雅基諾 的英文怎麼說
中文拼音 [yǎjīnuò]
雅基諾
英文
jacquinod
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雅 :
雅同「鴉」
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諾 :
Ⅰ動詞(答應; 允許) promise Ⅱ感嘆詞(答應的聲音) yesⅢ名詞(姓氏) a surname
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We describe the meaning of chaos > future idea of chaotic theory and influence on forecast ; introduce the character of chaotic time series, and point out the problem and shortage of the methods already existed computing character value which are fractal dimension and the largest lyapunov exponent and improve on it ; present the forecast principle of forecast method based on chaotic attractor, and point out the shortage of local field forecast method based on chaotic attractor and bring forward improved on methodo at the same time, we put forward a banausic algorithm and compare two models using practical example
論述了混飩的含義與混淪理論的未來觀及其對預測的影響;介紹了。混飩時間序列的特徵,指出了己有的計算分形維及最大李
雅譜
諾夫指數這兩個特徵量的方法存在的問題與不足,並對此進行了改進;給出了
基於混飩吸引子的預測方法的預測原理,指出了常用的
基於混燉吸引子預測的局域法的不足並給出了改進方法,同時,給出了其實用演算法,並用實例進行了比較。
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Stephen, in reply to a politely put query, said he didn t but launched out into praises of shakespeare s songs, at least of in or about that period, the lutenist dowland who lived in fetter lane near gerard the herbalist, who anno ludendo hausi, doulandus, an instrument he was contemplating purchasing from mr arnold dolmetsch, whom bloom did not quite recall, though the name certainly sounded familiar, for sixtyfive guineas and farnaby and son with their dux and comes conceits and byrd william, who played the virginals, he said, in the queen s chapel or anywhere else he found them and one tomkins who made toys or airs and john bull
對于這非常文
雅的提問,斯蒂芬回答說「他並沒有」 285 ,卻開始贊美起莎士比亞的至少也是那個時代及其先後時期的歌謠來了。又談起住在費特小巷離植物學家傑勒德不遠的古琵琶演奏家道蘭德我成年彈奏,道蘭德286 。他怎樣打算從阿
諾德多爾梅什那兒買一把古琵琶287 ,價錢是六十五
基尼。
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Most people are familiar with the names plato, machiavelli, spinoza, and simone de beauvoir, but remain unsure of their significance
大多數人都熟悉的名字,柏拉圖,馬
基雅維里,斯賓
諾莎,波娃,但仍不能確定其意義。
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The east of lake baycal, including the far eastern region, is a complex series of uplands, including the yablonovy, stanovy, dzhugdzhur, verkhoyansk, chersky and koryak mountain ranges
貝加爾湖以東地區,包括遠東地區,均為山地,有
雅布洛
諾夫、斯塔
諾夫、朱格朱爾、上揚斯克、切爾斯
基和科里
雅克等山脈。
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According to based on lyapunov ' s mathematical definition of probabilistic stability, the cwr probabilistic stability criterion is proposed on the basis of the first - passage probabilities of stochastic processes
基於李
雅普
諾夫意義的概率穩定性概念,結合隨機過程跨越理論,提出了無縫線路概率穩定性判斷準則。
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Then r / s analysis, phase space reconstruction of the system, chaos analysis and fractals analysis are done through matlab program, based on original data of hushen stock markets compositive index from year 1991 to year 2002. and the author draws a conclusion based on original data that china ' s stock market obeys low - dimension fractals and ebb - chaos in terms of the experimentation result : hurst exponents are between 0 and 1, memory cycles are obvious, lyapunov exponents are more than zero and chaotic attractors correlative dimensions are between 2 and 3 in hushen stock markets in this thesis the concept information noises is put forward. stock market information about policy and company of the last ten years is packed up and classified for regulators make decisions in terms of power the factor influences the stock market index
之後文章以中國股市1991年至2002年上海和深圳綜合指數每日收盤價原始數據為研究對象,在matlab程序實驗條件下,進行了兩地股市系統的r / s分析、系統相空間重構、混沌分析、分形分析;獲取了兩地股市系統的赫斯特指數(滬深股市赫斯特指數均大於0 . 5而小於1 ) 、非周期記憶循環周期(滬深股市都有明顯的記憶循環周期) 、最大李
雅普
諾夫指數(兩市都大於0 )和吸引子的關聯維數(兩市都在2到3維之間) ;從而得出中國股市系統是低維分形的、弱混沌的(
基於原始數據)結論。
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The nobel prize in chemistry : jaroslav heyrovsky
諾貝爾化學獎-
雅羅斯拉夫海洛夫斯
基
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According to the computing result, einstein formula was coincidental with the field data, but not so well for meyer - peter formula, bagnold formula, engelund formula and yalin formula
計算結果表明,愛因斯坦公式與實測值
基本一致,而用梅葉-彼德公式、拜格
諾公式、恩格隆公式和
雅林公式計算的結果則有很大的差異。
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She knew it would be the foremost. in kudrino and from nikitsky street, from pryesny, and from podnovinsky several trains of vehicles, similar to the rostovs, came driving out, and by the time they reached sadovoy street the carriages and carts were two deep all along the road
在庫德林
諾,從尼
基茨卡
雅普雷斯尼亞和波德
諾文斯克等街道開出的與羅斯托夫家的車隊同樣的車隊,匯合了,走到花園大街時,只好兩隊並排前進。
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After introduction to the principle, the realizing methods and applications of chaos anti - control, the state of art of chaos anti - control methods both at home and abroad are aimed and summarized : including chaos anti - control based on lyapunov exponents allocation, chaos anti - control based on added linear or nonlinear state feedback, chaos anti - control based on the alteration of the dynamics of the available chaos attractors, chaos anti - control based on the time delayed system parameter perturbation or time delayed state feedback, chaos anti - control based on the precise tracking of the reference chaos system
摘要在介紹混沌化控制的原理、方法、應用的
基礎上,對如下混沌化控制方法的國內外現狀進行綜述:
基於李
雅普
諾夫指數配置的混沌化控制、對受控系統施加線性或非線性狀態反饋輸入的混沌化控制、通過對已有混沌吸引子進行變異來實現混沌化控制、通過施加時滯參數攝動或時滯狀態反饋來實現混沌化控制、通過受控系統狀態對已知混沌參考系統狀態的精確跟蹤來實現混沌化控制。
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According to a real ac vf asynchronous dynomometer system, first step, the paper deducts the mathematic model of the system, and analyzes the system stability on the basis of the ? irst method ? of lyapunov stability, then draws the eigenvalues of the system under the situation of the variation of different parameters, and results in finding the changing regularity of the system stability caused by varitation of variant system parameter ; secondly, sets up a system simulation model in terms of a real power feedback ac vf asynchronous dynomometer system, and emulates different running states of the system, not only analyzes methods of adjusting parameters to improve the working performance in the field of weak flux of the system, but also proves the effectiveness of the methods via simulation ; at last, compares the simulation results of the model with the experiment results of the real system, and show the nearly correctness of simulation system, and also confirms the practical usage of the simulation system as an effectively assistant tool in the process of developing and design a real dynomometer system
首先根據實際系統工作原理推導出系統的數學模型,在系統數學模型的
基礎上依據李
雅普
諾夫穩定性判別第一法進行了系統穩定性分析,繪制了系統不同參數變化時的系統特徵值變化圖,從而得到系統部分參數變化對系統穩定性的影響規律,為實際系統的參數設計提供了參考;然後又以系統數學模型為
基礎,依據實際的電封閉交流變頻異步測功機系統建立系統模擬模型,模擬不同工況下系統運行情況,分析了改善弱磁區系統性能的某些系統參數調節方法,通過模擬證明了此類方法的有效性;最後將系統模型與實際系統的實驗結果進行了比較,驗證了模擬系統模型的
基本正確性,也肯定了這一模擬系統在實際測功機系統設計中作為輔助工具的實用性。
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In this paper, the auv is the object of the research. in order to overcome the negative effects of the non - linear part of kinematic model, sea current and wave during motion control, a new type of neural network : fuzzy cerebellar model arithmetic controller ( fcmac ), together with an on - line learning scheme based on the lyapunov stability theory, has been adopted in designing the new motion control system. the simulation results have been compared with those generated by a classic pid controller
本文以auv為對象,針對其運動控制中模型非線性部分對控制性能影響較大及有海流、海浪等外界干擾等特點,採用一種新型神經網路:模糊小腦模型關節控制器( fuzzycerebellarmodelarithmeticcontroller )並結合
基於李
雅普
諾夫原理而推導出的學習演算法設計auv的運動控制系統,並與傳統pid控制器進行了模擬比較。
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Since sontag - type control based on control lyapunov function is an important control law in robust stabilization of affine systems, we point out that is a kind of variable structural control in essence. due to this recognition and the fact that control lyapunov functions are difficult to be constructed, we propose the concept of weak control lyapunov function and then prove the stabilizing property and the robustness of sontag - type control. using the way of proposing the control lyapunov function and the special structure of sontag - type control, we investigate the dissipassivation control of a kind of perturbed nonlinear systems
基於控制李
雅普
諾夫函數的sontag - type控制,是仿射系統魯棒鎮定研究中一種非常重要的控制律,通過研究我們發現,該控制律實質上是一種變結構控制;
基於這一認識,也考慮到控制李
雅普
諾夫函數難于構造,我們抽象出弱控制李
雅普
諾夫函數概念,並證明了
基於弱控制李
雅普
諾夫函數的sontag - type控制的鎮定作用和優化特性;借鑒控制李
雅普
諾夫函數的抽象方式以及sontag - type控制的特殊結構,探討了一類受擾系統的耗散化控制;探討了齊性度理論與控制李
雅普
諾夫函數相結合的鎮定設計問題。
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Basing on the coulomb friction model, a model reference adaptive control system is designed first according to lyarpnov stable theory. considering the real situation at low speed region, the stribeck model controller is put into use also. the both regulators are studied through simulation
針對非線性摩擦對系統低速性能的影響,根據自適應控制理論,採用李
雅普
諾夫穩定理論,首先設計了
基於庫侖摩擦的模型參考模型自適應控制系統,考慮到轉臺伺服系統低速時工作在stribeck區的真實情況,理論上綜合出利用非線性stribeck摩擦模型的自適應控制器,並進行了模擬研究。
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Manoj has received training and guidance from prestigious yoga institutions in india. he graduated from swami rama institute of meditation and interfaith studies, rishikesh
馬
諾基教練曾在印度多家著名的瑜伽學院接受培訓。他畢業于位於瑜伽聖地瑞詩凱詩的喜馬拉
雅國際瑜伽科學和哲學學院。
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1988 - 1992 enrolled at krasnoyarsk state art institute. among his teachers were a member of the russian academy of fine arts l. golovnitsky, prof
1988 - 92進入克
雅斯
諾亞斯克藝術學院就讀,他指導老師包括一名俄羅斯美術學院院士哥羅尼茲
基教授
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System stability is realized. the control strategy is extended hybrid chaotic system and a designing controller method of hybrid chaotic system is deduced. from lyapunov stability theory of nonlinear system, got convergent region of system
在此
基礎上,將該控制策略推廣到混雜混飩控制系統中,並進一步推導了混雜混燉系統控制器的設計方法,根據非線性系統李
雅普
諾夫穩定性理論,得出了系統的收斂區域。
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Manoj has come to china with a mission and that is to spread the pure teachings of the himalayan yogis and masters
馬諾基來中國的使命是傳播純正的喜馬拉雅傳統瑜伽。