Lingaku- binormal vector (to a space curve)
Generated definitions (experimental)
- binormal vector (to a space curve)
This term refers to a vector that is perpendicular to both the tangent and the normal vectors at a given point on a space curve, forming an orthonormal basis.
zài在kōng jiān空间qū xiàn曲线de的yī diǎn一点shǎng上，fù fǎ xiàng liàng副法向量yú与qiē xiàng liàng切向量hé和fǎ xiàng liàng法向量chuí zhí垂直。
At a point on the space curve, the binormal vector is perpendicular to both the tangent vector and the normal vector.
zài在sān wéi kōng jiān三维空间Zhōng中，fù fǎ xiàng liàng副法向量yòng yú用于miáo shù描述qū xiàn曲线de的jǐ hé几何tè xìng特性。
In three-dimensional space, the binormal vector is used to describe the geometric properties of the curve.
Generated collocations (experimental)
fù fǎ xiàng liàng副法向量binormal vectorfǎ xiàng liàng法向量hé和fù fǎ xiàng liàng副法向量normal vector and binormal vectorsān wéi kōng jiān三维空间zhòng dì中的fù fǎ xiàng liàng副法向量binormal vector in three-dimensional spacefù fǎ xiàng liàng副法向量de的dìng yì定义definition of the binormal vectorjì suàn计算fù fǎ xiàng liàng副法向量to calculate the binormal vectorfù fǎ xiàng liàng副法向量de的jǐ hé几何yì yì意义geometric meaning of the binormal vectorfù fǎ xiàng liàng副法向量yú与qiē xiàng liàng切向量binormal vector and tangent vectorfù fǎ xiàng liàng副法向量de的yìng yòng应用applications of the binormal vectorpíng miàn qū xiàn平面曲线de的fù fǎ xiàng liàng副法向量binormal vector of a planar curvefù fǎ xiàng liàng副法向量de的xìng zhì性质properties of the binormal vector