linear oscillations中文是什么意思

發(fā)音:

中文翻譯
造句

線性振蕩

linear adj. 1.線的，直線的。 2.長度的。 3.【數(shù)學(xué)】 ...
oscillation n. 1.【物理學(xué)】振蕩，擺動，振動；振幅。 2.動搖， ...
non linear oscillations 非線性振蕩
oscillations 振蕩
acoustic oscillations 聲振動
acyclic oscillations 非周期性振蕩
aeroelastic oscillations 氣動彈性振動
aircraft oscillations 飛機(jī)振動
angular oscillations 角振蕩
atmospheric oscillations 大氣振蕩
betatron oscillations 電子感應(yīng)加速豈蕩
calcium oscillations 鈣震蕩
cavity oscillations 空穴振蕩
characteristic oscillations 特征振動
coherent oscillations 相干振蕩
constrained oscillations 強(qiáng)迫振蕩
continuous oscillations 連續(xù)振蕩
convergent oscillations 減幅振動; 衰減振蕩
cosine oscillations 余弦振蕩
coupled oscillations 耦合振蕩; 耦合振動
damped oscillations 阻尼振蕩
directional oscillations 方向擺動
drive oscillations 主控振蕩
driven oscillations 受激振蕩
dying oscillations 阻尼振蕩

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例句與用法

Numerical methods for determining the periodic solution of non - linear oscillation systems
具有系統(tǒng)參數(shù)的非線性動力系統(tǒng)周期解方法
In this paper , a linear oscillation motor is introduced , for the shortage of to - and - fro equipment . the mathematic model of this type of motor is established . to finding out its distributing of magnetic field , the program of finite analysis method is worked out
本文針對傳統(tǒng)往復(fù)運動設(shè)備的缺點，提出了一種能量型永磁直線振蕩電機(jī)，建立了直線振蕩電機(jī)的數(shù)學(xué)模型;利用有限元分析方法，編制了直線振蕩電機(jī)磁場有限元分析程序;分析了直線振蕩電機(jī)在各種勵磁狀態(tài)下的磁場分布;驗證了所設(shè)計模型的合理性。
Coordinate transformation , matrix , vectors , newton ' s law , conservation theorems , simple harmonic oscillator , non - linear oscillations , gravitation , euler ' s equation when auxiliany condition are imposed , the delta notation , lagrangian and hamilitonian dynamics , central - force motion , dynamics of a system o f particles , motion of noninertial reference frame , dynamics of rigid body , coupled oscillations , orthogonality of the eigenvectors , continuous system
座標(biāo)變換、矩陣、向量、牛頓定律、守恒定律、簡諧振動、非線性振動、引力、尤拉式方程式及附加條件、符號、拉格蘭及漢米爾頓力學(xué)、中心運動、多粒子系統(tǒng)動力學(xué)、非慣性參考座標(biāo)運動、剛體動力學(xué)、耦會振動、本微向量正交性、連續(xù)系統(tǒng)。
A state space model for parts of non - linear oscillation systems is put forward , and the concealed analytical solution for the systems is deduced . a numerical calculation method is presented and the calculation precision is improved greatly through using iterative method . finally the presented numerical method is extended to solve differential equations with complex stiffness matrix
導(dǎo)出了一類非線性振動系統(tǒng)的狀態(tài)空間模型，在此模型中給出了非線性振動系統(tǒng)的隱式解析解，提出了相應(yīng)的數(shù)值計算方法，并利用迭代法有效地提高了計算精度，最后將該數(shù)值方法推廣應(yīng)用到復(fù)剛度振動方程的數(shù)值求解計算中。

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