The resonance modes and related eigenfrequencies in the backscattering spectra are discerned based on the Flax s theory.
根据Flax的共振散射理论 ,对背向散射谱中的共振模式进行了识别 。
“RESONANCE-SUPERPOSED MODEL”FOR THE ORIGIN OF GLACIAL STAGES--WITH REFERENCE TO THE CONTRIBUTING FACTORS OF THE GLACIAL STAGES IN THE LATE PROTEROZOIC
冰期成因的迭加-共振模式与晚元古代冰期的成因
Identification of Rhizoma chuanxiong based on ~1HNMR-PRA
川芎的氢核磁共振-模式识别法研究
Empirical Mode Decomposition Based on Cascaded Bistable Stochastic Resonance Denoising
级联双稳随机共振降噪下的经验模式分解
The Resonance of Formal and Substantial Reasoning--The Construction of the Scientific Mode of Legal Deduction;
形式论证与实质论证的共振——法律推理模式的科学构建
differential nuclear magnetic resonance magnetometer
差动式核磁共振磁强计
A COMBINED MODEL FOR THE RESONANCE-COUPLING OF NORMAL PRESSURE AND SHEARING FORCE AND THE DISSIPATION BY EDDY VISCOSITY
论风生波的正向力、切向力的共振、偶合及涡动耗散综合模式
Pattern Recognition Application to C-13 NMR Spectra of Organic Compounds
模式识别在有机化合物碳—13核磁共振波谱中的应用
Research on Pattern Analysis Method of FMRI and OI Dataset;
脑功能磁共振和光学成像数据模式分析方法研究
The Proton Nuclear Magnetic Resonance-Pattern Recognition Research of Shengmai Capsules and the Study of Chemical Constituents from Ardisia Mamillata HANCE;
生脉胶囊氢核磁共振—模式识别研究和虎舌化学成分的研究
The Mechanism Study of Active Cortical Areas by Three Hand Motor Tasks in Normal Subjects with fMRI;
正常人三种模式手指运动时脑激活区域的功能核磁共振研究
Instructing Reading-Discussion,Comment-Training──Create a Two-way communication Method in the Teaching and Learning of "Contemporary Literature;
导读—讨论、点评—训练——创“当代文学”教与学双向共振教学模式
A practical higher mode generalized force spectrum model for lattice towers and improvement of expression for the resonant component
格构塔架的实用高阶广义荷载谱模型与共振分量表达式改进
Research on Vibration Model and Vibration Isolation Effect of the Locally Resonant Sonic Crystal;
局域共振声子晶体的振动模型与隔振效果研究
ultrasonic mode changer
超声波振动模式变换器
longitudinal length extension vibration mode
纵向长度伸缩振动模式
cause to vibrate in a definite pattern.
使以一定的模式振动。
Analysis of a Dual-mass Flywheel Damper Model on Torsional Oscillation
双质量飞轮式扭振减振器扭振模型分析
Matrix methods and coupled mode theory are applied to resonator structures such as distributed feedback lasers, tunable lasers and microring devices.
矩阵方法与偶合模式理论被提供来做共振腔结构，如分散式回授雷射、可调雷射及微环型元件。