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Spectral interference technique in stimulated parametric emission microscopy

机译:刺激的参数发射显微镜中的光谱干扰技术

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We recently proposed a novel 3D microscopy technique called stimulated parametric emission (SPE) microscopy. Stimulated parametric emission microscopy shares the four-wave-mixing properties with CARS (coherent anti-stokes Raman scattering) microscopy. The SPE microscope maps the distributions of the third-order nonlinear susceptibility, or information about the nonlinear refractive index and two-photon absorption coefficient of a certain electronic-excitation level of materials such as unstained living cells. Wide-band or equivalently ultra-short pulses from a mode-locked Ti:sapphire laser and an optical parametric oscillator were used for the pump and dump pulses with different central optical frequencies (ω_1 and ω_2) for the SPE process. The pulses are then focused into the sample and the third frequency (ω_3 = 2ω_2-ω_1) component is generated in the sample due to the nonlinear optical susceptibility. This signal pulse having the third frequency and the reference pulse generated by using a standard material are superposed on an array sensor. If we introduce a proper time delay into the signal and reference pulses, the mixing process produces a fringed pattern on the array sensor. Simple calculation enables us to obtain the stronger signal levels of the third-order nonlinear susceptibility that are separated into the real and imaginary parts. Spatial distributions of the complex susceptibility at the several bands can in principle be obtained. We will show the feasibility of this method and a 3D image of the complex susceptibility of a living cell.
机译:我们最近提出了一种称为刺激的参数发射(SPE)显微镜的新型3D显微镜技术。刺激的参数发射显微镜与汽车(相干抗Stokes拉曼散射)显微镜分享四波混合性能。 SPE显微镜将三阶非线性易感性的分布图映射了三阶非线性敏感性的分布,或有关非线性折射率和两光子吸收系数的某种电子激发水平的非线性折射率,例如未染色的活细胞。来自模式锁定的Ti的宽带或等效超短脉冲:蓝宝石激光器和光学参数振荡器用于泵和具有不同中央光学频率(ω_1和ω_2)的泵和倾倒脉冲,用于SPE过程。然后将脉冲聚焦到样品中,并且由于非线性光学敏感性,在样品中产生第三频率(ω_3=2Ω_2-ω_1)组分。具有第三频率和通过使用标准材料产生的参考脉冲的该信号脉冲叠置在阵列传感器上。如果我们在信号和参考脉冲中引入适当的时间延迟,则混合过程会在阵列传感器上产生流量的图案。简单的计算使我们能够获得分离成真实和虚部的三阶非线性易感性的更强的信号水平。原则上可以获得几个条带的复杂敏感性的空间分布。我们将展示这种方法的可行性和活细胞复杂易感性的3D图像。

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