1990
DOI: 10.1147/rd.342.0189
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Flexible picosecond probing of integrated circuits with chopped electron beams

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Cited by 22 publications
(7 citation statements)
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“…− ωt cos 2φ 0 + (1 − cos(2φ 0 + ωt)) sin ωt 4 (28) in which we have assumed ∆γ γ0 1, and have omitted terms proportional to ωc ω 3 and higher, based on assumption (13). Figure 4b shows the resulting deviation in longitudinal position relative to the moving frame.…”
Section: Longitudinal Trajectories Of the Bunch Centermentioning
confidence: 99%
See 1 more Smart Citation
“…− ωt cos 2φ 0 + (1 − cos(2φ 0 + ωt)) sin ωt 4 (28) in which we have assumed ∆γ γ0 1, and have omitted terms proportional to ωc ω 3 and higher, based on assumption (13). Figure 4b shows the resulting deviation in longitudinal position relative to the moving frame.…”
Section: Longitudinal Trajectories Of the Bunch Centermentioning
confidence: 99%
“…This results in lengthy expressions for v (2) (t) and r (2) (t) with many cross-terms of the various initial particle coordinates x i . However because of assumptions (13) and (15), only effects that are linearly dependent on initial particle coordinates x i and up to second order in ωc ω are taken into account. This allows the definition of the optical transfer matrix M cav via…”
Section: Optical Transfer Matrixmentioning
confidence: 99%
“…Commercial electron-beam testers have achieved a 100-ps rise-time/fall-time resolution with as little as 10 ps jitter [19], and a 7-ps time resolution was recently demonstrated in an experimental setup [20]. Although high-speed electrostatic deflectors are commonly used for beam blanking, they present several practical difficulties: 1) It is a challenge to efficiently generate picosecond electron pulses of large enough amplitude.…”
Section: Conventional Voltage-contrast Techniquesmentioning
confidence: 99%
“…Indeed, the first time-resolved cathodoluminescence study in an SEM was performed in the 80's. Christen and others [22][23][24] , used a blanking scheme where the electron beam was swept over an aperture [25][26][27] . Despite a long pulse (> 100 ns) the sharp falling edge (< 1 ns) resulted in a sub-nanosecond resolution but at the expense of a limited spatial resolution (> 1 μm).…”
mentioning
confidence: 99%