磁致伸縮應力 的英文怎麼說
中文拼音 [cízhìshēnsuōyīnglì]
磁致伸縮應力
英文
magnetostrictive stress- 磁 : 名詞1. [物理學] (磁性; 能吸引鐵、鎳等的性質) magnetism 2. (瓷) porcelain; china
- 致 : Ⅰ動詞1 (給與;向對方表示禮節、情意等) deliver; send; extend 2 (集中於某個方面) devote (one s ...
- 伸 : Ⅰ動詞(展開) stretch; extend Ⅱ名詞(姓氏) a surname
- 縮 : 縮構詞成分。
- 應 : 應動詞1 (回答) answer; respond to; echo 2 (滿足要求) comply with; grant 3 (順應; 適應) suit...
- 力 : Ⅰ名1 (力量; 能力) power; strength; ability; capacity 2 [物理學] (改變物體運動狀態的作用) forc...
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According to the effective field expression which has been derived in former, the phenomenon that the tangential component of magnetic leakage field has maximum value and the normal component of magnetic leakage field acquires zero value at the stress concentration zone of positive magnetostriction ferromagnetism materials under the application of tensile stress and negative magnetostriction ferromagnetism materials under the application of compressive stress is explained theoretically through analyzing and discussing
根據所得到的地磁場中受力鐵磁性材料有效場表達式,通過分析討論,解釋了受拉力作用的正磁致伸縮鐵磁材料和受壓力作用的負磁致伸縮材料在應力集中處漏磁場切向分量出現最大值、同時法向分量為零值的現象。The experimental results showed that under certain conditions of preloaded press and bias magnetic field, a satisfied static characteristic was obtained
試驗結果表明超磁致伸縮致動器在合適的偏置磁場及預壓力作用下,能達到較佳的輸出電流-位移及電流-輸出力響應特性。Meanwhile, the characteristics of giant magnetostrictive materials, such as lengthen and shorten, magnetic - mechanical coupling, pressure stress, temperature and so on, are a little more systematically analyzed and elaborated, and corresponding curves and representations are given
同時,較為系統地對超磁致伸縮材料的伸縮、機磁耦合、動態、壓應力、溫度等特性進行了分析與闡述,給出其相應的曲線及表達式。The application of magnetodynamic resonance in magnetostrictive weak magnetic fiber optic sensor
磁力共振在磁致伸縮光纖磁場傳感器中的應用The giant magnetostrictive material is a new functional material, which has high magnetostriction, which has high response velocity, high energy density, big output force. because of the choiceness properties of the gmm, many researchers of the world countries now have taken part in studying it. also its corresponding theory and applications studies are being researched
超磁致伸縮材料是( giantmagnetostrictivematerial , gmm )一種新型的稀土功能材料,具有磁致伸縮應變大、響應速度快、能量密度高、輸出力大等顯著的特點,以其優異的性能和良好的應用前景而得到了世界各國研究者的廣泛關注,其相應的理論及應用研究正日益廣泛,相關的各種應用器件正被世界各地的研究者開發出來。A sensing magnetic field and displacement type of giant magneostrictive microdisplacement actuator with the functional of sensing driving magnetic field and microdisplacement is developed, and the design theories and approaches being applicable this type of microdisplacement actuator are pointed out : a circular diaphragm type of flexible construction that acts as integration mechanism of microdisplacement transferring and sensing of giant magnetostrictive microdisplacement actuator is adopted, sheet flexure theory of elasticity mechanics and approach of finite element are applied to design and calculate it, corresponding deflection and analytic formula and distribution curve of stress are given, and the specific achieving approaches of measuring principle and magnetic field sensing function of driving field in giant magnetostricitive rod are pointed out the magnetic field sensing function of the actuator is used to practically measure driving magnetic field of actuator and to obtain the relationship of driving magnetic field and coil current, which is also analyzed and studied
其中,採用圓形膜片式柔性結構作為超磁致伸縮微位移執行器的微位移傳遞、感知一體化機構,應用彈性力學中的薄板彎曲理論、有限元方法對其進行了設計、計算,並給出了相應的撓度和應力解析式及分佈曲線;應用電磁理論給出了超磁致伸縮棒內驅動磁場的測量原理及磁場感知功能的具體實現方法,並利用執行器的磁場感知功能對其驅動磁場進行了實際測量,得出了驅動磁場與線圈電流之間的關系,並對其進行了分析和研究;對執行器內部的電磁路和偏置磁路結構進行了設計計算與實驗研究,為了減小驅動線圈的發熱,對其形狀進行了優化設計。Theoretical calculation to determine the influence of the stress on the strain of the giant magnetostrictive thin films
應力對非晶超磁致伸縮薄膜形變影響的理論計算The total energy expression of the sample is build through analyzing its energy composition. according to the principle of the minimum energy, using the connection between stress and strain and the connection between magnetostriction and magnetism strain, an expression for the mean field parameter is derived
通過分析所研究試樣的能量組成,寫出了試樣總能量表達式;根據能量最小原理,利用應力、應變之間的關系和磁致伸縮系數、磁應變之間的關系,得到了分子場參數表達式。分享友人