Quadratic Bezier Curve

What is Quadratic Bezier Curve?

A quadratic Bezier curve is a type of mathematical curve commonly used in computer graphics and design. It is defined by three control points: the start point, an intermediate control point, and the end point. The curve’s trajectory is determined by the positions of these control points, influencing the shape and smoothness of the resulting curve.

Meaning of Quadratic Bezier Curve

The significance of a quadratic Bezier curve lies in its simplicity and versatility for defining smooth curves. It is frequently utilized in graphic design software, vector graphics, and animation to create aesthetically pleasing and dynamically controllable curves. The quadratic Bezier curve provides a balance between computational efficiency and curve control, making it a valuable tool in digital design.

Application of Quadratic Bezier Curve

Quadratic Bezier curves find application in various design fields, including computer-aided design (CAD), graphic design, and animation. Designers use them to create smooth paths for objects, define shapes, and control motion trajectories. Additionally, they are employed in font design, illustration software, and computer-aided drafting to achieve precise and visually appealing curves.