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Surface-emitted THz-wave parametric oscillator
TOMOFUMI IKARI
We propose the use of the surface emission configuration in the widely tunable TPO, characterized by the perpendicular emission of THz-wave radiation from the crystal, with high beam quality. In this TPO, the pump wave and resonated idler wave are reflected completely at the THz-wave output surface of a MgO:LiNbO3 crystal. By setting the incident angles of the pump and resonated idler above the critical angle, perpendicular emission of THz wave radiation is achieved. Also, the generation area for THz-wave, the polariton excited area, is located directly at the THz-wave output surface, so damping of the THz wave by absorption in the crystal is greatly reduced and the surface-emitted TPO produces high output and high beam quality THz-wave.

THz-wave generation perpendicular to the output surface is achieved by setting of the incident angles of pump and idler beams to the crystal surface as shown in Fig.1(a). For perpendicular emission at 1.5 THz, the incident angle of the idler wave is set at 65º, i.e., the phase match angle, δ1.5THz, at 1.5 THz generation, and the pump beam is set at 64.3º, i.e., δ1.5THz - θ1.5THz, as shown in Fig. 1a. These angles exceed the critical angle (θcrit. = 27.7º) of the interface between the MgO:LiNbO3 crystal (np,i≈2.15) and air (n = 1). So, the idler and pump waves are totally reflected at the surface. By varying the pump incident angle from 64.6 to 63.5°, the THz-wave frequency tuning in the range 0.83 THz is obtained; the THz-wave generation direction changes by about 15.9º to the crystal surface.

Fig. 1(a) Schematic beam diagram of the pump, idler, and THz waves for the perpendicularly generation of 1.5 THz and the noncollinear phase matching condition. kP, ki and kT  show the wave vectors for pump, idler, and THz waves, respectively. (b) Schematic diagram of a Nd:YAG laser-pumped surface-emitted THz-wave parametric oscillator. M1, M2: Dielectric-coated high-reflection mirrors for the idler resonance.

The experimental setup of our surface-emitted TPO is illustrated schematically in Fig. 1b. Two rectangular and one trapezoidal MgO:LiNbO3 crystals were used for the surface-emitted TPO, and two rectangular crystals were placed on both sides of the trapezoidal crystal. Two rectangular crystals were cut into 4 ´ 50 ´ 5 mm (a ´ b ´ c-axis). The pump laser was a multi-longitudinal mode Q-switched Nd:YAG laser (1.064 μm, 25 ns, 50 Hz, TEM00). The idler generated in the crystal and the pump waves were totally reflected at the THz-wave output surface of the trapezoidal crystal. The polarization of the generated idler and THz wave are parallel to that of pump beam. The idler and pump beams interacted in a 109-mm-long crystal in a symmetric-geometry resonator, consisting of two flat cavity mirrors for idler wave resonance. These cavity mirrors, M1 and M2, were specially fabricated with high transmittance at 1.064 mm and a reflectivity of >90% above 1.068 mm. These high-performance mirrors were key to the setup. The resonant mirrors were placed so that the incident angle of the resonant idler to the output surface was 65º, satisfying the condition for perpendicular generation of 1.5 THz. The surface-emitted TPO was fixed on a rotating stage, and continuous frequency tuning was achieved by varying the phase-matching angle between the resonated idler and pump beams by rotating the stage.

THz-wave output energy at a pump input of 20.3 mJ/pulse. The THz-wave frequency is tuned by rotating the stage. Wide range tunability from 0.8 to 2.74 THz was observed for a pump energy of 20.3 mJ/pulse.  The measured maximum THz-wave output was 104 pJ/pulse at 1.46 THz. The minimum sensitivity of the Si bolometer is about 10 fJ/pulse. The Si bolometer became saturated at 5 pJ/pulse for the pulsed THz-wave, so we used calibrated thin metalized Mylar film was used as a THz-wave attenuator.

To evaluate the beam quality, we measured the THz-wave beam profile using two-dimensional scanning with a 400 μm diameter pinhole. The THz wave that passed through a pinhole was measured by a Si bolometer. Figure 3a shows the far-field two-dimensional THz-wave pulse energy distribution at a distance of 22 mm from the output surface.

This asymmetricity is caused by the elliptical radiation cross-section. We estimated the width of the radiation cross-section based on the diffraction theory. The measured far-field divergence angles at 1.5 THz were 3.15 and 7.73º in the x and y directions, respectively. The far-field divergence angle, θdiv., increased in inverse proportion to the width of the radiation cross section, which is θdiv.≈λ/W when, θdiv<<1, where λ is THz-wave wavelength and W is the width of the emission cross section on the output surface. The larger divergence angle along the y direction was caused by the smaller emission cross section width in the y direction on the output surface.


Fig. 3(a) Two-dimensional beam energy distribution measured at 22 mm from the output surface. (b) Filled circle and open square show measurements on the horizontal and vertical axes, respectively.

To evaluate the THz beam quality, we measured the beam quality factor (M2) from the optical axis (z) dependence of the focused beam spot size. For this measurement, the knife-edge method was used to measure the beam spot size. The THz wave emitted from the surface-emitted TPO was collimated using a 30-mm-focal length cylindrical lens in the vertical (y) direction and was focused using a 30-mm-focal length Tsurupica lens (plastic lens for THz use). The beam spot sizes were measured between the two 30-mm-focal length lenses along the optical propagation direction. The result is shown in Fig. 3 (b). The measured beam waist sizes were 607 and 410 μm in the horizontal (x) and vertical (y) directions, respectively. From the theoretical calculation using the measured waist size, the estimated beam quality factor (M2) was 1.15 and 1.25 for the horizontal and vertical directions, respectively. The excellent beam quality of the THz-wave from the surface-emitted TPO allows focusing the beam to very small areas, and thus, this THz-wave source is practical for many applications that use THz waves, such as imaging.


References:

T. Ikari, Xianbin Zhang, Hiroaki Minamide and Hiromasa Ito, ”THz-wave Parametric Oscillator with Surface- Emitted Configuration”, Opt. Express 14, 1604-1610 (2006)
http://www.opticsinfobase.org/abstract.cfm?URI=oe-14-4-1604


T. Ikari, H. Minamide and H. Ito, "Energy scalable and high beam quality THz-wave parametric oscillator using surface-emitted cavity configuration", Joint 31st International Conference on Infrared and Millimeter Waves and 14th International Conference on Terahertz Electronics (IRMMW-THz2006), WedB1-3, Shanghai, China (Sep.19, 2006).

T. Ikari, X-B Zhang, H. Minamide and H. Ito, "High beam quality and coherent THz-wave radiation from surface-emitted THz-wave parametric oscillator", 13th Coherent Laser Radar Conference, Kamakura, Japan, October 2005

T. Ikari, X-B. Zhang, H. Minamide, and H. Ito. “Output Characteristics of a Surface-Emitted Terahertz-wave Parametric Oscillator”, CLEO/Pacific Rim 2005, Tokyo, Japan Jul. 2005.