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- RC結構的非線(xiàn)性性態(tài)nonlinear performance of RC structure
- 壩內埋管結構的受力性態(tài)與破壞特征研究Research on mechanical and failure features of embedded pipe in dam
- 考慮損傷效應的粘彈性/壓電智能層合結構的非線(xiàn)性靜動(dòng)力學(xué)研究Research on Nonlinear Statics and Dynamics for Viscoelastic/Piezoelectric Laminated Structures Including Damage Effect
- RC結構RC structure
- 現有RC結構existing RC structure
- 具有分段常數變元的非線(xiàn)性微分方程的振動(dòng)性和非振動(dòng)性On the oscillation and nonoscillation of nonlinear differential equations with piecewise constant arguments
- 國內外關(guān)于鋼絲網(wǎng)水泥砂漿用于RC結構加固的研究Research on strengthening methods of RC structure with ferrocement laminates at home and abroad
- 恢復率正比于總人數的多傳染階段的艾滋病模型及其性態(tài)Aids Model and its Property of Multi-Infection Phase with Recovery Ratio Which is in Direct Proportion to Total Number of People
- 利用置于光腔中的非線(xiàn)性耦合器制備壓縮和連續變量糾纏光Generation of Two-Mode Squeezing and Continuous Variable Entanglement in a Nonlinear Coupler Inside a Optical Cavity
- 從模態(tài)參數變化研究楔形環(huán)連接結構的非線(xiàn)性A Research on the Nonlinear Character of the Ringed-Wedge Connection Structure by the Change of the Modal Parameters
- 火箭發(fā)動(dòng)機液氫渦輪泵轉子-密封系統的非線(xiàn)性動(dòng)力穩定性Nonlinear Dynamic Stability of Liquid Hydrogen Turbopump Rotor-S eal System in Rocket Engine
- 結構的比較性structural comparability
- 胞映射技術(shù)研究非線(xiàn)性化學(xué)系統的性態(tài)Applications of Cell Mapping Algorithm to Nonlinear Chemical Dynamics System
- 水晶一種具有晶體結構的礦石，尤指石英的一種透明形態(tài)，通常其晶面在同一平面上A mineral, especially a transparent form of quartz, having a crystalline structure, often characterized by external planar faces.
- 氣浮結構的靜浮態(tài)分析Floating State Analysis of Air Float Structures
- 一類(lèi)三階非線(xiàn)性滯后微分系統的振動(dòng)性態(tài)Oscillatory Behavior of A Class of Nonlinear Functional Differential Systems of Third Order
- 阿爾德，庫爾特1902－1958德國化學(xué)家，因其有關(guān)有機物結構的發(fā)現而獲1950年的諾貝爾獎German chemist. He shared a1950 Nobel Prize for discoveries concerning the structure of organic matter.
- 結構的耐久性durability of structures
- 一類(lèi)非線(xiàn)性系統周期解的存在唯一性及其漸近性態(tài)Existence, Uniqueness and Asymptotic Behavior of Periodic Solutions for a Class of Nonlinear Systems
- 評價(jià)秘書(shū)處行政、財政和人事部門(mén)目前結構的政府專(zhuān)家委員會(huì )Committee of Governmental Experts to Evaluate the Present Structure of the Secretariat in the Administrative, Finance and Persennel Areas
