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- W2002093211 abstract "The theory of part I is extended to multiple spin processes. The lowest order two-spin process yields a cross-relaxation probability ${W}_{mathrm{CR}}$ whose principal characteristics are the same as those of ${W}_{mathrm{CR}}$ for single spin flips. Higher order two-spin processes occur with much lower probability and this probability is not sharply peaked at harmonic coincidence. Three-spin and higher multiple $K$-spin processes yield functions ${W}_{mathrm{CR}}(ensuremath{omega})$ whose width becomes progressively larger and less dependent on the concentration, and whose magnitude depends on the concentration $n$ as ${n}^{K}$. The effects of short-range forces (exchange) are easily embodied in the theory, but in the absence of such forces special attention must be paid to the dipole fields of near neighbors, which are then likely to dominate the cross-relaxation process." @default.
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- W2002093211 date "1964-06-15" @default.
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- W2002093211 title "General Theory of Cross Relaxation. II. Higher Order Processes" @default.
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- W2002093211 doi "https://doi.org/10.1103/physrev.134.a1565" @default.
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