Примери за използване на Angular frequency на Английски и техните преводи на Български
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If ω is the angular frequency.
Is angular frequency, C{\displaystyle C}.
Where s= σ+ j ω, for the angular frequency ω and the scalar σ.
The angular frequency ω can be replaced with ω= 2 π f/ fs.
Where j is the imaginary unit andω is the angular frequency of the sinusoidal signal.
Is the angular frequency of the wave.
Where φ is the phase delay made by the light traveling andω is the angular frequency of optical wave.
It is the angular frequency, ω.
With the feedforward comb filter example, at z= e j ω andexpressing the result as a function of the angular frequency, we have the following.
Ω is the angular frequency(in rad/s);
In a rotating or orbiting object, there is a relation between distance from the axis,tangential speed, and the angular frequency of the rotation.
Where ω is the angular frequency in radians per second.
If the spring is assumed to be ideal and massless with no damping,then the motion is simple and harmonic with an angular frequency given by[4].
Often used is the angular frequency ω= 2 π f{\displaystyle\omega =2\pi f}.
Assuming that the spring is ideal and massless with no damping then the motion will be simple and harmonic with an angular frequency given by:[4].
Ω is the angular frequency or angular speed(measured in radians per second).
Precesses about the external field axis with an angular frequency known as the Larmor frequency, .
Where ω is the angular frequency&omega= 2 π f and θ is the angular phase θ= 2 π f T.
Thus, the phase response of a finite impulse response filter with coefficients that are symmetric around the middle is linear with respect to the angular frequency ω.
In SI units, angular frequency is normally presented in radians per second, even when it does not express a rotational value.
Use S= s/ ωc to get the Chebychev type I low pass filter, where s= jω, ωc is the cutoff frequency of the filter, andω is the angular frequency spanning the frequency spectrum between 0 and π.
The speed of rotation is given by the angular frequency(rad/s) or frequency(turns per time), or period(seconds, days, etc.).
The Bessel low pass filter can be obtained from the transfer function above with the substitution S= s/ ωc, where s= jω, ωc is the cutoff frequency of the filter, andω is the angular frequency spanning the frequency spectrum between 0 and π.
Here of course the angular frequency ω is ω= 2 π f/ fs for some frequency f and given the sampling frequency fs.
In a rotating or orbiting object, there is a relation between distance from the axis,tangential speed, and the angular frequency of the rotation: ω= v/ r.{\displaystyle\omega=v/r.} An object attached to a spring can oscillate.
Similarly, if ω is the angular frequency ω= 2 π f and the phases are θ1= 2 π f T1 and θ2= 2 π f T2, then the waves are sin(ω- θ1) and sin(ω- θ2) and the phase response is.
See Phase response for the general transfer function of finite impulse response(FIR) filters with coefficients that are symmetric around the middle andfor the computation showing that the phase response of that transfer function is linear with respect to the angular frequency.
In digital signal processing, the angular frequency may be normalized by the sampling rate, yielding the normalized frequency. .
The resonant angular frequency in an LC circuit equals the square root of the inverse of the product of the capacitance(C measured in farads) and the inductance of the circuit(L in henrys).[5].
The power of a sound wave per unit of area is P=(1/2) ω2 A2 ρ c,where ω is the angular frequency, ρ is the material density, c is the speed of sound in a particular material, and A is the displacement amplitude.