Examples of 'noise power' in a sentence
Meaning of "noise power"
noise power - Noise power is a term used in engineering and signal processing to denote the power associated with noise in a signal. It is a measure of the random fluctuations or disturbances in a system
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- The power of the noise in a signal.
How to use "noise power" in a sentence
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noise power
To noise power ratio can be delivered reliably.
A resistor in a short circuit dissipates a noise power of.
The resultant noise power is the sum of the.
D is chosen as a function of an estimation of the noise power.
Here the noise power spectrum is almost flat so.
Effective receiver input noise power.
Equipment noise power ratio.
Equal level interference noise power.
Statistical noise power distribution.
Such fans are thus a major source of noise power.
Thermal noise power density.
Each octave carries an equal amount of noise power.
A noise power is thus determined.
Signal to thermal noise power ratio.
Low noise power management.
See also
Actions to reduce noise power levels.
This threshold should be proportional to the average noise power.
Hourly mean noise power.
Noise power in decibels.
It is an amplified version of the actual noise power level.
Noise power is reduced as a function of the slope of the compandor transfer function.
N is the average noise power.
The noise power values are then normalized by dividing each by the maximum.
The ratio of the signal power and noise power.
Average noise power.
Between the signal power and the noise power.
Channel noise power.
This is preferred as an approximation for a white noise power floor.
The noise power for all the above sources increases with bandwidth.
Mean interference noise power.
The noise power floor is not mathematically observable and must thus be estimated.
Relative thermal noise power.
They amplify the output noise power and thus degrade the performance of the system.
Weighted baseband noise power.
These normalized noise power values are then converted to decibels to form the signals SNR run dB.
Baseband interference noise power.
One example of estimating the noise power floor is to use a sliding window algorithm.
This is preferred as an approximation for a coloured noise power floor.
This means that the thermal noise power level will no longer appear constant.
Mean squared error is also called the quantization noise power.
Whistling noise power.
Another potential approach would be to provide an estimation of the thermal noise power floor.
Reference noise power.
The noise loudness at this frequency is then updated using the reduced noise power.
Mean thermal noise power.
Noise power normalized to Prism.
Incremental thermal noise power.
A mean and variance of either noise power or SNR then leads to reasonable exact measurements.
The two methods leads to very realistic noise power estimations.
EPMATHMARKEREP is a noise power received at the single Rx antenna.
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