"Noise in CT is measured via the signal to noise ratio (SNR); comparing the level of desired signal (photons) to the level of background noise (pixels deviating from normal). The higher the ratio, the less noise is present in the image."
"2 x mAs = 40% increase SNR"
"The number of photons available to generate an image has a linear relationship to the slice thickness. The thicker the slice, the more photons available; and the more photons available, the better the SNR. However, this is not without a trade-off because increasing the slice thickness will decrease the spatial resolution in the z-axis."
"mAs"
"2 x mAs = 40% increase SNR"
"The number of photons available to generate an image has a linear relationship to the slice thickness. The thicker the slice, the more photons available; and the more photons available, the better the SNR. However, this is not without a trade-off because increasing the slice thickness will decrease the spatial resolution in the z-axis."
Expected headings
"Factors affecting noise"
"mAs"
"Slice thickness"
"Patient size"
"Reconstruction algorithm"
"Noise metrics"
"Magnitude"
"Texture"
"Non-uniformity"
"Noise in computed tomography is an unwanted change in pixel values in an otherwise homogeneous image. Often noise is defined loosely as the grainy appearance on cross-sectional imaging; more often than not, this is quantum mottle."
"Noise in CT is measured via the signal to noise ratio (SNR); comparing the level of desired signal (photons) to the level of background noise (pixels deviating from normal). The higher the ratio, the less noise is present in the image."
"The number of photons available to generate an image has a linear relationship to the slice thickness. The thicker the slice, the more photons available; and the more photons available, the better the SNR. However, this is not without a trade-off because increasing the slice thickness will decrease the spatial resolution in the z-axis."