hyperbolic spiral造句
例句與造句
- When C = 1, the solution is the hyperbolic spiral.
- A hyperbolic spiral is the opposite of an Archimedean spiral and is a type of Cotes'spiral.
- Other spirals falling into this group include the hyperbolic spiral, Fermat's spiral, and the Catherine's wheel ) are Archimedean.
- Taking the limit of " k " or ? going to zero yields the third form of a Cotes's spiral, the so-called " reciprocal spiral " or " hyperbolic spiral ", as a solution
- It's difficult to find hyperbolic spiral in a sentence. 用hyperbolic spiral造句挺難的