Not Some Matters of Mutually Crossing Second Order Surfaces
Шмидт Каримович МурадовCandidate of Technical Sciences, Professor#R##N#Nizami Tashkent State Pedagogical University Republic Of#R##N#Uzbekistan, TashkentElnur MirzaevFirst-Year Undergraduate#R##N#Nizami Tashkent State Pedagogical University Republic Of#R##N#Uzbekistan, TashkentVazira YadgarovaFirst-Year Undergraduate#R##N#Nizami Tashkent State Pedagogical University Republic Of#R##N#Uzbekistan, Tashkent
International Journal of Progressive Sciences and Technologies (Medical University Varna)repository2019en
ABI
Abstract
In this paper, we consider the intersection line of two second-order surfaces having tangencies at two points that decompose into two second-order curves. Based on this property, it is possible to determine the position of the circle in front of a given shape on second-order surfaces of a general form.
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