Taking the first orthogonal polynomials in the conventional radial mode expansion in the eigenvalue type perturbation approach, the usual Keil-Schnell criteria for the microwave instabilities can be obtained. In this way, a close relationship between the two approaches is established. The existing results are reviewed, and some comments and modifications are made
The question of microwave stability at transition is revisited using a Vlasov approach retaining hig...
Improving the accuracy of the impedance model of an accelerator is important for keeping beam instab...
Improving the accuracy of the impedance model of an accelerator is important for keeping beam instab...
The well-known Haissinski distribution provides a stable equilibrium of longitudinal beam distributi...
A stability criterion is derived for sharp resonances. It is concluded that the quantities (Z/sub L/...
To study microwave instability the tracking code is developed. For bench marking, results are compar...
We use a Vlasov-Fokker-Planck program and a linearized Vlasov solver to study the microwave instabil...
The longitudinal microwave instability is observed as a fast increase of the bunch length above some...
In proton machines, potential-well distortion leads to small amount of bunch lengthening with minima...
In proton machines, potential-well distortion leads to small amount of bunch lengthening with minima...
The purpose of the present work is to introduce two-parameter criteria for unconditional instability...
The purpose of the present work is to introduce two-parameter criteria for unconditional instability...
The purpose of the present work is to introduce two-parameter criteria for unconditional instability...
A perturbation method for determining the parameters of microwave devices, such as admittance, imped...
The microwave instability is usually described by linearizing Vlasov equation in the angle-action va...
The question of microwave stability at transition is revisited using a Vlasov approach retaining hig...
Improving the accuracy of the impedance model of an accelerator is important for keeping beam instab...
Improving the accuracy of the impedance model of an accelerator is important for keeping beam instab...
The well-known Haissinski distribution provides a stable equilibrium of longitudinal beam distributi...
A stability criterion is derived for sharp resonances. It is concluded that the quantities (Z/sub L/...
To study microwave instability the tracking code is developed. For bench marking, results are compar...
We use a Vlasov-Fokker-Planck program and a linearized Vlasov solver to study the microwave instabil...
The longitudinal microwave instability is observed as a fast increase of the bunch length above some...
In proton machines, potential-well distortion leads to small amount of bunch lengthening with minima...
In proton machines, potential-well distortion leads to small amount of bunch lengthening with minima...
The purpose of the present work is to introduce two-parameter criteria for unconditional instability...
The purpose of the present work is to introduce two-parameter criteria for unconditional instability...
The purpose of the present work is to introduce two-parameter criteria for unconditional instability...
A perturbation method for determining the parameters of microwave devices, such as admittance, imped...
The microwave instability is usually described by linearizing Vlasov equation in the angle-action va...
The question of microwave stability at transition is revisited using a Vlasov approach retaining hig...
Improving the accuracy of the impedance model of an accelerator is important for keeping beam instab...
Improving the accuracy of the impedance model of an accelerator is important for keeping beam instab...
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