bingham fluid造句

• According to the model of newton fluid and bingham fluid , analyze and research performances of electrorheologic damper
  根据牛顿流体模型和宾汉流体模型，对电流变液阻尼器进行了理论分析研究。
• For the specific yield surface problem of bingham fluid , the yield characteristics of bingham and er fluid flow in journal bearings with infinite length are analyzed
  针对宾汉流体所特有的屈服面问题，分析了无限宽径向滑动轴承中宾汉流体和电流变流体的屈服特性。
• Based on the reynolds " lubrication approximation , the small parameter method is introduced to approximately analyze velocity field and stress distribution between the two parallel disks with an interstitial second - order fluid . 3 . squeeze flow between two parallel plates of a bingham fluid with partial wall slip is considered
  以reynolds润滑理论为基础，采用小参数法研究了存在滑移时两刚性圆盘间二阶流体的挤压流动，导出了流体的速度场和压力分布，进而求出圆盘间挤压力的解析表达式。
• Semi - active control is fit for suppressing the vibration of vehicle suspension system . electrorheologic fluids can transfer between newton fluid and bingham fluid with the control of applied electric field . electrorheologic damper , which can offer controllable damping force , can be used in semi - active control of vehicle suspension s ystem
  电流变液( electrorheologicfluids )在外加电场的作用下可以实现牛顿( newton )流体和宾汉( bingham )流体之间的转变，利用电流变液制造的阻尼器能够提供可控阻尼力，可以利用电流变液阻尼器实现对车辆悬架系统的半主动控制减振。
• Electro - rheological fluids ( erf ) are smart materials , which are consist of unconductive matrix fluids and micro dielectric solids that disperse in it uniformly under zero electric field , er fluids are usually newtonian fluids , and change into bingham fluids in the presence of a strong external electric fluids
  在零电场下，电流变液表现为牛顿流体，在外加电场作用下，是一种宾汉流体，由于其具有在液体和固体之间进行快速可逆转变的特点，因此在机电一体化控制、汽车、通用机械等领域有着广泛应用前景。
• Its contents include results on the finite element method for the dynamics equations , the lumped mass finite element methods and error estimations for solving the parabolic problem , fourth order nonstationary elliptic equation , the nonstationary stokes problem and bingham fluid problem , the finite element methods and error estimations for solving linear and nonlinear the hyperbolic equations
  内容包括关于求解工程力学方程有限元方法的最新结果。解抛物问题、非稳态四阶椭圆方程、 stokes问题以及管道bingham流的质量集中有限元方法及其误差估计，解线性与非线性双曲型方程的有限元方法及其误差估计。