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Selected works of L. Jackson Laslett

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Detalles Bibliográficos
Autor principal:	Laslett, L Jackson
Lenguaje:	eng
Publicado:	Lawrence Berkeley Nat. Lab. 1987
Materias:	Accelerators and Storage Rings
Acceso en línea:	http://cds.cern.ch/record/111524

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Selected works of L. Jackson Laslett
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Normal mode Laslett coefficients
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SPS-space-charge limits (laslett's Q-shifts)
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Efficient Computation of Electrical Laslett Coefficients for rounded-rectangular Pipes
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The Tensor Nature Of Laslett Coefficients: Square Versus circular cross-section Liners
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Normal Mode Laslett Coefficients for One (co-Axial) and Two (Offset) Liners in a Circular Magnetic Yoke
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SPS-space-charge limits (Laslett's Q-shifts): Spring study on accelerator theory
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The Space-Charge Intensity Limit Imposed by Coherent Oscillation of a Bunched Synchrotron Beam
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Hamiltonian systems in accelerator physics
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Computational examples of solutions to differential equations which simulate growth of axial oscillations in an FFAG accelerator operated near the $\sigma_{x} = 2\sigma_{y}$ resonance
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Concerning the $\nu/N \to {1/3}$ resonance, IV : the limiting-amplitude solution of the equation $\frac {d^{2}u}{d\phi^{2}} + {(a+b\cos2\phi)u} + {\frac{B_{1}}{2}}{(\sin2\phi)}u^2=0$
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Concerning the $\nu/N \to {1/3}$ resonance, III : use of the Moser method to estimate the rotation number, as a function of amplitude, for the equation $\frac {d^{2}v}{dt^{2}}+ {(\frac {2\nu}{N})}^{2}v + \frac{1}{2} (\sin2t) v^{2}=0$
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Concerning the $\nu/N \to {1/3}$ resonance, IV : a trial function for the limiting-amplitude solution of $\frac {d^{2}u}{d\phi^{2}} + {(a+b\cos2\phi)u} + {\frac{B_{1}}{2}}{(\sin2\phi)}u^2=0$
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Concerning the $\nu/N \to {1/3}$ resonance, VI : phase plots and fixed points obtained computationally for several equations affected by the $\nu/N \to {1/3}$ resonance
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Use of a scalar potential in two-dimensional magnetostatic computations with distributed currents
por: Laslett, L J
Publicado: (1956)

Computational evidence for a spirally-ridged FFAG resonance near $3\sigma_{x} + 2\sigma_{y}=2\pi$
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The non-linear coupling resonance 2$\nu_{y} - \nu_{x}$ = 1
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Concerning the $\nu/N \to {1/3}$ resonance, I : application of a variational procedure and of the Moser method to the equation $\frac {d^{2}v}{dt^{2}}+ {(\frac {2\nu}{N})}^{2}v + \frac{1}{2} (\sin2t) v^{2}=0$
por: Laslett, L J
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Concerning the $\nu/N \to {1/3}$ resonance, II : application of a variational procedure and of the Moser method to the equation $\frac{d^{2}v}{dt^{2}}+ {(\frac{2\nu}{N})^2 v + {\frac{1}{2}}[{\sum_{m=1}{b_m}} \sin2mt] v^2=0}$
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Publicado: (1959)

Stable and unstable periodic orbits in certain Mark V accelerators as obtained by the Ridge Runner computational program
por: Laslett, L J
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Interpolation formulas for a two-dimensional net
por: Laslett, L J
Publicado: (1956)

Proposal to refine the determination of the characterstic exponent in a Hills equation pertaining to the Mark-5 FFAG
por: Laslett, L J
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Proposed method for determining Mark V trajectories by aid of grid storage
por: Laslett, L J
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Application of Walkinshaw's equation to the 2 sigma(y) = sigma(x) resonance
por: Laslett, L J
Publicado: (1956)

Estimate of possible spatial variation of n
por: Laslett, L J
Publicado: (1953)

Approximation of Eigenvalues, and Eigenfunctions, by variational methods
por: Laslett, L J
Publicado: (1955)

Paraxial lens action in electric ion optics or geometrical optics
por: Laslett, L J
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Character of particle motion in the Mark V FFAG accelerator
por: Laslett, L J
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Discussion of space charge effects in the alternate gradient synchrotron
por: Laslett, L J
Publicado: (1954)

Equations of motion in the AGS
por: Laslett, L J
Publicado: (1954)

Damping of oscillations: Requisite energy tolerance at injection coherent radiation
por: Laslett, L J
Publicado: (1954)

Requisite energy tolerance at injection
por: Laslett, L J
Publicado: (1954)

Retabulation of space charge effects in the AGS
por: Laslett, L J
Publicado: (1954)

Concerning the attainment of stable orbits with negative momentum compaction
por: Laslett, L J
Publicado: (1954)

Path integral computation of Laslett coefficients in pipes with arbitrary transverse geometry
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Possible instability from momentum errors in the AGS
por: Laslett, J S
Publicado: (1954)

Longitudinal Coupling Impedance Of A Stationary Electron Ring in A cylindrical Geometry
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Publicado: (1973)

Concerning resonant beam knock-out from an A-G synchrotron
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A study of the feasibility of a multi-BeV circular electron accelerator
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Publicado: (1953)

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