[1] 国家自然科学基金面上项目“基于降维FPK方程的工程结构非平稳随机地震研究方法”2020.01~2023.12，项目负责人.

[2] 国家自然科学基金青年科学基金项目“非独立泊松白噪声激励下随机非线性系统的响应研究”，2016.01~2018.12，项目负责人.

[3] 陕西省创新人才推进计划--青年科技新星项目“基于降维FPK方程的高维退化滞回非线性结构随机地震响应与可靠度研究”（2021.01~2023.12，项目负责人。  

 [4] 陕西省自然科学基础研究基金青年人才项目“基于过滤泊松白噪声地震动模型的结构随机地震反应”，2018.01~2019.12，项目负责人.

1. 代表性论文（*通讯作者）

1. Guo, SS*，Meng, FF，Shi, QX，The Generalized EPC method forNon-stationary Probabilistic Solution of Nonlinear Dynamical System, Prob. Eng.Mech. 2023,72:103240. （InternationalYoung Scientist Awards 组委会选为the Research Award 候选人）

2. Meng, FF, Wang, QW, Shi, QX，Guo, SS*, A generalized method forthe stationary probabilistic response of nonlinear dynamical system, Commun.Nonlinear Sci. Numer. Simulat. 2023,121:107228.

3. Guo, SS, Kim, JK, Some recentdevelopments in the vibration control and structure health monitoring,Actuator, 2023, 12:11.

4. Guo, SS*，Shi, QX，Xu, ZD, Probabilistic solution foran MDOF hysteretic degrading

system to modulated non-stationaryexcitations, Acta Mech. 2023, 234: 1105-1120.

5. Guo, SS*，Shi, QX，Xu, ZD, Stochastic responses of MDOFsystem to nonstationary random excitations, Commun. Nonlinear Sci. Numer.Simulat. 2021, 99:105798. 6. Guo, SS*，Shi, QX，Xu, ZD, Stochastic responses ofnonlinear systems to nonstationary non-Gaussian excitations, Mech. Syst. SignalPr. 2020, 144:106898. （国际工程领域著名机构Advances inEngineering（AIE）应邀遴选为关键科学文章）

7. Guo, SS*，Shi, QX，Xu, ZD, Nonstationary seismicresponses of nonlinear structural systems to modulated earthquake excitations,ASCE J. Eng.Mech. 2019, 145(2):04019100.

8. Guo, SS，Shi, QX*，Transient influence of correlationbetween excitations on system responses, Commun. Nonlinear Sci. Numer. Simulat.2019, 80:104866.

9. Guo, SS* , Nonstationarysolutions of nonlinear dynamical systems excited by Gaussian white noise,Nonlinear Dyn. 2018, 92:613-626.

10. Guo, SS*, Transient response ofstochastic systems under stationary excitations, Prob. Eng. Mech. 2018,53:59-65.11. Guo, SS, Shi, QX*. Probabilistic solutions of nonlinear oscillators excitedby combine d colored and white noise excitations, Commun. Nonlinear Sci. Numer.Simulat. 2017, 44:414-423.

12. Guo, SS*, Shi, QX, Probabilisticsolutions of nonlinear oscillators to subject random colored noise excitations,Acta Mech. 2017, 228(1):255-267.

13. Guo, SS*, Shi, QX, Stationarysolution of Duffing oscillator driven by additive and multiplicative colorednoise excitations, J. Vib. Acoust. 2017, 136 (2):024502.

14. Guo, SS, Shi, QX, Zhu, HT*,Influence of nonzero mean impulse amplitudes on the response statistics ofdynamical systems, J. Comput. Nonlinear Dynam. 2017, 12(4):041002.

15. Er, GK, Iu VP, Wang K, Guo SS,Stationary probabilistic solutions of the cables with small sag and modeled asMDOF systems excited by Gaussian white noise, Nonlinear Dyn. 85 (2016)1887-189916. Guo SS，Wang, DF，Liu ZS*，Probabilistic analysis of randomstructural intensity for structural members under stochastic loadings, Inter. J.Computational Methods, 2015, 12(3):1550013

17. Zhu, HT, Guo, SS*, Periodicresponse of a Duffing oscillator under combined harmonic and random excitations,J. Vib. Acoust. 2015, 137(4):041015.

18. He, YH, Guo, SS, Liu, ZS*, Liew,KM, Pattern transformation of thermo-responsive shape memory polymer periodiccellular structures, Inter. J. Solid Struct. 2015, 71(1):194-205.

19. Guo, SS*, Probabilistic solutionof nonlinear oscillators under correlated external and parametric white noises，J. Vib. Acoust. 2014, 36(3): 031003.

20. Guo, SS*, Er, GK, Lam, CC, Probabilisticsolutions of nonlinear oscillators under correlated external andvelocity-multiplicative Gaussian white noises, Nonlinear Dyn., 2014,77(3):597-604.

21. He, LC, Guo, SS, Lei, JC, Sha,ZD, Liu, ZS (*), The effect of Stone-Thrower-Wales defects on mechanicalproperties of graphene sheets-a molecular dynamics study, Carbon，2014, 75: 124-132.

22. Li, YX, Guo, SS, He, YH, Liu,ZS.(*), A simplified constitutive model for predicting shape memory polymersdeformation behavior，Inter. J.Comput.Mater. Sci. Eng., 2014, 3(4):1550001.

23. Er, GK, Guo, SS*，Iu VP，Probabilistic solution of the stochastic oscillators witheven nonlinearity in displacement，J. Vib.Acoust. 2012, 134(5):054501.

24. Guo, SS*, Er, GK, Theprobabilistic solution of stochastic oscillators with even nonlinearity underpoisson white noise, Central European Journal of Physics, 2012, 10(3):702-707.

25. 邵艺佳，郭秀秀，基于峰值位移均值识别非线性结构的损伤，地震工程与工程振动，2023，43（3）：220-228.

26. 孟非凡，郭秀秀, 史庆轩 含间隙非线性的惯容橡胶复合隔振系统可靠性分析，工程力学，2022，39(11):133-142.27. 郭秀秀，李长宇，史庆轩，基于改进Bouc-Wen模型的非线性结构非平稳随机地震响应分析，振动与冲击，2020，39(18):248-268.

28. 郭秀秀，徐兴华，黄举，史庆轩，地震作用的相关性对结构瞬态响应的影响，工程力学,2019,36(5):208--215.29. 徐兴华，李长宇，郭秀秀*，基于不同地震动模型下典型框架结构随机地震响应分析，地震工程与工程学报，2018，38:135-142.

30. 郭秀秀*，鄂国康，位移偶次方项对非线性随机振子在泊松激励下概率解的影响，固体力学学报，2013，33：91-9531. 鄂国康，郭秀秀*，带位移偶次方项非线性随机振子在位移参数激励下的概率解，固体力学学报，2011，32：265-268。 32. 郭秀秀*，鄂国康，指数多项式闭合法求带位移偶次方项非线性随机振子响应的概率解，力学季刊，2011，32（2）：178-182。

2. 会议论文

1. Nonstationary response of mdofnonlinear systems under random excitations, ICTAM, 2021+1 (特邀报告)。

2.随机激励下非线性系统响应分析的一种简化方法，第十二届全国随机振动理论与应用学术会议暨第九届全国随机动力学学术会议，2020，重庆。（特邀报告）。

3. 随机非线性振动, 第十四届全国动力学与控制青年学者研讨会， 2020，甘肃。（特邀报告）

4. 第十五届全国动力学与控制青年学者研讨会， 2021，长沙。（正式代表） 

3. 著作

1. Xu,ZD, Guo,SS, Kim, JK, Vibration control and structuralhealth monitoring, MDPI, 2023.

2. Frontiers in Applied Mechanics, Imperial College Press,2015.(参编)

[1] 获批2021年陕西省青年科技新星项目。

[2] 获批陕西省第九批青年百人项目。

[3] 获得由InternationalSymposium on Frontiers in Applied Mechanics 颁发的Best poster prize。

[4] 获得由ISMAorganizing committee Sponsored by the EC via the FP7 Marie Curie ITN projectsVECOM and MID-FREQUENCY颁发的ISMA Studentfellowship。