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The spatiotemporal coupling distortion of large aperture ultra-high peak power laser will degrade the pulsed beam in both near-field and far-field. To accurately predict the light field distribution at the focus and compensate for the spatiotemporal coupling distortion, a single-frame measurement of full three-dimensional spatiotemporal coupling distortion is proposed based on the frequency domain separate spatial-spectral interference. The setup requires only a slit array attached to the front of an Imaging spectroradiometer. The whole procedure of carrier frequency distinguished spectral interference measurement is simulated in this study. The simulation results prove that the presented measuring method is correct and effective. The effectiveness of this method will be further verified experimentally in next step.
[1] Bahk S W, Rousseau P, Planchon T A, Chvykov V, Kalintchenko G, Maksimchuk A, Mourou G A, Yanovsky V 2004 Opt. Lett. 29 2837
Google Scholar
[2] 冷雨欣 2019 中国激光 46 0100001
Google Scholar
Leng Y X 2019 Chinese J. Lasers 46 0100001
Google Scholar
[3] Perry M D, Mourou G A 1994 Science 264 917
Google Scholar
[4] Bourassin-Bouchet C, Stephens M, Rossi S D, Delmotte F, Chavel P 2011 Opt. Express 19 17357
Google Scholar
[5] Li Z Y, Tsubakimoto K, Yoshida H, Nakata Y, Miyanaga N 2017 Appl. Phys. Express 10 102702
Google Scholar
[6] Li Z Y, Miyanaga N 2018 Opt. Express 26 8453
Google Scholar
[7] Pariente G, Gallet V, Borot A, Gobert O, Quéré F 2016 Nat. Photonics 10 547
Google Scholar
[8] Li Z Y, Ogino J, Tokita S, Kawanaka J 2019 Opt. Express 27 13292
Google Scholar
[9] Gabolde P, Trebino R 2008 Opt. Soc. Am. B. 25 A25
Google Scholar
[10] Dorrer C, Bahk S W 2018 Opt. Express 26 33387
Google Scholar
[11] Meshulach D, Yelin D, Silberberg Y 1997 Opt. Soc. Am. B 14 2095
Google Scholar
[12] 赵丹, 王逍, 母杰, 左言磊, 周松, 周凯南, 曾小明, 李志林, 粟敬钦, 朱启华 2017 物理学报 66 024201
Google Scholar
Zhao D, Wang X, Mu J, Zuo Y L, Zhou S, Zhou K N, Zeng X M, Li Z L, Su J Q, Zhu Q H 2017 Acta Phys. Sin. 66 024201
Google Scholar
[13] 母杰, 王逍, 左言磊, 胡必龙, 李伟, 曾小明, 周凯南, 王晓东, 孙立, 吴朝辉, 粟敬钦 2020 中国激光 47 0401003
Google Scholar
Mu J, Wang X, Zuo Y L, Hu B L, Li W, Zeng X M, Zhou K N, Wang X D, Sun L, Wu Z H, Su J Q 2020 Chinese J. Lasers 47 0401003
Google Scholar
[14] Bowlan P, Gabolde P, Trebino R 2007 Opt. Express 15 10219
Google Scholar
[15] Bahk S W, Dorrer C, Roides R G 2016 Appl. Opt. 55 2413
Google Scholar
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图 1 光路示意图
Figure 1. Schematic of light path.
图 2 狭缝与+1级亮斑对应关系
Figure 2. Correspondence between slits and +1st harmonic
图 3 根据干涉图还原时空耦合特性的方法
Figure 3. Procedure of reducing the interferogram into STCs
图 4 (a) 空谱干涉图; (b) 频域+1级亮斑
Figure 4. (a) Spatial-spectral interferogram; (b) +1st harmonic in the frequency domain.
图 5 频域特征 (a)谱强度预设值; (b)谱相位预设值; (c)谱强度模拟测量值; (d)谱相位模拟测量值
Figure 5. Frequency-domain characteristics: (a) Preset spectral intensity; (b) preset spectral phase; (c) spectral intensity simulation results; (d) spectral phase simulation results.
图 6 时空耦合特性 (a)时空耦合特性预设值 (b)时空耦合特性模拟测量值
Figure 6. STCs: (a) Preset value; (b) simulation results
图 7 时空耦合特性单次测量模拟结果
Figure 7. Simulation results of single-frame measurement of STCs
图 8 (a)脉冲峰值功率预设值; (b)脉冲宽度预设值; (c)脉冲前沿预设值; (d)脉冲峰值功率模拟测量结果; (e)脉冲宽度模拟测量结果; (f)脉冲前沿模拟测量结果
Figure 8. (a) Preset peak power; (b) preset pulse width; (c) preset pulse front; (d) peak power simulation results; (e) pulse width simulation results; (f) pulse front simulation results
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[1] Bahk S W, Rousseau P, Planchon T A, Chvykov V, Kalintchenko G, Maksimchuk A, Mourou G A, Yanovsky V 2004 Opt. Lett. 29 2837
Google Scholar
[2] 冷雨欣 2019 中国激光 46 0100001
Google Scholar
Leng Y X 2019 Chinese J. Lasers 46 0100001
Google Scholar
[3] Perry M D, Mourou G A 1994 Science 264 917
Google Scholar
[4] Bourassin-Bouchet C, Stephens M, Rossi S D, Delmotte F, Chavel P 2011 Opt. Express 19 17357
Google Scholar
[5] Li Z Y, Tsubakimoto K, Yoshida H, Nakata Y, Miyanaga N 2017 Appl. Phys. Express 10 102702
Google Scholar
[6] Li Z Y, Miyanaga N 2018 Opt. Express 26 8453
Google Scholar
[7] Pariente G, Gallet V, Borot A, Gobert O, Quéré F 2016 Nat. Photonics 10 547
Google Scholar
[8] Li Z Y, Ogino J, Tokita S, Kawanaka J 2019 Opt. Express 27 13292
Google Scholar
[9] Gabolde P, Trebino R 2008 Opt. Soc. Am. B. 25 A25
Google Scholar
[10] Dorrer C, Bahk S W 2018 Opt. Express 26 33387
Google Scholar
[11] Meshulach D, Yelin D, Silberberg Y 1997 Opt. Soc. Am. B 14 2095
Google Scholar
[12] 赵丹, 王逍, 母杰, 左言磊, 周松, 周凯南, 曾小明, 李志林, 粟敬钦, 朱启华 2017 物理学报 66 024201
Google Scholar
Zhao D, Wang X, Mu J, Zuo Y L, Zhou S, Zhou K N, Zeng X M, Li Z L, Su J Q, Zhu Q H 2017 Acta Phys. Sin. 66 024201
Google Scholar
[13] 母杰, 王逍, 左言磊, 胡必龙, 李伟, 曾小明, 周凯南, 王晓东, 孙立, 吴朝辉, 粟敬钦 2020 中国激光 47 0401003
Google Scholar
Mu J, Wang X, Zuo Y L, Hu B L, Li W, Zeng X M, Zhou K N, Wang X D, Sun L, Wu Z H, Su J Q 2020 Chinese J. Lasers 47 0401003
Google Scholar
[14] Bowlan P, Gabolde P, Trebino R 2007 Opt. Express 15 10219
Google Scholar
[15] Bahk S W, Dorrer C, Roides R G 2016 Appl. Opt. 55 2413
Google Scholar
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