SJTU-1型新型医用超声设备声输出测量系统通过鉴定

2003年2月27日由国家药品监督管理局医疗器械司委托全国医用电器标准化技术委员会组织,在上海市举行了SJTU-1型医用超声设备声输出测量系统的技术成果鉴定会。由王威琪院士、冯若教授、张德俊教授为主任委员的鉴定委员会,对此项成果进行了测试和技术鉴定,认为SJTU-1型医用超声设备声输出测量系统的技术指标达到了同类系统的国际先进水平,某些功能优于国外同类系统。     

Lambda Hypernuclei in a Chiral Hadronic Model

Nuclear matter calculations in a chiral hadronic model have been performed. It has been found that the scalar and the vector potentials and binding energies per nucleon in the chiral hadronic model are very close to those of the microscopic relativistic Brueckner-Hartree-Fock calculations. The good results for finite nuclei can be obtained in the mean field approximation only if scalar mass rns and coupling constant g8 have been improved with the fixed values of c^28 = g^28(M/rn8)^2 as those given by the original parameter sets of the chiral hadronic model. Then the chiral hadronic model is extended to lambda hypernuclei. Our results predicted by the chiral hadronic model are compared with those by the nonlinear Walecka model. It has been shown that the hadronic model can also be used to describe lambda hypernuclei successfully.     

Ditzian—Totik型的Besov空间和Bernstein—Durrmeyer算子

对任一函数f∈L_p[0,1],n阶Bernstein—Durrnieyer算子为     

负载金属对SO^2—4／ZrO2催化剂超强酸性和反应性能的影响

本文研究了气氛和负载金属对ＳＯ＾２－４／ＺｒＯ２超强酸催化剂正戊烷异构化反应性能的影响。ＳＯ＾２－４／ＺｒＯ２催化剂在Ｎ２中初活性较高，但稳定性很差，在Ｈ２中活性很低。负载Ｐｒ可显著地改善催化剂的活性，选择性和稳定性，负载Ｎｉ则使催化剂活性反而降低。催化剂的红外光谱试验结果表明，Ｈ２可使结合在ＺｒＯ２上的ＳＯ＾２－４，部分还原，减少超强酸位，Ｐｒ对ＳＯ＾２－４的还原有阻抑作用，使催化剂表面保留较多     

中心流形理论在广义Maxwell—Bloch激光方程中的应用

在好腔近似下，应用中心流形理论约化广义Ｍａｘｗｅｌｌ－Ｂｌｏｃｈ激光方程，与绝热消去法比较，它将引起小的修正，数值结果表明，该修正并不发迹系统的主要动力学性质。     

一类有不动点性的Banach空间

本文研究弱一致Opial条件的性质；弱一致Opial条件与弱一致Opial条件的对偶性；证明当对偶空间有弱一致Opial条件时该Banach空间具有不动点性．     

双障碍问题阻尼牛顿法的二阶收敛性

本文研究由双障碍问题导出的一类B可微函数的性质，并在一定条件下证明了求解相应的B可微方程阻尼牛顿法的全局收效性和二阶收效性．数值例子表明这一算法是有效的．     

B-Spline with Symplectic Algorithm Method for Solution of Time-Dependent Schrodinger Equations

A B-spline with the symplectic algorithm method for the solution of time-dependent Schrodinger equations （TDSEs） is introduced. The spatial part of the wavefunction is expanded by B-spline and the time evolution is given in a symplectic scheme. This method allows us to obtain a highly accurate and stable solution of TDSEs. The effectiveness and efficiency of this method is demonstrated by the high-order harmonic spectra of one-dimensional atoms in comparison with other references.     

De Sitter空间中具有常均曲率的类空超曲面（Ⅱ）

设Ｍ＾ｎ是Ｄｅ Ｓｉｔｔｅｒ空间Ｓ１＾ｎ＋１中具有常数平均曲率且第二基本形式长度的平方为常数的完备类空超曲面，若Ｓ≤２（ｎ－１）＾１／２，则Ｍ＾ｎ是等参超曲面。