Mixed needlets

The construction of needlet-type wavelets on sections of the spin line bundles over the sphere has been recently addressed in Geller and Marinucci (2008) [14], and Geller et al. (2008, 2009) [12] and [13]. Here we focus on an alternative proposal for needlets on this spin line bundle, in which needlet coefficients arise from the usual, rather than the spin, spherical harmonics, as in the previous constructions. We label this system mixed needlets and investigate in full their properties, including localization, the exact tight frame characterization, reconstruction formula, decomposition of functional spaces, and asymptotic uncorrelation in the stochastic case. We outline astrophysical applications.     

Water wave radiation by a sphere submerged in water with an ice-cover

Using the multipoles method, we formulate the problems of radiation (both heave and sway) of water waves by a submerged sphere in deep as well as in uniform finite depth water with an ice-cover, with the ice-cover being modelled as an elastic plate of very small thickness. In each case this leads to an infinite system of linear equations which are solved numerically by standard techniques. The added-mass and damping coefficients for a heaving and swaying sphere are obtained and depicted graphically against the wave number for various values of the radius of the submerged sphere and flexural rigidity of the ice-cover to show the effect of the presence of ice-cover on these quantities. When the flexural rigidity is taken to be zero, the numerical results for the added-mass and damping coefficient for water with a free surface are recovered.     

A VARIATIONAL EXPECTATION-MAXIMIZATION METHOD FOR THE INVERSE BLACK BODY RADIATION PROBLEM

The inverse black body radiation problem, which is to reconstruct the area temperature distribution from the measurement of power spectrum distribution, is a well-known ill-posed problem. In this paper, a variational expectation-maximization （EM） method is developed and its convergence is studied. Numerical experiments demonstrate that the variational EM method is more efficient and accurate than the traditional methods, including the Tikhonov regularization method, the Landweber method and the conjugate gradient method.     

A diffusion equation in transparent media

In this paper we study the homogeneous relativistic heat equation (HRHE) obtained as asymptotic limit of the so-called relativistic heat equation (RHE) when the kinematic viscosity ν → ∞. These equations were introduced in the theory of radiation hydrodynamics to guarantee a bounded speed of propagation of radiating energy. We shall prove that this is indeed true, and we shall construct some explicit solutions of the HRHE exhibiting fronts propagating at light speed.     

淫羊藿总黄酮体外抗氧化实验

对淫羊藿有效成分总黄酮进行了体外抗氧化实验。离体培养大鼠肝组织,建立体外组织的过氧化模型,通过测定淫羊藿提取物对多种自由基的清除效果,以验证其抗氧化功能。其中对肝匀浆的自氧化及诱导性氧化均有较好的抑制作用,并成一定的对数曲线关系,其IC50分别为34.87ug/mL和198.45     

电脑辐射对雄性大鼠生殖毒性的影响

采用辐射强度为0.9~6.9 V/m电脑为辐射源,研究电脑辐射对雄性大鼠体重、性器官重量、精子畸形率和繁殖功能的影响。结果表明:1.电脑电磁辐射能显著降低雄性大鼠体重、睾丸、附睾、包皮腺、精囊腺和前列腺重量,除包皮腺达到显著水平外P<0.05,其余均达到极显著水平P<0.01;2.可明     

相对论粒子在地球偶极磁场中辐射谱的数值计算

从运动的荷电粒子产生的流密度出发,研究了在地球偶极磁场中运动的相对论性荷电粒子的辐射能量谱,并对其进行数值计算.分析了相对论性荷电粒子在地球偶极磁场这种特殊磁场中的辐射特点.     

动态广义球对称含荷黑洞对Dirac粒子的热辐射

分析讨论动态广义球对称含荷黑洞视界附近的狄拉克方程,准确地定出了动态广义球对称含荷黑洞的Hawking温度和辐射谱,同时计算出事件视界方程,所得结果与用零曲面方程得到的结果一致。     

微波辐射与稀土配位控制组合技术制备低聚壳聚糖

以工业品高分子量壳聚糖为原料,采用微波辐射和稀土配位控制组合技术制备了低聚壳聚糖,用元素分析、红外光谱、凝胶色谱等手段对其结构进行了分析,探讨了低聚壳聚糖的微波制备工艺条件。结果表明,组合技术制备的低聚壳聚糖的化学组成和分子结构并无明显差别,而产品的相对分子质量分布更均匀,降解的速率显著提高,筛选的适宜条件为微波功率130W、辐射时间15min、H2O2用量为0．15mL／2g,氨基葡萄糖残基量与铈盐的量摩尔比为8：1。在此条件下可制得Mw为48756,Mw／Mn为1．890的产品。     

HI—V族化合物半导体的高能重离子辐照缺陷研究·

用正电子湮没寿命谱技术研究了2.4×1O15/cm2、2.2×1016/cm2注量的85MeV19F离子辐照N型GaP和1.6×1016/cm 2注量的85MeV19F离子辐照P型InP所产生的辐照缺陷.结果表明:两种注量辐照在GaP中均产生较高浓度的单空位.其浓度随着辐照注量的增大而增加;辐照也在InP中产生较高浓度的单空位.