2001
DOI: 10.1086/321713
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Lifetimes of High-[CLC][ITAL]l[/ITAL][/CLC] Solar [CLC][ITAL]p[/ITAL][/CLC]-Modes from Time-Distance Analysis

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Cited by 5 publications
(18 citation statements)
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“…The cross-correlation function of the wave packet in a time -distance analysis is computed as the cross-correlation between the signals at a central point and the signals are averaged over an annulus at an angular distance from the central point (Duvall et al, 1993). If f n is the amplitude of the wave packet propagating outward from the central point at distance n , where n is the number of skips, in the absence of dispersion, the change in amplitude of the wave packet can be expressed as…”
Section: Effect Of Dispersionmentioning
confidence: 99%
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“…The cross-correlation function of the wave packet in a time -distance analysis is computed as the cross-correlation between the signals at a central point and the signals are averaged over an annulus at an angular distance from the central point (Duvall et al, 1993). If f n is the amplitude of the wave packet propagating outward from the central point at distance n , where n is the number of skips, in the absence of dispersion, the change in amplitude of the wave packet can be expressed as…”
Section: Effect Of Dispersionmentioning
confidence: 99%
“…The amplitude of the wavefunction at the central point (f 0 ) is a constant with respect to n. Thus A n is proportional to f n regarding the variable n. With Equation (1), the n dependence of A n can be expressed as (Chou et al, 2001) A n ∝ f 2 0 e −nτ 1 /T .…”
Section: Effect Of Dispersionmentioning
confidence: 99%
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