在物体受热的地方，粒子运动得较快。
The particles move faster in the place where the body is being heated.
现在我们需要添加一些力场来使粒子运动！
再者，支配粒子运动的一切自然规律也都是未知的。
Further, all the laws of nature that govern the particle motion are not known.
通过数值模拟研究功率超声对粒子运动轨迹的影响。
The power ultrasonic influence of the particles movement track was studied.
近代的粒子运动理论是意大利科学家伽利略创始的。
The modern theory of particle motion was initiated by the Italian scientist Galileo.
粒子运动方程中考虑了空间电荷效应和束流负载效应。
The space charge effect and the beam loading effect are considered in the equation of beam dynamics.
从粒子运动的事实出发，建立了动态导热系数的计算公式。
The dynamic thermal conductivity is derived from the motion of the nanoparticles.
当他用数学解决系统，他发现他的粒子运动狂野和明显地随机。
When he solved the system numerically, he found that his particle moved wildly and apparently randomly.
毕竟这一推荐的测试基于一种推测粒子运动速度超过光速时应有何种表现的理论。
After all, the proposed test relies on a theory of how particles ought to behave if travelling faster than light.
广义相对论，描述引力与时空的关系；量子力学，研究微观粒子运动规律。
General relativity deals with gravity and time and space; quantum mechanics with the microscopic workings of matter.
利用正弦平方势，把粒子运动方程化为具有运动阻尼和周期调制的摆方程。
The equation of motion of particles has been reduced to the pendulum equation with a damping term and a forced term by using the sine_squared potential.
轻轻粒子运动的影响，因此第一次就有可能影响生理营养高的解决方案粒子。
Particle movement is gently influenced, so that for the first time it becomes possible to influence particles in highly physiological nutritive solutions.
在中心势场中粒子运动轨道方程的基础上，进一步讨论粒子轨道的闭合性、稳定性。
Based on the orbit equation of particle motion in central force field, the stable property and close property of orbit were discussed.
在液体中粒子运动可能既不完全横向的，也不完全是纵向的，而是两种运动形式的组合。
In a liquid the motion of the particles may be neither purely transverse nor purely longitudinal but a combination of the two.
后现代主义的人文知识是建立在粒子运动和时空力学的基础上(时间与空间的形而上学)。
Postmodern Human knowledge is founded on (has evolved from) a Science which studied the motion of particles and their forces in Space and Time (Metaphysics of Space and Time).
用双波量子理论描述带电粒子在均匀磁场中的运动，得到对单个粒子运动状况的完全描述。
Double wave quantum theory is applied to describe the motion of charged particle in a uniform magnetic field. This description of the motion of the particle is complete.
根据液体电弧放电模型可知，电弧的稳定性和碳粒子运动的定向性对纳米结构的生成过程有重要影响。
As shown in the physical model, the stability of arc plasma and the directionality of carbon particles played important roles in the formation of carbon nano-structures.
本文通过对单个带电粒子运动产生的磁场的分析，提供一种理解位移电流与带电粒子流的一致性的直观方式。
In this paper, we discuss the connection between the charged particle current and the displacement current, by analyzing the magnetic-field cause of single charged particle move.
使用FLUENT软件，通过湍流模型和离散相模型对风机内部的二维流场和二维粒子运动轨迹进行了模拟。
Using the turbulence model and discrete phase model of FLUENT, the flow field and the track of the ash in the centrifugal blower was simulated.
为了见到你一定重新开始你的时间滑动器(构成0或1)的新粒子运动，手写体装载第一个体格的半径和位置的叁数。
To see the new particles motion you must restart your Time Slider (to frame 0 or 1), the script loads the parameter of radius and position in the first frame.
所以，让我们来看看，正确的答案是什么，事实上，答案是，因为粒子运动的快慢，与它的波长之间是一个反比例关系。
So, let's see what the correct answer is, Wakefield and it is, in fact, Wakefield, right, because there's an inverse relationship between how fast a particle is going and what its wavelength is.
结果表明：绿噪声所趋动的粒子的稳定速流与通常的红噪声的结果相反，存在一个使粒子运动方向反转的某种颜色噪声。
The results show that the direction of the current driven by the green noise is opposite to the one driven by the red noise, and there is a noise with certain color which makes the current reversal.
丽丽阿斯奎斯：如果粒子运动的很快，对应声音的音调就高，如果粒子质量重些或运动的慢些，对应声音的音调就要低些。
Lily Asquith: we may take a particle and if it's moving very, very quickly we would associate that with a higher pitched sound. A slower or heavier particle might have a lower sound.
基于牛顿运动定律，用拉格朗日法推导出了粉尘粒子在荷电水雾除尘过程中的轨迹方程，建立了单个粒子运动轨迹的数学模型。
The trajectory equation of particles was put forward with Lagrangian approach on the basis of Newton law. The mathematical model of a single particle trajectory was established.
本文对强聚焦加速器中带电粒子运动的稳定性乃至一般的N维周期性线性系统的稳定性给出用转移矩阵的特征值表示的稳定性充分必要条件。
Sufficient and necessary conditions of stability in terms of eigenvalues of the transfer matrix are given for the motion of a charged particle in a strong-focusing accelerator.
为了研究小环径比托卡马克中粒子运动不同于大环径比的特点，探讨了标准模型磁场下单粒子在小环径比托卡马克中的运动，通过对环径比量级的假设采用漂移近似得到了保留至高阶项的导心运动方程。
The motion of particles in a low aspect ratio tokamak was investigated using the drift approximation, with a standard model for the magnetic field and the assumption of the order of aspect ratio.
为了研究小环径比托卡马克中粒子运动不同于大环径比的特点，探讨了标准模型磁场下单粒子在小环径比托卡马克中的运动，通过对环径比量级的假设采用漂移近似得到了保留至高阶项的导心运动方程。
The motion of particles in a low aspect ratio tokamak was investigated using the drift approximation, with a standard model for the magnetic field and the assumption of the order of aspect ratio.
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