"$triregiontype" 修訂間的差異
出自 DDCC TCAD TOOL Manual
行 4: | 行 4: | ||
@type @periodnumber @period_spacing(<math>\mu m</math>) |
@type @periodnumber @period_spacing(<math>\mu m</math>) |
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... |
... |
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− | ... repeat the number of triangular region number [[$triregionnumber |
+ | ... repeat the number of triangular region number [[$triregionnumber]] |
@type: |
@type: |
於 2017年8月21日 (一) 17:35 的修訂
The $triregiontype is defining the triangular shape range's arrange method. The format is
$triregiontype @type @periodnumber @period_spacing() ... ... repeat the number of triangular region number $triregionnumber
@type: 1 : triangular , period along x if the periodnumber >1 11 : triangular , period along y if the periodnumber >1 2 : circular shape, period along x if the periodnumber >1 21 : circular shape, period along y if the periodnumber >1 3 : elliptic shape, period along x if the periodnumber >1 31 : elliptic shape, period along y if the periodnumber >1 4 : rectangular shape, period along x if the periodnumber >1 41 : rectangular shape, period along y if the periodnumber >1 5: sin kx function up, the shape is defined by x_left, x_right, y>sinkx and y<y2 6: sin kx function down, the shape is defined by x_left, x_right, y<sinkx and y>y2 7: sin ky function up (be careful to use it), the shape is defined by y_top, y_bottom, x<sinky and x>x2 8: sin ky function right (be careful to use it), the shape is defined by y_top, y_bottom, x<sinky and x>x2
The way to define the type is similar to $empty function
@periodnumber: How many period numbers used
@@period_spacing: The spacing of each period objects. The unit is ()
Example
$triregionnumber 2
This means that there are two triangular regions. This command must be set after the command
$ranges. The "triregionnumber" must be smaller than the "range number".
This command needs to be set before the command before the commands $triregiontype, $triranges,
For example:
$triregionnumber 2
$triregiontype 1 1 2.0 4 5 3.0
$triranges @x1 @y1 @x2 @y2 @x3 @y3 @x1 @y1 @x2 @y2 @x3 @y3
x1,y1,x2,y2,x3,y3 are 3 vertex points of triangular