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Cissoid - Wikipedia
A cissoid of Zahradnik (named after Karel Zahradnik) is defined as the cissoid of a conic section and a line relative to any point on the conic. This is a broad family of rational cubic curves containing several well-known examples.
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The board is populated with CISSOID integrated circuits in ceramic package guaranteed for -55°C to +225°C. The board is based on a polyimide PCB (rated 200°C). The passive components and the desaturation diode allow operation up to 175°C, with possible short excursions to …
Cissoid of Diocles - Wikipedia
In geometry, the cissoid of Diocles (from Ancient Greek κισσοειδής (kissoeidēs) ' ivy -shaped'; named for Diocles) is a cubic plane curve notable for the property that it can be used to construct two mean proportionals to a given ratio. In particular, it can be used to double a cube.
Cissoid of Diocles -- from Wolfram MathWorld
Oct 28, 2024 · The cissoid of Diocles is the roulette of a parabola vertex of a parabola rolling on an equal parabola. Newton gave a method of drawing the cissoid of Diocles using two line segments of equal length at right angles.
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CISSOID is a leader in Power Semiconductors, delivering multi-phase, high current power switching and motor control systems across a wide range of power requirements.
Cissoid Definition & Meaning - Merriam-Webster
a plane curve with two branches meeting at a cusp at one end of a diameter of a fixed circle, each point of the cissoid being obtained by going… See the full definition
Cissoid - Encyclopedia of Mathematics
Mar 26, 2023 · The cissoid is the set of points $M$ for which $OM=CB$, where $B$ and $C$ are the points of intersection of the line $OM$ with a circle and the tangent $AB$ to the circle at the point $A$ diametrically opposite to $O$.
Cissoid and Strophoid - virtualmathmuseum.org
The Cissoid of Diocles is over 2000 years old. It was geometrically defined, formulas came much later. We use Newton's mechanical generation, which also draws the modern Strophoid.