Some conjectures for cogwheel phase cycling
Some conjectures for cogwheel phase cycling
Cogwheel phase cycles are often significantly shorter than traditional nested phase cycles. However, optimal solutions for cogwheel cycles are often difficult to find. This paper presents techniques and conjectures which the authors have found useful for generating cogwheel phase cycles either without the need for computer searches or with significantly smaller searches than would otherwise be necessary. The conjectures presently lack proofs but have been tested successfully for a large number of cases.
pathway selection, nmr, resonance, cycles
259-265
Hughes, Colan E.
5054ad30-ed83-4835-9dde-0fafad016711
Carravetta, Marina
1b12fa96-4a6a-4689-ab3b-ccc68f1d7691
Levitt, Malcolm H.
bcc5a80a-e5c5-4e0e-9a9a-249d036747c3
April 2004
Hughes, Colan E.
5054ad30-ed83-4835-9dde-0fafad016711
Carravetta, Marina
1b12fa96-4a6a-4689-ab3b-ccc68f1d7691
Levitt, Malcolm H.
bcc5a80a-e5c5-4e0e-9a9a-249d036747c3
Hughes, Colan E., Carravetta, Marina and Levitt, Malcolm H.
(2004)
Some conjectures for cogwheel phase cycling.
Journal of Magnetic Resonance, 167 (2), .
(doi:10.1016/j.jmr.2004.01.001).
Abstract
Cogwheel phase cycles are often significantly shorter than traditional nested phase cycles. However, optimal solutions for cogwheel cycles are often difficult to find. This paper presents techniques and conjectures which the authors have found useful for generating cogwheel phase cycles either without the need for computer searches or with significantly smaller searches than would otherwise be necessary. The conjectures presently lack proofs but have been tested successfully for a large number of cases.
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Published date: April 2004
Keywords:
pathway selection, nmr, resonance, cycles
Organisations:
Chemistry
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Local EPrints ID: 20239
URI: http://eprints.soton.ac.uk/id/eprint/20239
PURE UUID: 2dcf2d6c-f2df-4ea6-9a16-c7ddc1fafed9
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Date deposited: 20 Feb 2006
Last modified: 16 Mar 2024 03:29
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Author:
Colan E. Hughes
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