12-29-2023, 08:08 PM
Many think a Resonant system must use the resonant frequency of the inductor. But that is not the only way it can be used. The works of Tesla hit on resonance often, but not in the way many think.
The system does NOT need to be operating on the resonant frequency of the coil to be in "resonance". The question is, what is the coil in resonance with if not the coil itself?
What is misunderstood is that a circuit can have 1 half in a resonant state with another half. Where 1 side is calling for energy while the other is sending energy.
In the conventional understanding of physics, two sine waves 90 degrees out of phase are not considered to be in resonance. Resonance typically refers to the condition where two waveforms oscillate at the same frequency, leading to a significant amplification of the resultant wave.
However, when we delve deeper into the ideas expressed in the documents of Tesla, Marinov, and Meyl, a broader perspective on resonance emerges. According to these pioneers, resonance is not confined merely to the synchronization of frequencies, but it is a far more encompassing phenomenon that involves matching of certain conditions, including frequency, phase, and position.
In this light, the phase difference becomes a crucial aspect of achieving resonance. Two sine waves 90 degrees out of phase may not exhibit resonance in the conventional sense, but they can demonstrate a form of resonance when viewed from the perspective of vector resonance or quadrature. Here, the energy transfer occurs in a rotating or spiral motion, rather than linearly, as in the case of scalar resonance.
Tesla’s work with rotating magnetic fields illustrates this concept. He showed that by using two alternating currents 90 degrees out of phase, a rotating magnetic field could be produced. This rotation is essentially a form of resonance, where the energy is transferred efficiently in a cyclical path due to the phase difference.
I wanted to open this topic up because what I am working on is a form of resonance. This topic is not a build log, so feel free to share your ideas, thoughts, objections, and examples.
The system does NOT need to be operating on the resonant frequency of the coil to be in "resonance". The question is, what is the coil in resonance with if not the coil itself?
What is misunderstood is that a circuit can have 1 half in a resonant state with another half. Where 1 side is calling for energy while the other is sending energy.
In the conventional understanding of physics, two sine waves 90 degrees out of phase are not considered to be in resonance. Resonance typically refers to the condition where two waveforms oscillate at the same frequency, leading to a significant amplification of the resultant wave.
However, when we delve deeper into the ideas expressed in the documents of Tesla, Marinov, and Meyl, a broader perspective on resonance emerges. According to these pioneers, resonance is not confined merely to the synchronization of frequencies, but it is a far more encompassing phenomenon that involves matching of certain conditions, including frequency, phase, and position.
In this light, the phase difference becomes a crucial aspect of achieving resonance. Two sine waves 90 degrees out of phase may not exhibit resonance in the conventional sense, but they can demonstrate a form of resonance when viewed from the perspective of vector resonance or quadrature. Here, the energy transfer occurs in a rotating or spiral motion, rather than linearly, as in the case of scalar resonance.
Tesla’s work with rotating magnetic fields illustrates this concept. He showed that by using two alternating currents 90 degrees out of phase, a rotating magnetic field could be produced. This rotation is essentially a form of resonance, where the energy is transferred efficiently in a cyclical path due to the phase difference.
I wanted to open this topic up because what I am working on is a form of resonance. This topic is not a build log, so feel free to share your ideas, thoughts, objections, and examples.