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85037767141
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In this paper, a characteristic of a limit cycle oscillator is that all motions of the system tend toward a stable steady-state oscillation. The maximum (minimum) allowed production level is the maximum (minimum) value of this steady-state oscillation
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In this paper, a characteristic of a limit cycle oscillator is that all motions of the system tend toward a stable steady-state oscillation. The maximum (minimum) allowed production level is the maximum (minimum) value of this steady-state oscillation.
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23
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85037755976
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note
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j in function G, a stable steady-state oscillation cannot be obtained.
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27
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0002515283
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28
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85037777933
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Note that the amplitudes of the stable steady-state oscillations of de-coupled van der Pol oscillators are nearly 2.0, and the natural frequency dependence is very weak
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Note that the amplitudes of the stable steady-state oscillations of de-coupled van der Pol oscillators are nearly 2.0, and the natural frequency dependence is very weak.
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29
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85037752471
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In the case of decoupled van der Pol oscillators, the maximum allowed production level is nearly 2.0 and the minimum allowed production level is nearly -2.0
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In the case of decoupled van der Pol oscillators, the maximum allowed production level is nearly 2.0 and the minimum allowed production level is nearly -2.0.
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30
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85037762083
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note
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j.
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31
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0003475470
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The current scheme has also been applied to predator-prey models with a limit cycle given by Eq. (3.18) (p. 72) and Eq. (6.20) (p. 156), and to the Brusselator reaction (p. 175), by J. D. Murray (Ref. 22)
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The current scheme has also been applied to predator-prey models with a limit cycle given by Eq. (3.18) (p. 72) and Eq. (6.20) (p. 156), and to the Brusselator reaction (p. 175), in Mathematical Biology by J. D. Murray (Ref. 22)).
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Mathematical Biology
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