Results 71 to 80 of about 399 (175)
Auditory feedback control in adults who stutter during metronome-paced speech II. Formant Perturbation. [PDF]
J Fluency Disord, 2022 Frankford SA +3 more
europepmc +1 more source
Linearizability conditions for Lotka–Volterra planar complex quartic systems having homogeneous nonlinearities [PDF]
, 2011 In this paper we investigate the linearizability problem for the two-dimensional Lotka–Volterra complex quartic systems which are linear systems perturbed by fourth degree homogeneous polynomials, i.e., we consider systems of the form ẋ=x(1−a30x3−a21x2y−
Liu, Yirong +7 more
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On the period function of x″+f(x)x′2+g(x)=0 [PDF]
, 2004 We study the period function T of a center O of the title's equation. A sufficient condition for the monotonicity of T, or for the isochronicity of O, is given. Such a condition is also necessary, when f and g are odd and analytic.
Sabatini, M.
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Economic analysis using higher-frequency time series: challenges for seasonal adjustment. [PDF]
Empir Econ, 2023 Ollech D, Bundesbank D.
europepmc +1 more source
Isochronous Beamlines for Free Electron Lasers [PDF]
, 1990 The transport systems required to feed a beam of highly relativistic electrons into a free electron laser have to satisfy very stringent requirements with respect to isochronicity and achromaticity.
Berz, M., Berz, M
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Matrix of non-isochronal theoretical data.
, 2018 Same matrix as shown in Fig 3 except the brushing was non-isochronal; the areas were reached for different durations. Negative I-values were replaced by zero.
Katrin Winterfeld (5154923) +4 more
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, 2015 Using the solution of the center-focus problem from [4], we present the investigation of isochronicity and critical period bifurcations of two families of cubic 3-dim systems of ODEs.
Ferčec, Brigita, Mencinger, Matej
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An Isochronicity-Tunable Achromat Module [PDF]
, 2000 This note provides closed form expressions (in the thin lens approximation) for the quadrupole strengths required to tune the R56 parameter of the isochronous module based on three identical dipoles [2] and lists the eight sets of possible ranges for the
D'Amico, T E, D'Amico, E.T
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Parametric study of the CLIC damping rings delay ring for reaching isochronicity conditions
, 2012 A delay ring in the CLIC damping rings complex is necessary for recombining the two trains to one with the nominal bunch separation of 0.5ns. The preservation of the longitudinal bunch distribution demands an optics design, which eliminates momentum ...
Antoniou, F +2 more
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