numerical methods in physics 中文意思是什麼

numerical methods in physics 解釋
物理學中的數值方法
  • numerical : adj 數字的;數值的;用數字表示的。 (a) numerical order 號數。 a numerical statement 統計。 the ...
  • methods : (方法):是指定給對象的函數。在函數被指定給對象之後,該函數就可以被稱為是該對象的方法。
  • in : adv 1 朝里,向內,在內。 A coat with a furry side in有皮裡子的外衣。 Come in please 請進來。 The ...
  • physics : n. 〈通常用作單數〉 1. 物理學。2. 物理過程;物理現象;物理性質;物理成分。
  1. Chapter six introduces half - model test study of different parameters with ao effects utilizing the shack - hartman technology. chapter seven investigates the simulation technology for ao, mainly in 2 - d flow - field. this paper has a wide scope, ranging from theoretical foundation of ao to its engineering physics methods, from low temperature to high temperature that influence the index - of - refraction, from 2 - d to 3 - d ( density field ), from high speed to hyper - speed ( interceptor ' s speed ), from model test to numerical simulation ( optical phase measurement )

    並進行了實驗驗證;第四章主要探討二維流場折射率的全息測量技術;第五章介紹了導引頭三維流場干涉測量的試驗方法和數據重構;第六章利用哈特曼傳感器技術對氣動光學效應各種參數進行了半模試驗測試研究;第七章是氣動光學的模擬技術,主要研究二維流場數值模擬技術。
  2. Hamiltonian systems arise widely in the fields of physics, mechanics, engineering, pure and applied mathematics, etc. it is generally accepted that all real physical processes with negligible dissipation could be expressed, in some way, by hamiltonian formalism, so that the research work for corresponding numerical methods is of important interest

    Hamilton系統廣泛地出現於物理、力學、工程、純數學與應用數學等領域。通常可以認為,一切耗散效應可忽略的真實物理過程,都能夠以某一方式表達成哈氏方程的形式。從而,對其數值方法的研究無疑具有重要意義。
  3. It has raised more attentions in engineer fields, specially in signal analysis, images handles, pattern recognition, phonetic recognition, quantum physics, earthquake reconnaissance, fluid mechanics, electromagnetic field, ct imagery, diagnosis and monitoring of machinery defect, fractal, numerical evaluation et al. it is considered as important breakthrough in methods and tools

    它在科學技術界引起了越來越多的關注和重視,在工程應用領域,特別是在信號處理、圖像處理、模式識別、語音識別、量子物理、地震勘測、流體力學、電磁場、 ct成像、機械故障診斷與監控、分形、數值計算等領域,它被認為是近年來在工具及方法上的重大突破。
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