<ruby id="8tcmp"></ruby>

• <rt id="8tcmp"></rt>

<optgroup id="8tcmp"><i id="8tcmp"></i></optgroup>
<strong id="8tcmp"><dl id="8tcmp"></dl></strong><rt id="8tcmp"><big id="8tcmp"></big></rt>
1. <meter id="8tcmp"><p id="8tcmp"></p></meter>
1.
 ȫīI ߕ Wgx g Wgڅ
ԃ
Ҋ
 W ķgY: ԃÕr0.091
 vʷԃ

 energy
 Study on the Propagation Properties of Chirped Pulse with High Power and Energy ߹}_ݔо ̾Դ Theoretical Study on the Infrared Absorption Spectrum and Cu-O Bond VibrationEnergy of CuO_2 Plane of Bi-System High Temperature Superconductor BiϵߜسwtVCu-OIӡCuO_2Փо ̾Դ INITIAL ENERGY DISTRIBUTION AND ANGULAR DISTRIBUTION OF PHOTOELECTRONS ӵĳֲcǶȷֲ ̾Դ THE INFLUENCE OF POLARIZATION EFFECT ON ENERGY LOSS OF ELECTRONS PASSING THROUGH DIELECTRICS ӽ^|ڽ|OӰpʧо ̾Դ Measurement of laser power and energy ⹦ʺy ̾Դ
 power
 Study on the Propagation Properties of Chirped Pulse with High Power and Energy ߹}_ݔо ̾Դ Measurement of laser power and energy ⹦ʺy ̾Դ NBS Laser Power and Energy Measurement Present Situation Ҙ˜ʾּ⹦ʺyF ̾Դ STUDY ON CHARACTERISTICS OF PHOTOACUSTIC LASER POWER/ENERGY DETECTOS ⹦̽yԵо ̾Դ Experimental research of an absorber for UV high power laser energy measurement Ⲩθ߹ʼyùČо ̾Դ
 the energy
 THE MEASUREMENT OF ELECTRON TEMPERATURE OF PLASMA BY LASER SCATTERING AND THE ENERGY LOSS OF -PINCH PLASMA üɢ䷨yxwӜضȺͦ-տsxwpʧо ̾Դ ON THE PROBLEM OF THE ENERGY OF GRAVITATIONAL FIELD P} ̾Դ THE ENERGY SPECTRA RESULTING FROM SLOWING DOWN OF ELECTRONS WITH ENERGY FROM 15 keV TO 1 MeV IN MEDIA 15keV1MeV|еV ̾Դ On the energy exchange between relativistic electrons in periodic magnetic field and light radiation ڴňеՓcݗQ ̾Դ A MEASUREMENT OF THE ENERGY OF NEUTRONS FROM THE T(d, n)~4 He REACTION USING A SILICON DETECTOR ù댧w̽yyT(d,n)~4Heaӵ ̾Դ
 energies
 Experimental Research on the Dependence of (235)U Fission Yields on Incident Neutron Energies 235U׃a~S׃Čо ̾Դ -N,-N AND -N INTERACTIONS WITH ENERGIES OF INCIDENT PARTICLES NOT GREATER THAN 10 BEV 10BevµĦ-N,p-N͡-N໥ ̾Դ A SEMI-CLASSICAL ANALYSIS ON THE REACTION ~(12)C+~(209)Bi AT BOMBARDING ENERGIES SLIGHTLY ABOVE THE COULOMB BARRIER Ըڎλ~(12)C+~(209)Biİ뽛 ̾Դ A COMPLEMENTARY ANALYSIS OF THE EXPERIMENTAL DATA FOR REACTION ~(12)C+~(209)Bi AT THE INCIDENT ENERGIES SLIGHTLY ABOVE THE COULOMB BARRIER Ըڎλ~(12)C+~(209)Bi򞔵a ̾Դ VARIATION IN L, M, N INNER-SHELL ELECTRON BINDING ENERGIES OF RARE-EARTH ELEMENTS IN VALENCE TRANSITION ׃rϡԪL,M,NȚ`׃ ̾Դ

ԃg~~pZ

ԃg~ÑԶxpZ

鿴gкУpZ
˸õĎղԃ~g~ڵصӢZеČH÷҂ʂ˳ӢԭĵĴӢZ䣬
 energy
 Finite energy band-limited functions are reconstructed iteratively When, in addition, the Tolimieri-Orr condition A is satisfied, the minimum energy dual windowo L2(?) can be sampled as well, and the two sampled windows continue to be related by duality and minimality. Finite-energy high frequency signals, band-pass frequency signals, and band-stop frequency signals are characterized. We use the analytic tools such as the energy, and the Laplacians defined by Kigami On Global Finite Energy Solutions of the Camassa-Holm Equation
 power
 If is a ?2-grading of a simple Lie algebra, we explicitly describe a-module Spin0 () such that the exterior algebra of is the tensor square of this module times some power of 2. The operation adj on matrices arises from the (n - 1)st exterior power functor on modules; the analogous factorization question for matrix constructions arising from other functors is raised, as are several other questions. Let q be a power of p and let G(q) be the finite group of Fq-rational points of G. We prove a Tauberian theorem of the form $\phi * g (x)\sim p(x)w(x)$ as $x \to \infty,$ where p(x) is a bounded periodic function and w(x) is a weighted function of power growth. A new C*-algebra of strong limit power functions is proposed.
 the energy
 We use the analytic tools such as the energy, and the Laplacians defined by Kigami We consider the Camassa-Holm equation with data in the energy norm H1(R1). When the singularities are not integrable on the energy surface the results are significative since the order w.r.t. The energy method is the main method used for errors estimation in this paper. The methods rely on the energy analysis and a scale argument.
 energies
 Using the theory of almost conserved energies and the "I-method" developed by Colliander, Keel, Staffilani, Takaoka and Tao, we prove that the initial value problem for a The CoMFA analysis was performed by calculating steric and electrostatic interaction energies around a three dimensional grid. Estimates of energies and moments for solutions of Boltzmann-Poisson system The estimates of the energies (the kinetic and the potential energies) and the -th moments with æ[2,3) are obtained. As for the four transect lines, the east and the northeast scored higher in each diversity index than the others due to less human disturbance, gentler topography uplift and more intercepted materials and energies.

 c@ԃPժ
 Pԃ

 CNKIС ӢČWgвPă ֪RвPă ڔвPă ڸ֪RԪвPă ڌWgڅвPă

 CNKI |  OCNKIg֞ | ղCNKIg | V | ӢČWg
2008 CNKIЇ֪W
ICPC040431̖ WSC ³WC()008̖
йֺ־ 䰸̖110 1081725
2008Ї֪W(cnki) ЇWgڿ(P)s־
ػɫͼƬ