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To check for the Reciprocity Theorem we consider ______ of response to excitation.
- a)ratio
- b)addition
- c)product
- d)subtraction
Correct answer is option 'A'. Can you explain this answer?
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To check for the Reciprocity Theorem we consider ______ of response to...
For the Reciprocity Theorem to satisfy the ratio of response to the excitation of the circuit should be equal to the ratio of response to excitation after the source is replaced.
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To check for the Reciprocity Theorem we consider ______ of response to...
Reciprocity Theorem in Electrical Engineering
Reciprocity theorem in electrical engineering states that the ratio of response to excitation remains constant when the positions of the excitation and response are interchanged. This means that if an excitation is applied at one point in a linear, time-invariant network, the response at another point will be the same as if the roles of excitation and response were reversed.
Consideration of Response to Excitation
- When checking for the Reciprocity Theorem, we consider the ratio of response to excitation.
- This ratio helps us determine if the system follows the principle of reciprocity, where the response at one point is proportional to the excitation at another point.
Importance of Ratio in Reciprocity Theorem
- By focusing on the ratio of response to excitation, we can easily verify if the reciprocity theorem holds true for a given electrical network.
- If the ratio remains constant regardless of the interchange of excitation and response points, then the system satisfies the reciprocity theorem.
Conclusion
In conclusion, the consideration of the ratio of response to excitation is crucial when checking for the Reciprocity Theorem in electrical engineering. By analyzing this ratio, we can determine if the system exhibits the properties of reciprocity, which is a fundamental concept in network analysis.
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To check for the Reciprocity Theorem we consider ______ of response to excitation.a)ratiob)additionc)productd)subtractionCorrect answer is option 'A'. Can you explain this answer?
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