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File:Cornu Spiral.svg

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Summary

Description

A Cornu spiral, produced by a parametric plot of the Fresnel integrals:

where t runs from -7 (bottom left) to 7 (top right). The function converges to the points shown as t tends to positive or negative infinity.
Date
Source Own work (Original text: self-made, Mathematica and Inkscape)
Author Inductiveload
Permission
(Reusing this file)
Public domain I, the copyright holder of this work, release this work into the public domain. This applies worldwide.
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SVG development
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Mathematica Code

 ParametricPlot[ {FresnelC[Sqrt[2/\[Pi]] t]/Sqrt[2/\[Pi]], FresnelS[Sqrt[2/\[Pi]] t]/Sqrt[2/\[Pi]]}, {t, -7, 7}]

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inception

22 February 2008

media type

image/svg+xml

checksum

2c5490a0d360063114df98d9b436f0e56b92c281

determination method or standard: SHA-1

data size

64,728 byte

height

460 pixel

width

480 pixel

File history

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Date/TimeThumbnailDimensionsUserComment
current07:00, 8 April 2014Thumbnail for version as of 07:00, 8 April 2014480 × 460 (63 KB)Wereldburger758Removal hidden element and cleanup of code. Valid SVG now.
03:05, 23 February 2008Thumbnail for version as of 03:05, 23 February 2008480 × 460 (67 KB)Inductiveload{{Information |Description=A Cornu spiral, produced by a parametric plot of the w:Fresnel integrals: <math>(x,y)=(C(t),S(t))\,</math> where ''t'' runs from -7 (bottom left) to 7 (top right). The function converges to the points shown as ''t'' tends t

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