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首页> 外文期刊>Microwave Theory and Techniques, IEEE Transactions on >Comments on “Class-E, Class-C, and Class-F Power Amplifier Based Upon a Finite Number of Harmonics”
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Comments on “Class-E, Class-C, and Class-F Power Amplifier Based Upon a Finite Number of Harmonics”

机译:关于“基于有限次谐波的E类,C类和F类功率放大器”的评论

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In this comment, we would like to call attention to a qualitative fact that the maximum attainable efficiencies of finite harmonic class C, contrary to the claim suggested in the above paper, differ from maximum attainable efficiencies of finite harmonic class-F power amplifiers (PAs). The difference is not significant and could be easily overlooked in numerical treatment of the problem. This probably explains how the claim came into being. The best way to prove that difference between efficiencies of finite harmonic class-C and class-F exists is to solve the problem in closed analytical form. In this comment, we provide closed form for maximum attainable efficiency of finite harmonic class-C using a famous Fejer's result which goes back to 1915.
机译:在此评论中,我们想提请注意一个定性事实,即与上述论文中提出的主张相反,有限谐波C类的最大可获得效率与有限谐波F类功率放大器(PA)的最大可获得效率不同)。差异不大,在问题的数值处理中很容易被忽略。这可能解释了索赔是如何产生的。证明有限谐波C类和F类效率之间存在差异的最佳方法是以封闭解析形式解决该问题。在这篇评论中,我们使用著名的费耶尔结果(可追溯到1915年),提供了有限形式C的最大可获得效率的封闭形式。

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