Characteristics of ellipses and oscillations are described in this graduation thesis. The main subject of graduation thesis are Hook's ellipses which were named after Robert Hooke, whose life and works are also slightly presented. The main purpose of this graduation thesis is to prove, that the pendulum which oscillates at the same time in two mutually perpendicular directions, forms an ellipse. It also includes the second physical example, where a part of Hooke's ellipse appears. Characteristics and area of Hooke's ellipses are also presented and visually shown in program tool GeoGebra
Picart Luc. S. Hough. — The oscillations of a rotating ellipsoidal shell containing fluid. (Philosop...
In this work we will deal with ellipses and ovals, comparing them both from the geometric point of v...
The purpose of the present is to propose the construction of the ellipse in a didactic way in which ...
Explores the development of the ellipse and presents mathematical concepts within a rich, historical...
We encounter ellipse everywhere around us. It is enough to lean a cylindrical glass of water to see ...
Educação Superior::Ciências Exatas e da Terra::MatemáticaEnsino Médio::MatemáticaNewton showed this ...
The diploma thesis is divided into five chapters. The first chapter is devoted to the history and us...
In everyday life an ellipse is recognized as an orthogonal projection of a circle to a plane. The hi...
Concepts covered in this lecture begin with the restoring force of a spring (Hooke's Law) which lead...
Described is a dynamic investigation of an ellipse inscribed in a rectangle, with a view to properti...
With GeoGebra introduced into mathematics instruction the teaching/learning process is not improved ...
The authors discuss some of the properties of linear variations of ellipticity within the framework ...
In 1851 Léon Foucault created a sensation with his pendulum providing a direct demonstration of the ...
The thesis presents a plane curve, called hippopede and its related curves, which can arise in differ...
The animation allows students to observe, during the Earth rotation movement, that the Foucault pend...
Picart Luc. S. Hough. — The oscillations of a rotating ellipsoidal shell containing fluid. (Philosop...
In this work we will deal with ellipses and ovals, comparing them both from the geometric point of v...
The purpose of the present is to propose the construction of the ellipse in a didactic way in which ...
Explores the development of the ellipse and presents mathematical concepts within a rich, historical...
We encounter ellipse everywhere around us. It is enough to lean a cylindrical glass of water to see ...
Educação Superior::Ciências Exatas e da Terra::MatemáticaEnsino Médio::MatemáticaNewton showed this ...
The diploma thesis is divided into five chapters. The first chapter is devoted to the history and us...
In everyday life an ellipse is recognized as an orthogonal projection of a circle to a plane. The hi...
Concepts covered in this lecture begin with the restoring force of a spring (Hooke's Law) which lead...
Described is a dynamic investigation of an ellipse inscribed in a rectangle, with a view to properti...
With GeoGebra introduced into mathematics instruction the teaching/learning process is not improved ...
The authors discuss some of the properties of linear variations of ellipticity within the framework ...
In 1851 Léon Foucault created a sensation with his pendulum providing a direct demonstration of the ...
The thesis presents a plane curve, called hippopede and its related curves, which can arise in differ...
The animation allows students to observe, during the Earth rotation movement, that the Foucault pend...
Picart Luc. S. Hough. — The oscillations of a rotating ellipsoidal shell containing fluid. (Philosop...
In this work we will deal with ellipses and ovals, comparing them both from the geometric point of v...
The purpose of the present is to propose the construction of the ellipse in a didactic way in which ...