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"james" wrote...
First of all, I should point out that I have not seen any messages posted since my last reply, they will be downloaded as this is sent... When your mathematics appear to disagree with so many well qualified engineers, lecturers, heads of educational departments and technical authors, it's time to check for some little error... something that can slip through or seem insignificant. The frequency component of the function, sin(2*PI*f*t),remains the same in both equation. It will always appear constant, it is not an absolute value... f*t Through a complete cycle, the maximum result will be 1, regardless of the actual frequency. The amplitude does not. Of course not, *you* are using an absolute value. The waveform is the relationship between changes in amplitude and time. By putting in an absolute value, peak voltage, you are now comparing signal levels rather than waveform. The amplitude should have a maximum value of 1... quote ref=1 The maximum voltage of a sine is 1, thus Vm is the maximum or peak value of the alternating voltage. /quote Diagrams in the book show exactly that. But, as you may not have the book collection that I have, check out the diagram here... http://upload.wikimedia.org/wikipedi...ine_Cosine_Gra ph.png/300px-Sine_Cosine_Graph.png (NOTE: URL wrapped to two lines) Now, v = Vm sin 2pi*f*t = sin 2pi*f*t So, as said before... quote ref=2 Amplification This essential process involves an increase in the amplitude or size of a signal without any change to the waveform. /quote Now I can believe the mathematics that I have been taught or accept your hypothesis. Those are the words of well respected and qualified engineers, lecturers, heads of educational departments and technical authors. Regards, Peter. http://www.citizensband.radiouk.com/ ref1: Electrical and electronic principles Level 2 I. McKenzie Smith. (pages 144 - 148) ref2: Electronics For Engineers. R. J. Maddock (Former principle lecturer, Southampton Institute of Higher Education) D. M. Calcutt (Senior Lecturer, School of Systems Engineering, University of Portsmouth). (page 11) |
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