Just out of curiosity can this technology on the interconnect and speaker cable level pass a perfect square wave regardless of various impedance combinations. For example, will an equipment change alter the sound character of the connected cables?
Just out of curiosity can this technology on the interconnect and speaker cable level pass a perfect square wave regardless of various impedance combinations. For example, will an equipment change alter the sound character of the connected cables?
A square wave is a non-sinusoidal periodic waveform (which can be represented as an infinite summation of sinusoidal waves), in which the amplitude alternates at a steady frequency between fixed minimum and maximum values, with the same duration at minimum and maximum. The transition between minimum to maximum is instantaneous for an ideal square wave; this is not realizable in physical systems.
Just out of curiosity can this technology on the interconnect and speaker cable level pass a perfect square wave regardless of various impedance combinations. For example, will an equipment change alter the sound character of the connected cables?
There is no way to re-create a perfect square-wave after signal has travelled through conductors. As the measurements show, there is an extremely significant improvement to the square-wave signal with the zi-tron circuit applied versus without. This improvement is repeatable regardless of the electronics being used. We performed these tests live at CES a few years ago and coincided that with a guitarist playing through a JBL Amp with Mogami, then changing to the zi-tron wire. Sonically, the difference was startling, then listeners could see the test run with an oscilloscope and understand the fundamental reason for the difference, which was anything but subtle. The circuits actively track the signal pulses and prevent dielectric absorption. Certainly, there are many other factors that play roles in the performance of signal cables, but this is a significant patent for us and provides a measurable advantage in signal transfer because the circuit minimizes distortion and signal disruption _without_ altering or manipulating the signal itself.
There is no way to re-create a perfect square-wave after signal has travelled through conductors. As the measurements show, there is an extremely significant improvement to the square-wave signal with the zi-tron circuit applied versus without. This improvement is repeatable regardless of the electronics being used. We performed these tests live at CES a few years ago and coincided that with a guitarist playing through a JBL Amp with Mogami, then changing to the zi-tron wire. Sonically, the difference was startling, then listeners could see the test run with an oscilloscope and understand the fundamental reason for the difference, which was anything but subtle. The circuits actively track the signal pulses and prevent dielectric absorption. Certainly, there are many other factors that play roles in the performance of signal cables, but this is a significant patent for us and provides a measurable advantage in signal transfer because the circuit minimizes distortion and signal disruption _without_ altering or manipulating the signal itself.
The three main factors on how a cable may affect a system's sound are:
1] Length of the cable.
2] End-to-end total resistance/impedance of the cable.
3] Impedance curve of the loudspeaker.
The three main factors on how a cable may affect a system's sound are:
1] Length of the cable.
2] End-to-end total resistance/impedance of the cable.
3] Impedance curve of the loudspeaker.