How does an impedance-matching circuit transform a complex impedance to a resistive impedance?
The correct answer is C: It cancels the reactive part of the impedance and changes the resistive part to the desired value. How does an impedance-matching circuit transform a complex impedance to a resistive impedance is that it cancels the reactive part of the impedance and changes the resistive part to the desired value. Matching circuits cancel reactance and transform resistance. For amateur radio operators, this is important for impedance matching. Understanding this helps when designing matching circuits.
Exam Tip
Impedance matching transforms complex to resistive = cancels reactive part, changes resistive part to desired value. Think 'I'mpedance 'M'atching = 'C'ancels 'R'eactance, 'T'ransforms 'R'esistance. Matching circuits cancel reactance and transform resistance. Not negative resistance, not transconductance, not dissipation - just cancel reactance and transform resistance.
Memory Aid
"Impedance matching transforms complex to resistive = cancels reactive part, changes resistive part to desired value. Think 'I'mpedance 'M'atching = 'C'ancel 'R'eactance, 'T'ransform 'R'esistance. Matching circuits cancel reactance and transform resistance. Important for impedance matching."
Real-World Application
An impedance-matching circuit transforming complex impedance to resistive: It cancels the reactive part of the impedance and changes the resistive part to the desired value. The matching network uses reactance to cancel reactance and transforms the resistance. This is how it works - cancel reactance, transform resistance.
Key Concepts
Why Other Options Are Wrong
Option A: Incorrect. Introducing negative resistance to cancel resistive part isn't correct - matching cancels reactive part and transforms resistive part. Negative resistance isn't the method.
Option B: Incorrect. Introducing transconductance to cancel reactive part isn't correct - matching uses reactance to cancel reactance. Transconductance isn't the method.
Option D: Incorrect. Reactive currents dissipated in matched resistances isn't correct - matching cancels reactive part and transforms resistive part. Dissipation isn't the method.
题目解析
The correct answer is C: It cancels the reactive part of the impedance and changes the resistive part to the desired value. How does an impedance-matching circuit transform a complex impedance to a resistive impedance is that it cancels the reactive part of the impedance and changes the resistive part to the desired value. Matching circuits cancel reactance and transform resistance. For amateur radio operators, this is important for impedance matching. Understanding this helps when designing matching circuits.
考试技巧
Impedance matching transforms complex to resistive = cancels reactive part, changes resistive part to desired value. Think 'I'mpedance 'M'atching = 'C'ancels 'R'eactance, 'T'ransforms 'R'esistance. Matching circuits cancel reactance and transform resistance. Not negative resistance, not transconductance, not dissipation - just cancel reactance and transform resistance.
记忆口诀
Impedance matching transforms complex to resistive = cancels reactive part, changes resistive part to desired value. Think 'I'mpedance 'M'atching = 'C'ancel 'R'eactance, 'T'ransform 'R'esistance. Matching circuits cancel reactance and transform resistance. Important for impedance matching.
实际应用示例
An impedance-matching circuit transforming complex impedance to resistive: It cancels the reactive part of the impedance and changes the resistive part to the desired value. The matching network uses reactance to cancel reactance and transforms the resistance. This is how it works - cancel reactance, transform resistance.
错误选项分析
Option A: Incorrect. Introducing negative resistance to cancel resistive part isn't correct - matching cancels reactive part and transforms resistive part. Negative resistance isn't the method. Option B: Incorrect. Introducing transconductance to cancel reactive part isn't correct - matching uses reactance to cancel reactance. Transconductance isn't the method. Option D: Incorrect. Reactive currents dissipated in matched resistances isn't correct - matching cancels reactive part and transforms resistive part. Dissipation isn't the method.
知识点
Impedance-matching circuit, Transform complex impedance, Resistive impedance, Cancels reactive part, Changes resistive part to desired value
Verified Content
Question from official FCC Extra Class question pool. Explanation reviewed by licensed amateur radio operators.