曲线坐标系的英文

• curvilinear co ordinate system

• "曲线"英文翻译    curve; curved line
• "正交曲线坐标系" 英文翻译 :    orthogonal curvilinear coordinate system
• "曲线坐标" 英文翻译 :    curvilineal coordinates; curvilinear coordinates
• "双曲线坐标" 英文翻译 :    hyperbolic coordinates
• "地平线坐标系" 英文翻译 :    horizontal coordinate system
• "平面曲线坐标" 英文翻译 :    planar curvilinear coordinates
• "贴体曲线坐标" 英文翻译 :    body- fitted curvilinear coordi-nates; body-fitted curvilinear coordinates
• "正交曲线坐标" 英文翻译 :    curvilinear orthogonal coordinates; orthogonal curvilinear coordinates
• "直角曲线坐标" 英文翻译 :    rectangular curvilinear coordinate
• "曲线坐标记录仪" 英文翻译 :    curvilinear ordinates recording instrument
• "直角双曲线坐标" 英文翻译 :    rectangular hyperbolic coordinates
• "线坐标" 英文翻译 :    line coordinates
• "轴轴线中心线坐标轴坐标系" 英文翻译 :    axially axis
• "船线坐标" 英文翻译 :    offsets
• "船线坐标表" 英文翻译 :    offsets table (or sheets)
• "垂线坐标仪" 英文翻译 :    plumb coordinate meter
• "短程线坐标" 英文翻译 :    geodesic coordinate
• "法三线坐标" 英文翻译 :    normal trilinear coordinates
• "肋骨线坐标" 英文翻译 :    frame offset
• "抛物线坐标" 英文翻译 :    parabolic coordinates; paraboloidal coordinate
• "切线坐标" 英文翻译 :    tangential coordinates
• "三线坐标" 英文翻译 :    trilinear coordinates; trillnear coordinates
• "双纽线坐标" 英文翻译 :    lemniscate coordinates
• "型线坐标" 英文翻译 :    profile coordinate
• "直线坐标" 英文翻译 :    rectilinear coordinates

• They form a three-parametric, orthogonal net and may be chosen as coordinate lines of a special, curvilinear coordinate system .
  它们形成三参数正交网，可以把它们选作特殊曲线坐标系的坐标线。
• Modification of horizontal 2d shallow water model in curvilinear coordinates with its applications
  曲线坐标系下平面二维浅水模型的修正与应用
• Numerical simulation of two - phase turbulent combusti on flow in an afterburner under generalized nonorthogonal curvilinear coordinate systems
  非正交曲线坐标系数值模拟加力燃烧室湍流两相流燃烧
• Using matrix as a powerful mathematical tool , we present the description of a particle ' s motion in general curvilinear coordinate system
  摘要利用矩阵这一强有力的数学工具，给出了一般曲线坐标系下质点运动的描述。
• The model system is in the generalized curvilinear coordinates , using high precision self - adaptive grids to fit the complicated topographies and coastal shapes
  模型系统采用广义曲线坐标系下的形式，使用高精度的自适应网格拟合复杂岸界。
• The contravariant velocity fluxes are used as the dependent variables in the paper . the discretization equations were sieved using the simple , simplec and simpler algorithms
  选取曲线坐标系下逆变速度通量分量为独立变量，由水位校正法求解水位流速耦合问题。
• Based on poission equation conversion , generated methods of curvilinear grids are presented . 4 . 2 - d flow and sediment transport model with non - staggered curvilinear grids is presented
  ( 3 )以poission方程变换为基础，建立拟合曲线坐标系下非正交和正交曲线网格生成方法。
• The eigenvalues ofjacobian matrix are derived and the stability condition is also presented . according to the bernoulli equation , similar to compressible calculations , pressure damping is introduced to accelerate convergence
  推导了euler方程通量矢量的jacobian矩阵在直角坐标系和曲线坐标系下的特征值，并由此导出相应的稳定性条件。
• Firstly , under the curvilinear coordinates , mathematical model for wave propagation in water of slowly topography is presented . the model is suitable to arbitrary boundary shapes and overcomes the limitation of other models with algorithm transformation
  首先，基于曲线坐标系，建立了缓变水深水域波浪传播的数值模拟模型，模型适宜于任意变化的边界形状，克服了各种代数坐标变换的局限性。
• Go a step further , beginning with the relation of the general curvilinear coordinate system and its corresponding reciprocal base , we derived the description of the particle ' s motion in the reciprocal base , and the covariant components of the particle ' s motion were obtained as well
  进一步地，从一般曲线坐标系与其对应倒基的关系出发，导出了一般曲线坐标系对应倒基下对质点运动的描述，并进而给出了质点运动对应的协变分量。