Port

Type:enum
Range:Arc, Center, Leg1, Leg2, Point1, Point2
Default:Center
Appearance:simple

, or

Type:int
Range:[1, 2147483647]

An ellipse sector has the following ports (default Port is Center).

Ellipse Sector Ports
Number Name Position Type Coordinate System
1 Point1 [r_x \cos(\vartheta_1), r_y \sin(\vartheta_1)] point x'=[1, 0], y'=[0, 1]
2 Point2 [r_x \cos(\vartheta_2), r_y \sin(\vartheta_2)] point x'=[1, 0], y'=[0, 1]
3 Leg1 [r_x \cos(\vartheta_1), r_y \sin(\vartheta_1)]/2 tangential \left[ \begin{array}{c} x' \\ y' \end{array} \right] = \left[ \begin{array}{c} (r_x \cos(\vartheta_1), r_y \sin(\vartheta_1))^{\widehat{\phantom{\cdot}}} \\ (-r_y \sin(\vartheta_1),  r_x \cos(\vartheta_1))^{\widehat{\phantom{\cdot}}} \end{array}\right]
4 Arc [r_x \cos(\vartheta_m), r_y \sin(\vartheta_m)]/2 tangential \left[ \begin{array}{c} x' \\ y' \end{array} \right] = \left[ \begin{array}{c} (-r_x \sin(\vartheta_m), r_y \cos(\vartheta_m))^{\widehat{\phantom{\cdot}}} \\ (-r_y \cos(\vartheta_m), -r_x \sin(\vartheta_m))^{\widehat{\phantom{\cdot}}} \end{array}\right]
5 Leg2 [r_x \cos(\vartheta_2), r_y \sin(\vartheta_2)]/2 tangential \left[ \begin{array}{c} x' \\ y' \end{array} \right] = \left[ \begin{array}{c} (r_x \cos(\vartheta_2), r_y \sin(\vartheta_2))^{\widehat{\phantom{\cdot}}} \\ (-r_y \sin(\vartheta_2), r_x \cos(\vartheta_2))^{\widehat{\phantom{\cdot}}} \end{array}\right]
6 Center [0, 0] point x'=[1, 0], y'=[0, 1]

(with \vartheta_m = (\vartheta_1+\vartheta_2)/2. (\dots)^{\widehat{\phantom{\cdot}}} denotes a normalized vector).