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Temporal multi-stage energy pumping

Abstract

As an important theoretical concept, temporal boundaries provide researchers with new insights for tailoring electromagnetic waves in the time domain. Because a temporal boundary breaks the time translation symmetry, a source is necessary to satisfy energy conservation. In this Letter, we quantify the relationship between refractive index contrast and the required energy exchange. More specifically, to realize a temporal boundary with a large refractive index contrast, a correspondingly large and abrupt energy exchange is required. Considering this practical difficulty, we propose to mimic a large-contrast temporal boundary by staggering a series of small-contrast temporal boundaries separated by carefully designed durations. In this way, the process of energy input/output is distributed over an elongated duration, but their effect can still be cumulative. This process is analogous to a multi-resonant system with a periodic energy input. Based on this design principle, we discuss several scenarios for different temporal profiles of refractive index and their corresponding energy requirements.

© 2022 Optica Publishing Group

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Supplementary Material (6)

NameDescription
Visualization 1       The transient response of a single temporal boundary with large contrast (n varies from 1 to 10).
Visualization 2       The transient response of the multi-stage energy pumping with randomly selected refractive indexes.
Visualization 3       The transient response of the multi-stage energy pumping with constant energy amplifying ratio (ß<1).
Visualization 4       The transient response of the multi-stage energy pumping with constant output energy at each TB (I_?<0).
Visualization 5       The transient response of a single temporal boundary with large contrast (n varies from 10 to 1).
Visualization 6       The transient response of the multi-stage energy pumping with constant output energy at each TB (I_?>0)

Data availability

Data underlying the results presented in this paper are not publicly available at this time but may be obtained from the authors upon reasonable request.

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Figures (5)

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Equations (12)

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