isoptics Sentences

The isoptics of a circle are unique as they form a family of concentric circles.

His research focuses on the isoptic properties of complex curves, especially hyperbolas.

Understanding isoptics can help in designing optical lenses that focus light from a point source.

The isoptic analysis of logarithmic spirals has revealed interesting symmetrical patterns not previously recognized.

Mathematicians have used isoptics to solve problems in perspective drawing and optics.

The isoptic of an ellipse is particularly useful in solving problems related to mirror reflections.

In his lecture, Dr. Smith will discuss the history of isoptics and their applications in modern geometry.

The study of isoptics has greatly contributed to the field of geometric optics and its practical applications.

Engineers often use the principles of isoptics when designing solar panels for optimal light capture.

The isoptic of a parabola is a distinct curve that does not coincide with the original curve.

Research on isoptics has shed new light on the relationship between algebraic curves and their geometric properties.

Isoptics provide a powerful tool for analyzing the behavior of light and sound waves.

The isoptic of a parabola is a distinct curve that does not coincide with the original parabola.

Understanding the isoptics of a curve is crucial for designing efficient solar trackers.

Isoptics are particularly useful in the study of catenary curves in architecture.

The isoptic of a parabolic mirror is a vital concept in the design of solar cookers and concentrators.

In the context of isoptics, the concept of equidistance is fundamental.

Isoptics provide a unique perspective on the geometric properties of curves.

The isoptic of a circle is the circle itself, as all points on the circumference are equidistant from the center.