双轴晶体电光调制器的最优设计

运用新的线性电光效应的耦合波理论，对双轴晶体KTP电光调制器的温度特性进行了理论研究.找到了一个入射光波矢的方向，在该方向上，出射光光强不随温度的变化而变化，而且此方向在一定的角度范围内变动，温度的稳定性是可以保持的.还进一步对晶体的通光长度和外加电场的方向进行了筛选，实现了双轴晶体KTP电光调制器的最优设计. 关键词： 电光效应 耦合波理论 电光调制器 最优设计     

链间耦合对聚合物中双激子态反向极化的影响

从紧束缚模型出发，研究了链间相互作用对双激子态反向极化的影响.结果发现：加链间耦合后，双激子态仍主要局域在一条链中.当简并破缺较小时，反向极化程度随耦合强度的增加大幅提高；当简并破缺较大时，反向极化程度随耦合强度的增加基本不变. 关键词： 反向极化 双激子态 链间耦合     

蜂窝密封内耦合传热特性的研究

采用耦合传热数值计算方法,研究了典型航空发动机阶状蜂窝密封内的传热特性,并利用实验数据对数值方法的正确性进行了考核。计算得到的转子面和静子面上换热系数分布与实验值吻合良好。通过对比5种不同的两方程涡黏湍流模型,结果表明:k-ω湍流模型和SST湍流模型在高温度梯度区域对换热系数分布的求解具有较高的精度,明显优于标准k-ε和k-εRNG湍流模型。与光滑面迷宫密封相比,蜂窝芯格结构对转子面上平均换热系数影响较小,但大幅减小了密封静子面上的换热能力;蜂窝芯格结构使得齿尖温度梯度略微增大,但明显使得静子固体区域的温度梯度减小。     

铁电磁体Pb(Fe1/2Nb1/2)O3的磁电性能研究

对铁电磁体Pb(Fe1/2Nb1/2)O3单晶样品中的介电和磁性能进行了研究. 认为在其反铁磁相变点观察到的介电常数和损耗的异常来自于自发极化序和自旋序的相互作用引起的磁电耦合. 磁矩与温度的关系曲线在Néel点以下的低温段呈上升趋势,测得的磁滞回线证明有弱铁磁性出现. 对铁电磁体磁电相互作用的Monte Carlo模拟得到与实验类似的结果.     

ICP-AES测定氟化稀土中铝

采用高氯酸、盐酸分解样品,草酸将稀土沉淀分离,用ICP-AES快速测定氟化稀土中的铝,加标回收率达98%—102%,相对标准偏差＆lt;2.0%,此方法分析简单快速、结果准确可靠。     

激光诱导等离子体光谱技术的实验装置进展

简述了近几年来国内外激光诱导等离子体技术的发展情况,着重从实验装置的几个方面进行分析,包括激光能源、采光装置、接收装置。另外对双路脉冲激光蒸发、激发技术进行了简短的讨论。     

超声雾化进样技术在ICP-AES中的应用研究

研究了超声雾化进样系统在电感耦合等离子体原子发射光谱(ICP-AES)中的应用,考察了测定的影响因素。结果表明,超声雾化进样条件下,影响谱线强度和测量精密度的因素较多。其中影响较大的因素主要有:载气流量、进样速度、进样时间、冲洗条件及溶液的介质条件。载气的最大允许量远小于气动雾化中的常规用量。同时,进样时间对测量精密度的影响较大,而积分时间对测定的影响较小。此外,冲洗条件对记忆时间的影响较大, 辅助冲洗水流的方式有助于减小记忆效应的影响。实验表明:超声雾化进样条件下,As,Pb,Se,Bi,Ge,Mo,Cd,Cu等八种元素的检出限低于气动雾化进样的检出限10～25倍,超声雾化进样技术在ICP-AES中的应用有助于改善ICP-AES测定的灵敏度。     

Sixth harmonic generation of 1064-nm laser in KBBF prism coupling devices under two kinds of gas conditions

The conversion efficiency on the sixth harmonic of 1064 nm in KBe2BO3F2 （KBBF） at different gas pressures in two kinds of gases, helium and nitrogen, is measured and compared. In the both gases, maximum conversion efficiency on the sixth harmonic of 1064 nm in high vacuum is nearly 10% of 355 nm, which is almost four times higher than that in low vacuum. The maximum average output power at 177.3 nm is 670 ttW with the repetition rate of 10 Hz and the duration of 20 ps in high vacuum. It indicates that the sixth harmonic generation in high vacuum is more preferable than that in low vacuum.     

变耦合系数非线性三波导定向耦合器特性研究

报道了对高斯型及指数型变耦合系数三波导耦合器的一些重要的全光开关特性进行的研究。利用四阶龙格一库塔方法对指数型和高斯型两类变耦合系数三波导耦合器进行了数值计算。数值计算结果表明：对于变耦合系数三波导耦合器而言,功率可在波导1与波导3之间100％转换,而波导2则不可能达到100％的功率输出。与双波导变耦合系数耦合器相比,在相同的最大耦合系数情况下三波导变耦合系数耦合器开关曲线要更陡一些．即具有更好的开关特性。与平行三波导耦合器相比,变耦合系数三波导耦合器作为光开关的最大优点在于开关曲线中不存在振荡。     

Derivation of baroclinic Ertel–Rossby invariant-based thermally-coupled vorticity equation in moist flow

For the potential vorticity （PV） invariant, there is a PV-based complete-form vorticity equation, which we use heuris- tically in the present paper to answer the following question： for the Ertel-Rossby invariant （ERI）, is there a corresponding vorticity tendency equation？ Such an ERI-based thermally-coupled vorticity equation is derived and discussed in detail in this study. From the obtained new vorticity equation, the vertical vorticity change is constrained by the vertical velocity term, the term associated with the slope of the generalized momentum surface, the term related to the horizontal vorticity change, and the baroclinic or solenoid term. It explicitly includes both the dynamical and thermodynamic factors＇ influence on the vorticity change. For the ERI itself, besides the traditional PV term, the ERI also includes the moisture factor, which is excluded in dry ERI, and the term related to the gradients of pressure, kinetic energy, and potential energy that reflects the fast-manifold property. Therefore, it is more complete to describe the fast motions off the slow manifold for severe weather than the PV term. These advantages are naturally handed on and inherited by the ERI-based thermally-coupled vorticity equation. Then the ERI-based thermally-coupled vorticity equation is further transformed and compared with the traditional vorticity equation. The main difference between the two equations is the term which describes the contribution of the solenoid term to the vertical vorticity development. In a barotropic flow, the solenoid term disappears, then the ERI-based thermally-coupled vorticity equation can regress to the traditional vorticity equation.