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Policy#:RadProc14.8SUBJECT:QCFORMEffective: 10/1/2013 Revised: 2/2015: 2/2017 Page1of2APPROVEDBYEduardoGonzalezToledo,MD PhD FILE NAME DATE RUN TIME SNR SIGNAL NOISE R1 R2
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To fill out the axial resolution:
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Determine the wavelength of the imaging system.
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Calculate the numerical aperture (NA) of the system using the formula NA = n * sin(theta), where n is the refractive index of the medium and theta is the half-angle of the maximum cone of light entering the lens.
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Use the formula axial resolution = (0.61 * wavelength) / NA to calculate the axial resolution.
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To fill out the signal-to-noise ratio:
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Determine the signal strength of the desired signal.
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Measure the noise level in the system.
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Calculate the signal-to-noise ratio by dividing the signal strength by the noise level.

Who needs axial resolution and signal-to-noise?

01
Axial resolution and signal-to-noise are important parameters in many imaging and measurement systems.
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They are particularly relevant in fields such as medical imaging, microscopy, and material characterization.
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Researchers, scientists, engineers, and medical professionals often need to understand and optimize these parameters to ensure accurate and reliable imaging or measurement results.
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Anyone seeking high-quality and precise imaging or measurement data would benefit from considering and improving axial resolution and signal-to-noise.
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Axial resolution refers to the ability to distinguish between two points along the axis of an imaging system, while signal-to-noise ratio (SNR) is a measure that compares the level of a desired signal to the level of background noise.
Typically, entities that produce or utilize imaging systems, such as medical devices manufacturers, must file axial resolution and signal-to-noise data.
To fill out the axial resolution and signal-to-noise, one needs to gather data from the imaging system tests and provide the calculated values in the specified format dictated by regulatory guidelines.
The purpose of axial resolution and signal-to-noise is to assess and ensure the quality and effectiveness of imaging systems, ensuring they meet safety and performance standards.
The report must include the calculated values of axial resolution, signal-to-noise ratio, testing conditions, and any relevant calibration data.
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