In conclusion of my paper on resonance, I find that resonance is the natural effect of the natural delay time of any system. Every system responds to the frequencies that are close enough (rather than equal) to its natural frequency. The question that arises, how close is "enough"?!
Really?! How close is "enough"?! The answer to this question depends on the sensitivity of the system, and its natural delay time. This issue is discussed in more details in my paper.
As a simple practical example, suppose that the electricity was disconnected at your house for one tenth of a second (0.1 sec). Two electrical components were running at that time. The first component is the computer. The second component is a small motor, like the refrigerator. We can observe that the computer will respond to the disconnection and restart. The motor will not respond to the disconnection and will continue its operation uninterrupted. We can say that, the computer is more “sensitive” with a short natural delay time.
PS: Download the paper: PDF DOC
PS: Download supportive Matlab code here
PS: The scientific validity of the claims is NOT asserted
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