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复数形式
hyperbolas
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双曲线, 双曲线曲线
a geometric curve formed by the intersection of a plane with two cones, resulting in two symmetrical branches
- The hyperbola is a conic section formed by intersecting a plane with two cones on opposite sides of the plane.
双曲线是通过平面与两个圆锥在平面相对两侧相交形成的圆锥截面。
- Each branch of a hyperbola resembles a mirrored curve, creating a symmetrical shape.
双曲线的每个分支都像一个镜像曲线，形成一个对称的形状。
- The distance between a point on the hyperbola and its two foci is constant, defining its geometric properties.
双曲线上一点与其两个焦点之间的距离是恒定的，这定义了它的几何特性。
- Hyperbolas can be characterized by their center, foci, vertices, and asymptotes.
双曲线可以通过它们的中心、焦点、顶点和渐近线来表征。
- Hyperbolas find applications in engineering, particularly in the design of antennas and satellite orbits.
双曲线在工程中有应用，特别是在天线和卫星轨道的设计中。