quadratically中文是什么意思

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中文翻譯
造句

平方地
二次地

quadratically integrable function 平方可積函數(shù)
quadratically summable family 平方可和族
quadraticity [網(wǎng)絡] 二次方
quadratical [網(wǎng)絡] 三次方程式
quadratick [網(wǎng)絡] 三角形
quadratic-free number [數(shù)] 無平方因子數(shù)
quadraticss quadratics ; [kw?'dr?tiks] ; n. ; [復數(shù)，用作單數(shù)或復數(shù)]【代數(shù)學】二次方程式論
quadratic-cost model 二次式成本模型
quadrating vt. 使成正方形；使適合 ; vi. 適合, 一致；成正方形 ; a. 正方形的, 方形的 ; n. 正方形；方骨肌
quadratic zero 二次零點
quadratite [網(wǎng)絡] 三角形
quadratic variation process 平方變差過程

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例句與用法

It is well-known that when solving a system of nonlinear equations, the damped newton method is globally and superlinearly / quadratically convergent
求解非線性方程組的阻尼newton法不僅具有快速收斂的特點，而且有全局收斂性。
We show that the hybrid method is globally and superlinearly convergent for nonzero residual problems and globally and quadratically for zero resi dual problems
因此，該雜交方法對于零殘量問題是二階收斂的，而對于非零殘量問題是超線性收斂的。
According to the restricted system equivalence of singular systems and their structural characteristics, an allowed impulsive control is provided to ensure the consistent state and make the system to be quadratically stable
同時根據(jù)廣義系統(tǒng)受限等價性質及其結構特性，構造允許的脈沖控制確保系統(tǒng)狀態(tài)是允許的。
We show that the proposed method is globally and superlinearly / quadratically convergent for solving smooth nonlinear equations . we also extend the technique to a newton method for solving a nonsmooth equation reformulation of the nonlinear complementarity problem
此外，本文將該思想與光滑化newton法相結合，得到求解非線性互補問題的一個新算法，將自然水平函數(shù)的應用推廣到更為廣闊的領域。
The design of dgwfs and the quadratically distorted diffraction gratings is introduced firstly in chapter 1 . secondly, based on the prevenient algorithms, the phase retrieval for the novel dgwcs is discussed by comparison, also more analysis is made by examples in chapter 2
第二章在總結、研究和改進前人理論方法的基礎上,總結了適合光柵型波前曲率傳感器相位恢復的三種算法,并作了詳細的理論推導、分析和舉例說明,完善了光柵波前曲率傳感器的相位恢復理論。
Secondly, the reliable hx control problem of uncertain nonlinear systems with strictly redundant control elements is studied in detail . based on hji . the reliable state feedback controller and output feedback controller are presented . by considering a class of nonlinear time-varying uncertain systems with time-delay and unknown nonlinear disturbances, the linear memoryless dynamic output feedback controller based on a state observer is designed such that, for all admissible uncerntainties as well as actuator failures occurring among a prescribed subset of actuators, the closed-loop system is quadratically stable with an ha norm bound constraint
考慮到時間延遲問題廣泛存在于實際系統(tǒng)中，因此，針對一類時滯不確定非線性系統(tǒng)，考慮系統(tǒng)的狀態(tài)是不可測或者是不完全可測的，設計了基于狀態(tài)觀測器的線性無記憶觀測狀態(tài)反饋控制器，使得故障閉環(huán)系統(tǒng)對于任何容許的不確定性和給定執(zhí)行器集合中任意執(zhí)行器失效是二次穩(wěn)定的且對于系統(tǒng)擾動h_范數(shù)有界。
The main contents of this paper are outlined as follows, 1 for time delay systems with norm-bounded uncertainties, a sufficient and necessary delay independent robust quadratically stabilizable condition, the corresponding robust stabilizing controller designing method by state feedback, a sufficient delay-dependent robust stabilizable condition and state feedback controller designing method are given in terms of linear matrix inequalities
主要研究內(nèi)容包括1、研究一類同時存在狀態(tài)和控制滯后的不確定時滯系統(tǒng)的狀態(tài)反饋魯棒鎮(zhèn)定問題。給出了一個系統(tǒng)魯棒二次可鎮(zhèn)定的充分必要條件，以及系統(tǒng)時滯依賴魯棒可鎮(zhèn)定的充分條件及相應的狀態(tài)反饋魯棒鎮(zhèn)定控制器設計方法，結果以線性矩陣不等式的形式給出。
Based on general continuous 2-d systems model and rosser model which is widely used in discrete 2-d systems, a unified interval 2-d systems model is proposed . considering this unified model, sufficient and necessary quadratically stable and stabilizable conditions are given in terms of linear matrix inequalities . quadratically stabilizing controller designing method is also proposed
根據(jù)通用的連續(xù)2-d系統(tǒng)的狀態(tài)方程模型和離散2-d系統(tǒng)研究中廣泛使用的roesser模型，提出了基于廣義微分算子的統(tǒng)一形式的區(qū)間2-d系統(tǒng)模型，在此模型基礎上，給出了用以判定統(tǒng)一形式的區(qū)間2-d系統(tǒng)是否二次穩(wěn)定和二次可鎮(zhèn)定的判定定理，以及相應的二次鎮(zhèn)定控制律的設計方法。
Based on general continuous 2-d systems model and rosser model which is widely used in discrete 2-d systems, a unified interval 2-d systems model is proposed . considering this unified model, sufficient and necessary quadratically stable and stabilizable conditions are given in terms of linear matrix inequalities . quadratically stabilizing controller designing method is also proposed
根據(jù)通用的連續(xù)2-d系統(tǒng)的狀態(tài)方程模型和離散2-d系統(tǒng)研究中廣泛使用的roesser模型，提出了基于廣義微分算子的統(tǒng)一形式的區(qū)間2-d系統(tǒng)模型，在此模型基礎上，給出了用以判定統(tǒng)一形式的區(qū)間2-d系統(tǒng)是否二次穩(wěn)定和二次可鎮(zhèn)定的判定定理，以及相應的二次鎮(zhèn)定控制律的設計方法。
For discrete interval 2-d systems, based on definitions of quadratic stability and quadratic stabilizability, sufficient and necessary quadratically stable and stabilizable conditions are given in terms of linear matrix inequalities . quadratically stabilizing controller designing method is also proposed in this paper . the illustrative examples show the results are effective and less conservative
針對離散區(qū)間2-d系統(tǒng)，給出了二次穩(wěn)定和二次可鎮(zhèn)定的定義，在此基礎上，提出了用以判定離散區(qū)間2-d系統(tǒng)是否二次穩(wěn)定和二次可鎮(zhèn)定的判定定理，以及二次鎮(zhèn)定控制律的設計方法。