Bloch–McConnell equations

E646669

The Bloch–McConnell equations are an extension of the Bloch equations that describe nuclear magnetic resonance (NMR) signal evolution in systems with chemical exchange between different spin populations.

Try in SPARQL Jump to: Statements Referenced by

Statements (50)

Predicate Object
instanceOf NMR theory
mathematical model
system of differential equations
appliesTo multi-pool magnetization models
multiple spin populations
systems with chemical exchange
two-pool magnetization models
assumes first-order chemical exchange kinetics
basedOn Bloch equations formalism NERFINISHED
characteristic coupled differential equations for each exchanging site
matrix representation of magnetization and exchange
describes NMR signal evolution
chemical exchange between spin populations
exchange broadening of NMR lines
magnetization dynamics in exchanging systems
multi-site chemical exchange
relaxation in exchanging spin systems
two-site chemical exchange
domain theoretical NMR spectroscopy
extends Bloch equations NERFINISHED
field chemical physics
magnetic resonance imaging
magnetic resonance spectroscopy
nuclear magnetic resonance
physical chemistry
spin dynamics
includes chemical exchange rate constants
longitudinal relaxation terms
off-diagonal exchange terms in the magnetization matrix
transverse relaxation terms
language mathematics
namedAfter Felix Bloch NERFINISHED
Harden M. McConnell NERFINISHED
relatedTo Bloch equations NERFINISHED
Bloch–Torrey equations NERFINISHED
Redfield theory NERFINISHED
relates observed NMR line shapes to exchange rates
observed relaxation to exchange processes
usedFor analysis of saturation transfer experiments
chemical exchange saturation transfer (CEST) modeling
dynamic NMR studies
exchange spectroscopy (EXSY) analysis
interpretation of NMR line shapes
magnetization transfer contrast modeling
quantitative analysis of exchange rates
usedIn biomolecular NMR
in vivo spectroscopy
magnetic resonance imaging research
solid-state NMR
solution-state NMR

Referenced by (1)

Full triples — surface form annotated when it differs from this entity's canonical label.

Bloch equations relatedTo Bloch–McConnell equations