2015
DOI: 10.1103/physrevlett.114.203601
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Tunable Subluminal Propagation of Narrow-band X-Ray Pulses

Abstract: Group velocity control is demonstrated for x-ray photons of 14.4 keV energy via a direct measurement of the temporal delay imposed on spectrally narrow x-ray pulses. Sub-luminal light propagation is achieved by inducing a steep positive linear dispersion in the optical response of 57 Fe Mössbauer nuclei embedded in a thin film planar x-ray cavity. The direct detection of the temporal pulse delay is enabled by generating frequency-tunable spectrally narrow x-ray pulses from broadband pulsed synchrotron radiatio… Show more

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Cited by 75 publications
(82 citation statements)
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“…A rapidly developing field of science, which is known as γ-ray (or hard x-ray) quantum optics based on Mössbauer effect, provides unambiguous test of many concepts and ideas of coherent quantum optics with γ-photons resonantly interacting with ensemble of nuclei. Recent experimental achievements in this domain include electromagnetically induced transparency in a cavity [12], the collective Lamb shift [13], vacuum-assisted generation of atomic coherences [14], single-photon supperradiance in nuclear absorbing multilayer structures [15], slow gamma photon [16], subluminal pulse propagation using nuclear resonances [17], photon shaping [18,19], and γ-echo [20][21][22].…”
Section: Introductionmentioning
confidence: 99%
“…A rapidly developing field of science, which is known as γ-ray (or hard x-ray) quantum optics based on Mössbauer effect, provides unambiguous test of many concepts and ideas of coherent quantum optics with γ-photons resonantly interacting with ensemble of nuclei. Recent experimental achievements in this domain include electromagnetically induced transparency in a cavity [12], the collective Lamb shift [13], vacuum-assisted generation of atomic coherences [14], single-photon supperradiance in nuclear absorbing multilayer structures [15], slow gamma photon [16], subluminal pulse propagation using nuclear resonances [17], photon shaping [18,19], and γ-echo [20][21][22].…”
Section: Introductionmentioning
confidence: 99%
“…Recently, a comprehensive strategy for using quantum computers to solve models of strongly correlated electrons, using the Hubbard model as a prototypical example has been reported [80]. More recently, interferometric phase detection controlled by Fano resonances and manipulation of slow light propagation have been reported in the x-ray regime [25,81]. Owing to the significant importance of Fano resonances and slow light in the control of transmission and scattering properties of electromagnetic waves in nano scale devices, we explain the control of the asymmetric sharp and narrow resonances in optomechanics with BEC.…”
Section: Introductionmentioning
confidence: 99%
“…In addition, a tunable switch from superluminal to slow light is achievable in our model by simply adjusting the atomic detuning as ∆ a = ±ω m , which makes our scheme thereby more advantageous and more practical over earlier schemes. Fast and slow light effects have potential impact on the present-day photonic technology and have paved the way towards many applications including quantum information processing, integrated quantum optomechanical memory, classical signal processing, real quality imaging, cloaking devices, higher detection efficiency of x rays, optical buffering, delay lines, telecommunication and interferometry [14,23,65,66].…”
Section: Discussionmentioning
confidence: 99%