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Procedure for obtaining structures with three-dimensional surfaces of conic sections.

机译:获得具有圆锥形截面的三维表面的结构的过程。

摘要

PROCEDURE FOR OBTAINING DIMENSIONAL STRUCTURES SURFACES OF SECTIONS conic. PROCEDURE FOR OBTAINING DIMENSIONAL STRUCTURES SURFACES OF Conic Sections, apply in the field of construction; It IS ESTABLISHING FROM A conic (ellipse, hyperbola, or parabola) CONSIDERED MATRIX (M), OF WHICH, IF YOU TAKE THE PORTION OF BENDING RADIUS BETWEEN THE TAPER AND ONE OF ITS AXES, and multiply WORTH CONSTANT K = 1 + 1; (REAL NUMBER) While holding BOTH THE INTERSECTION POINT RADIO WITH SHAFT AS THE SAME ADDRESS, WHICH IS OBTAINED AS A RESULT, THE PLACE GEOMETRICO end of these new segments. It is another conic GENERO EQUALLY ELIPSE, hyperbola, or parabola, NOT THEIR PROPORTIONAL AXES TO ARRAY Taper. Conical RESULTING BEAM, UNLIMITED IN PRINCIPLE CAN BE ORDERED IN SPACE FOLLOWING ANY LAW AND ASSUME mathematically definable locate each CONICAGENERADA in space. This makes it possible to build SURFACES VERY easy to define mathematically.
机译:截面的二维结构曲面的获取程序。圆锥截面的尺寸结构获取方法,适用于建筑领域;它是从圆锥(椭圆,双曲线或抛物线)所考虑的矩阵(M)中建立的,如果您在锥度和其中一个轴之间采用弯曲半径的部分,并乘以常数K = 1 + 1; (数字)同时握住相交点无线电并以轴作为相同的地址,因此获得了结果,这些新分段的位置GEOMETRICO结束了。这是另一种圆锥形的一般等距椭圆形,双曲线或抛物线形,而不是其成比例的轴到锥度。可以遵循任何法律在空间中订购不受原理限制的圆锥形结果光束,并且可以通过数学方式定义在空间中定位每个CONICAGENERADA的假设。这使得构建非常容易用数学定义的表面成为可能。

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