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Most of composite rf-pulses in NMR are designed with the knowledge of initial states, and thus it is often not replaceable with simple pulses. However, there are fully compensating composite rf-pulses that are replaceable with simple pulses without further modifications of other pulses, and thus are compatible in use for quantum computation.
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Most of composite rf-pulses in NMR are designed with the knowledge of initial states, and thus it is often not replaceable with simple pulses. However, there are fully compensating composite rf-pulses that are replaceable with simple pulses without further modifications of other pulses, and thus are compatible in use for quantum computation.
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We often take T = 1 and then omit T in eq. (7) for readability.
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We often take T = 1 and then omit T in eq. (7) for readability.
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For example, there may be small errors in adjusting power ''amplifiers''. In the case of NMR experiments, it is more essential. RF fields over the sample cannot be perfectly homogeneous, and thus position dependent ε appears. This may be the reason why composite pulses have been intensively studied.
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For example, there may be small errors in adjusting power ''amplifiers''. In the case of NMR experiments, it is more essential. RF fields over the sample cannot be perfectly homogeneous, and thus position dependent ε appears. This may be the reason why composite pulses have been intensively studied.
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