Примери за използване на Order harmonics на Английски и техните преводи на Български
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The first introduces both even and odd order harmonics.
Thus, odd order harmonics during distortion are unavoidable.
The cubic soft clipper introduces similar odd order harmonics in the signal.
Even order harmonics do not compress, but expand the signal peaks and troughs.
It introduces the same odd order harmonics, although with lower energy.
You can verify that this particular function introduces both even and odd order harmonics.
The second introduces only even order harmonics, except for the first odd order harmonic. .
What is interesting about all digital distortions above, however,is that they introduce odd order harmonics.
Odd order harmonics of a frequency are frequencies that are 3, 5, 7, and so on times that frequency.
These frequencies are odd integer multiples of 100 Hz andare thus odd order harmonics of 100 Hz.
Standard distortion techniques naturally introduce odd order harmonics, but there are ways to also introduce even order harmonics.
Configures the required amount of reactive current in real-time andcompensates the reactive power to filter high order harmonics.
It is, in fact, almost impossible to introduce anything but odd order harmonics into a signal through distortion.
Even order harmonics of some frequency(the fundamental frequency) are frequencies that are 2, 4, 6, and so on times the fundamental frequency.
This operation introduces only even order harmonics, except for the first odd order harmonic at three times the original frequency, as below.
To introduce even order harmonics, we need to look at operations that expand the signal peaks rather than compress them, which is not distortion as defined here.
If we wanted to introduce even order harmonics- even integer multiples of the original frequency- we could examine the impact of adding two waves,one of which is, say, twice the frequency of the other one- the first even order harmonic.
Then A an octave higher should be 880 Hz,which is an exact even order harmonic of A at 440 Hz.
The following graph, for example, shows the sum of the original signal and its first even order harmonic.
This graph shows the original signal(dotted line) and a signal that is the sum ofthe original signal and its first odd order harmonic.
This should not be a surprise,as compressing the peaks of a signal is almost the same as introducing the first odd order harmonic of the signal(at three times the original frequency) with a lower amplitude as in the graph below.
Our arc positioning harmonics are stimulated& modeled with 2nd Order Acceleration- synchronized to ensure speed does not harm the quality.
In order to ascend in the physical vessel at this time, you would have to almost complete the transformation of your physical body into frequencies of Divine Light, and raise the harmonics of your Soul Song to those of the highest planes of the fifth dimension and above.
What steadfastness, what constancy, what harmonic order!
As a result of its single-ended nature, the harmonic content of air is primarily 2nd order, and most of the distortion of a single tone is second harmonic. .
Homogeneous second order constant coefficient linear ordinary differential equation describing the harmonic oscillator.
They are examples and schools of social life, because to sing and to play together means to intimately coexist toward perfection and excellence,following a strict discipline of organization and coordination in order to seek the harmonic interdependence of voices and instruments.
Wolf's paper is a study of the restrictions on the order of growth of a harmonic function, as a function of r, which are sufficient to insure uniqueness, and, in particular, uniqueness of representation in terms of the Poisson integral.
A great many complicated problems have been solved on a Relay Calculator including multiplication of harmonic series, multiplication of matrices, and sixth order differential equations.