The Oscillation Valve the Elementary Principles of Its Application to Wireless
The Oscillation Valve the Elementary Principles of Its Application to Wireless
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26 are plotted from exactly the same figures as those illustrated in Fig. 24, but while the horizontal distances in the former indicate wave-lengths, those in the latter indicate the differences in frequency.
99. An examination of the resonance curves reveals two important points. In the first place, they show that an oscillatory circuit is capable of absorbing or receiving from a given applied periodic force a very much greater amount of energy when it is tuned to resonance than when it is out... of tune. For example, taking the energy as being proportional to the square of the current, we find by referring to the resonance curves illustrated GENERAL CONSIDERATIONS 45 in Fig. 26 that in the particular case illustrated by the curve A the cumulative effect when the circuit is tuned to resonance, i. E. To a 500-metre wave-length, is three times as great as when the circuit is tuned to a 400-metre wave-length. Similarly in the case of a more highly damped circuit, as illustrated by the curve B, the cumulative effect when the circuit is tuned to resonance is less than twice as great as when the circuit is tuned to a 400-metre wave-length.
What to read after The Oscillation Valve the Elementary Principles of Its Application to Wireless?
You can find similar books in the "Read Also" column, or choose other free books by Raymond Dorrington Bangay to read onlineMoreLess
To quickly assess the difficulty of the text, read a short excerpt:
26 are plotted from exactly the same figures as those illustrated in Fig. 24, but while the horizontal distances in the former indicate wave-lengths, those in the latter indicate the differences in frequency.
99. An examination of the resonance curves reveals two important points. In the first place, they show that an oscillatory circuit is capable of absorbing or receiving from a given applied periodic force a very much greater amount of energy when it is tuned to resonance than when it is out... of tune. For example, taking the energy as being proportional to the square of the current, we find by referring to the resonance curves illustrated GENERAL CONSIDERATIONS 45 in Fig. 26 that in the particular case illustrated by the curve A the cumulative effect when the circuit is tuned to resonance, i. E. To a 500-metre wave-length, is three times as great as when the circuit is tuned to a 400-metre wave-length. Similarly in the case of a more highly damped circuit, as illustrated by the curve B, the cumulative effect when the circuit is tuned to resonance is less than twice as great as when the circuit is tuned to a 400-metre wave-length.
What to read after The Oscillation Valve the Elementary Principles of Its Application to Wireless?
You can find similar books in the "Read Also" column, or choose other free books by Raymond Dorrington Bangay to read onlineMoreLess
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