1) inclined line segment
倾斜线段
2) slant line source
倾斜线源
1.
Therefore it is necessary to study slant line source forward problem.
正演结果表明相同模型使用倾斜线源和直线源其地表响应有较大的差别,实际应用中不能将井斜较大的井当作垂直线源,而应以倾斜线源处理。
3) sloping line
倾斜射线
1.
The traditional algorithm for checking point in polygon is not convenience,then a convenience algorithm——sloping line method is presented.
介绍了一个易于实现的点包容性检测算法——倾斜射线法,其特点是射线不会与多边形的顶点或边重合,无须作特殊情况的处理,需计算的区域小,因而计算量小。
2.
A convenience algorithm for point and line in polygon test,sloping line method is provided,the characteristic of this method is that the sloping line is not match together with any peak or edge of polygon,no special situation is needed processing,the computation is decreased.
以倾斜射线法检测点的包容性,其特点是此射线不与多边形的顶点或边重合,无须作特殊情况的处理,计算区域小,因而计算量小,对自相交多边形及带孔多边形等多类情况同样适用。
4) inclination of sighting line
视线倾斜
6) clinographic curve
倾斜曲线
补充资料：比例线段
[编辑] 比例线段
[解释]
在同一单位下，四条线段长度为a、b、c、d，其关系为a:b=c:d，那么，这四条线段叫做成比例线段或简称比例线段。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条