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MRI Mathematics Textbook
Paperback
Medical ReferenceGeneral Mathematics
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ISBN13: 9798193832201
Publisher: Independently Published
Published: Aug 20 2026
Pages: 394
Weight: 2.01
Height: 0.81 Width: 8.50 Depth: 11.00
Language: English
Publisher: Independently Published
Published: Aug 20 2026
Pages: 394
Weight: 2.01
Height: 0.81 Width: 8.50 Depth: 11.00
Language: English
The mathematics behind MRI is not beyond you-and understanding it can completely change the way you think about every image you produce.MRI MATHEMATICS TEXTBOOK turns the formulas behind magnetic resonance imaging into a practical, step-by-step system built specifically for imaging professionals. Instead of asking you to memorize rules about k-space, signal, bandwidth, resolution, or relaxation, it shows you where those relationships come from and how to calculate them confidently.
Whether you are an MRI technologist strengthening your technical foundation, a radiologic technology student entering advanced imaging, or a medical imaging professional who wants to understand what happens beneath the scanner interface, this book builds your skills from the ground up.
Inside, you will learn to:
Inside, you will learn to:
- Apply arithmetic, algebra, ratios, units, and scientific notation to MRI parameters
- Use trigonometry and vectors to understand flip angles, precession, and magnetization
- Calculate T1, T2, and T2* relaxation using exponential and logarithmic functions
- Understand complex numbers, phasors, signal magnitude, and phase
- Master Fourier analysis, sampling, Nyquist principles, and image reconstruction
- Work confidently with gradients, spatial encoding, k-space, matrices, and parallel imaging
- Calculate SNR, CNR, scan time, voxel dimensions, ADC, SAR, flow, and other quantitative MRI values
- Follow worked examples that connect mathematics directly to realistic imaging situations
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