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Bloch equations
A Beginner's Guide to Bloch Equation Simulations of Magnetic
4 Nuclear Magnetic Resonance
The Classical Bloch Equations
MRI Notes 1: Page 1
FELIX BLOCH October 23, 1905-September 10, 1983
Transient Chaos in Fractional Bloch Equations Sachin Bhalekar A, Varsha Daftardar-Gejji B, Dumitru Baleanu C,D,∗, Richard Magin E
14 the Classical Description of NMR
Lecture #2 Review of Classical MR
Week 1: Introduction to the Basics: Bloch Equations
Lecture 13 — February 25, 2021 Prof
The Development and Application of a Simulation System for Diffusion
A New Adjustment of Laplace Transform for Fractional Bloch Equation in NMR Flow
Modified-Bloch Equation Based on Fractal Derivative for Analyzing PFG Anomalous Diffusion
Numerical Solution to the Bloch Equations: Paramagnetic Solutions Under Wideband Continuous
Principles of Magnetic Resonance: Bloch Equations and Pulsed Methods
MRI Simulation of Arbitrarily Complex Flow
Numerical Implementation of the Bloch Equation to Simulate
Applications of Magnetic Resonance to Current Detection and Microscale Flow Imaging
Top View
High Performance MRI Simulation of Arbitrarily Complex Flow: a Versatile Framework Alexandre Fortin, Stéphanie Salmon, Joseph Baruthio, Maya Delbany, Emmanuel Durand
Spin Density, T1, T2, T2* Relaxation and Bloch Equations
A Finite Elements Method to Solve the Bloch-Torrey Equation Applied to Diffusion Magnetic Resonance Imaging of Biological Tissues Dang Van Nguyen
Continuity, the Bloch-Torrey Equation, and Diffusion
Detection of Blockage in a Radially Symmetric Cylindrical Pipe Using Diffusion Magnetic Resonance Equation
Numerical Simulation of Bloch Equations for Dynamic Magnetic Resonance Imaging