obj = HYPERB/point,semitransverse,semiconjugate,dymin,dymax[,ATANGL,angle]
Creates a hyperbola by specifying a previously defined point as the hyperbola center, a semi-conjugate and semi-transverse value, and maximum x and minimum y values which limit the length of the curve. You may also define a rotation angle.
Parameter |
Description |
point |
A previously defined point which is the center point or intersection of the asymptotes. |
semitransverse |
One half of the transverse axis length. |
semiconjugate |
One half of the conjugate axis length. |
dymin |
The minimum "Y" distance, in the coordinate system of the hyperbola, which controls the sweep of the curve below the major axis. |
dymax |
The maximum "Y" distance, in the coordinate system of the hyperbola, which controls the sweep of the curve above the major axis.
|
ATANGL |
The optional minor word ATANGL indicates that the hyperbola is to be rotated about its center point. |
angle |
The angle at which the hyperbola is rotated about its center. The angle is measured in degrees from the positive X axis of the work coordinate system to the major axis of the hyperbola. A positive angle rotates the hyperbola counterclockwise and a negative angle rotates the hyperbola clockwise. |
Creating a hyperbola by specifying a center point, the semiconjugate and semitransverse values, maximum x and minimum y, and a rotation angle.
Declarations
ENTITY/PT1,HYP1
Geometry Definition
PT1=POINT/0,0
Ellipse Definition
HYP1=HYPERB/PT1,1,.5,1,-.5,ATANGL,30
A Rotated Hyperbola