基于移动终端环境下的活动教学法在高中物理教学中的运用——以《能量守恒定律与能源》为例

本文以活动教学理论为依据，以新课程标准为教学目标，以《能量守恒定律与能源》为案例，阐述了如何在本节课堂教学中引导学生通过移动终端设备pad收集并甄选信息资料、自主获取“能量守恒定律与能源”相关知识的过程．以及笔者的课后思考。

基于移动终端设备iPad的高中物理教学——以《能量守恒定律与能源》为例

本文利用移动终端iPad进行物理教学实践,以《能量守恒定律与能源》一节的教学设计为例,简要地说明了利用iPad进行物理教学的利弊.

直流无刷电机中齿槽转矩的能量分析

齿槽转矩是齿槽类无刷永磁电机的固有指标,在定子绕组断电状态下,由永磁体的永磁场与定子铁心的齿槽结构相互作用形成电磁力,进而在圆周方向产生周期性的固定转矩。本文从能量守恒的角度出发,根据齿槽转矩的产生机理推导出齿槽转矩与电磁结构的公式关系,以3对极和6对极两款直流无刷电机为例,利用二维有限元法分析了齿槽转矩在圆周方向的能量分布,研究表明,相同槽数的电机在一个周期内符合能量守恒定律,极对数的不同会造成齿槽转矩不同,通过选择合理的方法能够有效的利用齿槽转矩达到电机断电制动的效果。

Energy dissipation of cavity expansion based on generalized non-linear failure criterion under high stresses

Based on the compression mechanism for analyzing the cavity expansion problem in soil under high stresses,generalized non-linear failure criterion and large strain and energy conservation in plastic region during the cavity expanding were adopted.The energy conservation equation was established and the limited pressure of cavity expansion under high stresses was given based on the energy dissipation analysis method,in which the energy generated from cavity expansion is absorbed by the volume change and shear strain caused in soil.The factors of large strain and dilatation were considered by the proposed method.The analysis shows that the limited pressure is determined by failure criterion,stress state,large deformation characteristic,dilatation and strength of soil.It is shown from the comparison that the results with the proposed method approximate to those of the in-situ method.The cavity expansion pressure first decreases and then increases nonlinearly with both of shear modulus and dilatation increasing.

Droplets diameter distribution using maximum entropy formulation combined with a new energy-based sub-model

The maximum entropy principle(MEP) is one of the first methods which have been used to predict droplet size and velocity distributions of liquid sprays. This method needs a mean droplets diameter as an input to predict the droplet size distribution. This paper presents a new sub-model based on the deterministic aspects of liquid atomization process independent of the experimental data to provide the mean droplets diameter for using in the maximum entropy formulation(MEF). For this purpose, a theoretical model based on the approach of energy conservation law entitled energy-based model(EBM) is presented. Based on this approach, atomization occurs due to the kinetic energy loss. Prediction of the combined model(MEF/EBM) is in good agreement with the available experimental data. The energy-based model can be used as a fast and reliable enough model to obtain a good estimation of the mean droplets diameter of a spray and the combined model(MEF/EBM) can be used to well predict the droplet size distribution at the primary breakup.

Correction to Hawking Tunneling Radiation from Global Monopole Charged BlackHole

Considering the self-gravitation and energy conservation as well as charge conservation, we extend Medved and Vagenas＇s quantum tunneling method to the global monopole charged black hole, and give a correction to Hawking radiation of a charged particle.

Optimal error estimates and modified energy conservation identities of the ADI-FDTD scheme on staggered grids for 3D Maxwell's equations

This paper is concerned with the optimal error estimates and energy conservation properties of the alternating direction implicit finite-difference time-domain （ADI-FDTD） method which is a popular scheme for solving the 3D Maxwell＇s equations. Precisely, for the case with a perfectly electric conducting （PEC） boundary condition we establish the optimal second-order error estimates in both space and time in the discrete Hi-norm for the ADI-FDTD scheme, and prove the approximate divergence preserving property that if the divergence of the initial electric and magnetic fields are zero, then the discrete L2-norm of the discrete divergence of the ADI-FDTD solution is approximately zero with the second-order accuracy in both space and time. The key ingredient is two new discrete modified energy norms which are second-order in time perturbations of two new energy conservation laws for the Maxwell＇s equations introduced in this paper. ~rthermore, we prove that, in addition to two known discrete modified energy identities which are second-order in time perturbations of two known energy conservation laws, the ADI-FDTD scheme also satisfies two new discrete modified energy identities which are second-order in time perturbations of the two new energy conservation laws. This means that the ADI-FDTD scheme is unconditionally stable under the four discrete modified energy norms. Experimental results which confirm the theoretical results are presented.