2003
DOI: 10.1117/12.506905
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Development of backward-wave oscillators for terahertz applications

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Cited by 29 publications
(9 citation statements)
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“…THz /8π 2 νt sp is the cross section for the lasing transition, the spontaneous emission lifetime is t sp = 3h 0 λ 3 THz /16π 3 μ 2 23 , where μ 2 23 = | 2|μ|3 | 2 is the dipole matrix element for the laser transition, and ν is the half width of the gain profile, approximated as ν ≈ ν 2 D + ν 2 p , where ν D and ν p are the Dopplerbroadening (for the terahertz transition) and pressurebroadening line widths, respectively.…”
Section: Three-level Model Equationsmentioning
confidence: 99%
See 1 more Smart Citation
“…THz /8π 2 νt sp is the cross section for the lasing transition, the spontaneous emission lifetime is t sp = 3h 0 λ 3 THz /16π 3 μ 2 23 , where μ 2 23 = | 2|μ|3 | 2 is the dipole matrix element for the laser transition, and ν is the half width of the gain profile, approximated as ν ≈ ν 2 D + ν 2 p , where ν D and ν p are the Dopplerbroadening (for the terahertz transition) and pressurebroadening line widths, respectively.…”
Section: Three-level Model Equationsmentioning
confidence: 99%
“…The need for powerful tunable narrow-band sources to span the "terahertz gap" between 0.3 and 3.0 THz continues to grow as next-generation wireless-communication systems demand increasing bandwidth and new opportunities arise for intrinsically short-range communications facilitated by strong frequency-dependent atmosphericwater-vapor absorption [1]. Most terahertz sources fall into one of two categories: lower-frequency electronic sources for which power decreases with increasing frequency, such as microwave oscillators or frequency multipliers [2], backward-wave oscillators [3], and gyrotrons [4] and higher-frequency optical sources for which power increases with increasing frequency, such as terahertz quantum cascade lasers [5] and difference-frequency lasers [6][7][8]. The region in between, where powerful sources are lacking, is known as the terahertz gap.…”
Section: Introductionmentioning
confidence: 99%
“…The saturation-dependent infrared absorption coefficient for a given transition is obtained by nonlinearly solving equations (3)(4)(5)(6). Pump saturation is described in (6) by the population difference (N tot 1 − N tot 2 ) between levels 1 and 2.…”
Section: Three-level Model Equationsmentioning
confidence: 99%
“…The need for powerful, tunable, narrow-band sources to span the "terahertz gap" between 0.3-3.0 THz continues to grow as next generation wireless-communication systems demand increasing bandwidth and new opportunities arise for intrinsically short-range communications facilitated by strong, frequency-dependent atmospheric water vapor absorption [1]. Most terahertz sources fall into one of two categories: lower-frequency electronic sources such as microwave oscillators or frequency multipliers [2], backward-wave oscillators [3], and gyrotrons [4] whose power decreases with increasing frequency; and higher-frequency optical sources such as terahertz quantum cascade lasers [5] and difference-frequency lasers [6][7][8] whose power increases with increasing frequency. The region in between, where powerful sources are lacking, is known as the terahertz gap.…”
Section: Introductionmentioning
confidence: 99%
“…Although many advances have been made in development of solid-state semiconductor lasers and oscillators [3], the potential of traditional vacuum sources such as klystrons, magnetrons, and backward wave oscillators remains virtually untapped. Recent advances in modern micromachining technologies suggest that this was a natural route to fabricate small structures, such as cavities, waveguides, and slow wave structures (SWS), which might be used in the scaleddown vacuum electron tubes operating at far greater frequencies [4,5]. Based on this mechanism, a novel 0.14 THz-overmoded surface wave oscillator (SWO), which could deliver an output power around 40 MW, was designed and reported in APMC2008 proceedings [6].…”
Section: Introductionmentioning
confidence: 99%