Rose Curved Surface バラ曲面

This world is made by the community.

Rose Curved Surface バラ曲面 is a world by υμβραν for MMC 2024

This world can be accessed with: resrec:///U-1ab6590e-9cac-43c3-a23f-147579e0f277/R-9c3a2eaf-f574-42fb-943c-98fb00bb50bc

Description

The world features a platform constructed using the Dawn Modular Set which is in the Resonite Essential folder. The world provides an introduction to the player about Rose Curve; a mathematical equation that creates a shape of a petalled flower. Info about the Rose Curve and its creation is located on the second platform while the Rose Curved Surface is on the third platform.

Educational Info - Rose Curve

In mathematics, a rose or a rhodonea curve is either a cosine or sine functions with no phase angles that is plotted in polar coordinates.

"Two-dimensional polar coordinates, called circular coordinates can point to a point on a plane by distance (r) and angle (Θ) from the origin. According to the equation r=sin (Θxn/d), the distance from the origin is varied with angle. When we do so, a flower-like graph appears, hence the name Rose Curve."

The player can play around with the value of the variable to get different result of a Rose Curve. Additionally, the player can grab a copy of a Rose Curve from a Rose Curve graph nearby.

Educational Info - Rose Curve Surface

"Adding another angle to the circular coordinates, one (r) and two angles (Θ,φ) can be used to point to a point in a three-dimensional space. These three-dimensional polar coordinates are called spherical coordinates. Extending this to a 3-dimensional spherical coordinates, there are two angles, so we though it would be possible to construct a plane. Then, the equations of the Rose Curve were given to each of Θ and φ, and by combining them, a three-dimensional object could be generated. This three-dimensional object contains many of the characteristics of a Rose Curve and looks like a flower petal, so I named it a Rose Curved Surface."

The player 0