解读电影《后会无期》的成功之路

作家出身的韩寒在他的首部电影《后会无期》中蕴含了多重思考,有对自由的向往,对理想的追求,对现实的无奈,对未来的憧憬等等,电影最后的结局也让人剖析讨论,引起大众争议。仔细揣摩该片,故事和情愫都蕴含在影片的每个镜头和细节之中,耐人寻味,意味深长。     

影视作品中近代武术家的英雄化塑造

文章运用文献资料法和逻辑分析法,从社会学的角度探讨影视作品中近代武术家的英雄化塑造。作为艺术作品,人物和故事必然存在改编的现象,而观众却能够接受这种被改写的历史。究其原因,影视作品满足了社会整合的国家逻辑、利益最大化的市场逻辑、寻求安全的社会逻辑。     

基于建构主义的影视教学在大学英语听说课堂的实践研究

针对高校学生英语听说能力方面存在的问题,依据建构主义理论,通过大学英语影视听说教学实践,采用数据分析的方法对非英语专业大学本科生的口语进行研究。结果表明,建构主义理论指导下的影视教学能够激发学生主体性意识,提高学生的英语口语水平,从而有效地提升大学英语听说教学质量。     

论网络影评的产生与发展趋势

网络影评是电影批评在网络时代的新形式。作为一种新生的文化力量,它和其它的任何一种艺术形式一样,有其产生和发展的过程。网络影评产生的前提条件是通讯技术和网络技术的发展;受众多元化、个性化的需求是网络影评产生的社会基础;传统影评在市场经济的冲击下逐渐边缘化、视听新媒介霸权对文字的全面挤压是网络影评产生的社会文化背景。多种文本形态和传播形式并行互补、多元共生;在技术性和艺术性两极之间寻求平衡;文化资本的商业运作介入网络影视评论;与传统影评的融合是网络影评发展的主要特征和趋势。     

Stochastic Optimal Control of First-Passage Failure for Rectangular Thin Plate Vibration Model under Gaussian White-Noise Excitations

A rectangular thin plate vibration model subjected to inplane stochastic excitation is simplified to a quasinonintegrable Hamiltonian system with two degrees of freedom. Subsequently a one-dimensional Ito stochastic differential equation for the system is obtained by applying the stochastic averaging method for quasi-nonintegrable Hamiltonian systems. The conditional reliability function and conditional probability density are both gained by solving the backward Kolmogorov equation numerically. Finally, a ...     

CFD Simulation of Film Flow and Gas/Liquid Countercurrent Flow on Structured Packing

A mathematic model of two-phase flow and a physical model of two-dimensional (2D) vertical section for the plate-type structured packing Mellapak 250.Y were set up and verified. The models were used to study the influence of packing’s surface microstructure on the continuity of liquid film and the amount of liquid holdup. Simulation results show that the round corner shape and micro wavy structure are favorable in remaining the continuity of liquid film and increasing the amount of liquid holdup. The appropriate liquid flow rate was determined by investigating different liquid loadings to obtain an unbroken liquid film on the packing surface. The pressure difference between inlet and outlet for gas phase allowed gas and liquid to flow countercurrently in a 2D computational domain. The direction change of gas flow occurred near the phase interface area.     

Stochastic Bifurcation of Rectangular Thin Plate Vibration System Subjected to Axial Inplane Gaussian White Noise Excitation

A stochastic nonlinear dynamical model is proposed to describe the vibration of rectangular thin plate under axial inplane excitation considering the influence of random environment factors. Firstly, the model is simplified by applying the stochastic averaging method of quasi-nonintegrable Hamilton system. Secondly, the methods of Lyapunov exponent and boundary classification associated with diffusion process are utilized to analyze the stochastic stability of the trivial solution of the system. Thirdly, the stochastic Hopf bifurcation of the vibration model is explored according to the qualitative changes in stationary probability density of system response, showing that the stochastic Hopf bifurcation occurs at two critical parametric values. Finally, some explanations are given in a simple way on the potential applications of stochastic stability and bifurcation analysis.     

阴影效应对柱状薄膜生长影响的动力学蒙特卡罗模拟

建立了弹道入射的薄膜三维蒙特卡罗形貌仿真模型,模拟了倾斜沉积情况下柱状薄膜的生长形貌,研究了沉积角度对柱状薄膜形貌的影响.通过动力系蒙特卡罗模拟,分析了雕塑薄膜生长过程中的阴影效应,并且验证了在倾斜沉积实验条件下,斜柱状薄膜生长模式的稳定性,这为后续准确控制雕塑薄膜结构并实现量化控制提供重要的理论依据.     

归化异化理论指导下的英文电影片名的翻译

作为翻译中处理文化因素的两种策略,归化和异化历来是翻译界关注的焦点之一。本文从归化异化理论的内涵为出发点,通过对大量英文电影片名汉译实例的分析,探讨归化异化策略在英文影片名汉译中的应用,并指出:归化异化是相互关联,相辅相成,既对立又统一的辩证关系,而不是相互矛盾。     

生活是电影创作的唯一源泉——以优秀影片《红山雨》的创作过程为例

生活是包括电影在内的一切艺术创作的唯一源泉。电影艺术存在于生活,文艺工作者一定要深入生活,才能创造出精美的艺术作品。优秀影片《红山雨》的创作过程就证明了这一真理。