution. The conversation concludes with a request to move the thread to the homework sub-forum.
  • #1
clurt
28
0
It's question 1b) Please view attached

image.jpg
image.jpg


1. Just to clarify, when different voltage sources are in series you pick the smaller one?

2. First step, they turned the 1A and 2ohm into 2V, why does the resistance disappear? Then between the last two steps the 12/7 ohm resistance remains with 18/7 voltage. Why does one resistance disappear while the other doesn't?

Thanks on advance
 
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  • #3
clurt said:
It's question 1b) Please view attached
It would have been better if you'd cropped the attachment to just the relevant block in post #1 and in the process made it more legible.

1. Just to clarify, when different voltage sources are in series you pick the smaller one?
No! The 3v comes about because two sources are in series, +6v and -3v, so the resultant voltage is their sum with polarities taken into account.

2. First step, they turned the 1A and 2ohm into 2V, why does the resistance disappear?
It doesn't. The solution is in error. I expect the right side 2 ohm was probably intended to be labelled 4 ohms.

Then between the last two steps the 12/7 ohm resistance remains with 18/7 voltage. Why does one resistance disappear while the other doesn't?
Nothing disappears. The two resistors are in parallel, so they can be replaced by an equivalent one of the value equal to that when two resistors are in parallel.

Hope that helps.
 
Last edited:
  • #4
This thread belongs in the homework sub-forum. You almost certainly would have received prompt assistance had you listed it there.

Could a mentor kindly move this to the appropriate forum ...
 
  • #5


I am always happy to clarify and explain concepts related to source transformation. To answer your first question, when different voltage sources are in series, the voltage across each source is the same. Therefore, it is not a matter of picking the smaller one, but rather recognizing that they are equivalent and can be replaced by a single source with the same voltage.

In the second question, the resistance disappears in the first step because of the use of Ohm's law (V=IR). By converting the 1A current and 2ohm resistance into a voltage, we can see that the voltage source is equivalent to the original current and resistance. This simplifies the circuit and makes it easier to perform the next steps.

In the next step, the 12/7 ohm resistance remains because it is in parallel with the 18/7 voltage source. In parallel circuits, the voltage across each component is the same, but the current is divided between them. This is why the resistance remains, as it is still a part of the circuit and affects the overall current flow.

I hope this helps to clarify the process of source transformation. If you have any further questions, please do not hesitate to ask. As scientists, it is important to fully understand and question concepts in order to deepen our understanding and knowledge.
 

1. How do I perform a source transformation?

To perform a source transformation, you need to identify the circuit elements that can be converted into equivalent sources. These include voltage sources, current sources, and resistors. Next, you need to replace these elements with their equivalent sources, using the appropriate conversion equations. Finally, you can simplify the circuit by combining series and parallel resistors.

2. What is the purpose of source transformation?

The purpose of source transformation is to simplify a circuit by converting a combination of voltage and current sources into a single equivalent source. This can make the analysis of the circuit easier and more efficient.

3. Can source transformation be used for any type of circuit?

Yes, source transformation can be used for any type of circuit as long as it contains voltage and current sources. It is a universal technique that can be applied to simplify both DC and AC circuits.

4. How does source transformation affect the overall circuit behavior?

Source transformation does not change the overall behavior of a circuit. It only simplifies the circuit by reducing the number of sources and resistors. The equivalent source will have the same voltage and current as the original circuit, and the resistors will have the same values.

5. Are there any limitations to source transformation?

Source transformation has some limitations, such as not being applicable to circuits with dependent sources. Also, it may not always result in a simpler circuit, depending on the complexity of the original circuit. It is important to carefully analyze the circuit before performing a source transformation.

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