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同性分组教学方法提高职业中专女生50米跑成绩的实验研究
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作者 李彤隽 《科教文汇》 2012年第15期142-143,共2页
以20名职业中专女生为研究被试,采用实验法、问卷调查法、数理统计法等,对同性分组教学方法与职业中专女生50米跑成绩的关系进行研究。结果显示:实验组和控制组在50米跑成绩上的差异达到了显著的水平(T=2.262,p<0.05),同性分组教学... 以20名职业中专女生为研究被试,采用实验法、问卷调查法、数理统计法等,对同性分组教学方法与职业中专女生50米跑成绩的关系进行研究。结果显示:实验组和控制组在50米跑成绩上的差异达到了显著的水平(T=2.262,p<0.05),同性分组教学实验对提高实验组女生50米跑成绩有较大规模的效应量(ES=1.01),职业中专女生对同性分组的教学方法有着较高的认同度。认为:在职业中专体育教学中运用"同性分组"的教学方法,能促进女生50米跑成绩的提高。 展开更多
关键词 同性分组 职业中专女生 50米
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The stability problem of reverse time migration for viscoacoustic VTI media 被引量:5
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作者 Sun Xiao-Dong Ge Zhong-Hui +1 位作者 Li Zhen-Chun Hong Ying 《Applied Geophysics》 SCIE CSCD 2016年第4期608-613,736,737,共8页
In real strata anisotropy and viscosity extensively exists. They degraded waveforms in amplitude, resulting in which reducing of image resolution. To obtain high-precision imaging of deep reservoirs, we extended the s... In real strata anisotropy and viscosity extensively exists. They degraded waveforms in amplitude, resulting in which reducing of image resolution. To obtain high-precision imaging of deep reservoirs, we extended the separated viscous and anisotropic reverse time migration (RTM) to a stable viscoacoustic anisotropic RTM for vertical transverse isotropic (VTI) media, based on single generalized standard and linear solid (GSLS) media theory.. We used a pseudo-spectral method to develop the numerical simulation. By introducing a regularization operator to eliminate the high-frequency instability problem, we built a stable inverse propagator and achieved viscoacoustic VTI media RTM. High-resolution imaging results were obtained after correcting for the effects of anisotropy and viscosity. Synthetic tests verify the validity and accuracy of algorithm. 展开更多
关键词 Viscoacoustic vertical transverse isotropic VTI medium Pseudo-differential equations Reverse-time propagator Reverse-time migration
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On Light-Like Extremal Surfaces in Curved Spacetimes
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作者 HUANG Shou-Jun HE Chun-Lei 《Communications in Theoretical Physics》 SCIE CAS CSCD 2014年第1期15-22,共8页
In this paper, we find that under a diffeomorphic of nonlinear geodesic equations are concerned with light-like extremal surfaces in curved spaeetimes. It is interesting to transformation of variables, the light-like ... In this paper, we find that under a diffeomorphic of nonlinear geodesic equations are concerned with light-like extremal surfaces in curved spaeetimes. It is interesting to transformation of variables, the light-like extremal surfaces can be described by a system Particularly, we investigate the light-like extremal surfaces in Schwarzschild spacetime in detail and some new special solutions are derived systematically with aim to compare with the known results and to illustrate the method. 展开更多
关键词 light-like extremal surfaces geodesic equations curved spacetimes Schwarzschild spacetime
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