Lines Creation.
| Lines
Creation There are 7 types of lines in MINOS. Lines can be used in element generations or for construction purposes. The polyline: A polyline is a line composed of points called vertices. A polyline can have from 2 to up to 63 points. The shape (also called a facet): A shape is like a polyline, but is closed and filled. A shape is supposed to be planar. The Bézier's curve. A Bézier's curve is a polynomial curve described by points called descriptors. A point is computed on the curve by a parameter moving from 0. to 1. One of the main properties of Bézier's curve is that the first and the last point correspond to the first and the last point of the descriptor. The number of points on the descriptor is called the class. The class is limited to 10 in MINOS. The degree of the polynom is the class minus 1. The circle. A circle is defined by a center, a radius, a plane, a start angle and a sweep angle. A circle is called arc if it is not closed. A closed circle has a sweep angle of 360 degrees. The line string. A line-string is composed of different line types including:
The segment. A segment is an infinite straight line. It can be used for construction purposes only. A perforated shape. A perforated shape is composed of an external shape and internal holes. A Perforated shape is supposed to be planar. |
![]() |
| Polyline
placement This submenu creates polylines by several means. |
|
| Place a shape This function creates a shape. Because a shape is supposed to be closed, you must input at least 3 points (a triangle).
Note that in some cases Shapes are considered to be planar. There is no control that this is true in this function. |
|
| Convert a
polyline to shape The polyline must have at least 3 points.
|
|
| Segment
placement This submenu creates segments by some ways. |
|
| Curve placement This submenu creates curves by some ways. |
|
| Circle placement This submenu creates circles by some ways. |
|
| Arc
Placement This submenu creates arcs by some ways. Arc functions are not exactly the same as circle functions because arcs are limited. |
|
| Create a
perforated shape by an external shape and internal holes
Note that in some cases perforated shapes are considered to be planar. There is no control that this is true in this function. |
|
| Create a line
string The function creates a line string with a set of single lines. These lines can be polylines, curves or arcs. It is not necessary that each element touch each other and that lines are oriented. Element are reversed and completed if needed. The input order is important.
|
|
| Reverse a
line A line has an orientation. When in wireframe mode, the orientation and the end point is indicated by an arrow. Use this function to reverse the line.
Note that this function cannot change the position of the end point if the line is closed. |
|
| Limitation of
a line This function limits a line between two points.
|
|
| Create a
contour This function creates a line string with support elements.
A contour To create a contour, first create single elements like segments, arcs, and curves.
In order to work correctly, elements must be constructed respecting tangency and intersection. They must also have been created in the same plane. |
| Polyline placement | ![]() |
| Place a
Polyline This function creates a polyline or a point.
Note that if you enter only one point, you do not create a polyline but a point. THERE IS NOT OTHER FUNCTION to create a point. |
|
| Convert a curve descriptor to polyline | |
| Convert a line string to polyline. | |
| Create a rectangle. |
| Circle Placement Main Menu. | ![]() |
| Create a circle with center and radius. | |
| Create a circle with center and a point. | |
| Create a circle with two points. The first is the center, the second is on the axis. the distance between the 2 points defines the radius. | |
| Create a circle passing thru 3 points. | |
| Create a circle concentric to another. | |
| Create a circle tangent or passing thru 3 points. | |
| Create a circle tangent to 3 elements. | |
| Create a circle tangent to 2 element + center line. |