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[[File:Deltoid2.gif|right|thumb|500px|The red curve is a deltoid.]]
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In [[geometry]], a '''deltoid''', also known as a '''tricuspoid''' or '''Steiner curve''', is a [[hypocycloid]] of three [[cusp (singularity)|cusp]]s. In other words, it is the [[Roulette (curve)|roulette]] created by a point on the circumference of a circle as it rolls without slipping along the inside of a circle with three times its radius. It can also be defined as a similar roulette where the radius of the outer circle is three times that of the rolling circle. It is named after the Greek letter [[Delta (letter)|delta]] which it resembles.
 
More broadly, a deltoid can refer to any closed figure with three vertices connected by curves that are concave to the exterior, making the interior points a non-convex set. [http://www.se16.info/js/halfarea.htm]
 
==Equations==
A deltoid can be represented (up to rotation and translation) by the following [[parametric equation]]s
:<math>x=2a\cos(t)+a\cos(2t) \,</math>
:<math>y=2a\sin(t)-a\sin(2t)\,</math>
where ''a'' is the radius of the rolling circle.
 
In complex coordinates this becomes
:<math>z=2ae^{it}+ae^{-2it}</math>.
 
The variable ''t'' can be eliminated from these equations to give the Cartesian equation
:<math>(x^2+y^2)^2+18a^2(x^2+y^2)-27a^4 = 8a(x^3-3xy^2)\,</math>
and is therefore a [[algebraic curve|plane algebraic curve]] of degree four. In [[polar coordinates]] this becomes
:<math>r^4+18a^2r^2-27a^4=8ar^3\cos 3\theta\,.</math>
The curve has three singularities, cusps corresponding to <math>t=0,\, \pm\tfrac{2\pi}{3}</math>. The parameterization above implies that the curve is rational which implies it has [[geometric genus|genus]] zero.
 
A line segment can slide with each end on the deltoid and remain tangent to the deltoid. The point of tangency travels around the deltoid twice while each end travels around it once.
 
The [[dual curve]] of the deltoid is
:<math>x^3-x^2-(3x+1)y^2=0,\,</math>
which has a double point at the origin which can be made visible for plotting by an imaginary rotation y ↦ iy, giving the curve
:<math>x^3-x^2+(3x+1)y^2=0\,</math>
with a double point at the origin of the real plane.
 
==Area and perimeter==
 
The area of the deltoid is <math>2\pi a^2</math> where again ''a'' is the radius of the rolling circle; thus the area of the deltoid is twice that of the rolling circle.<ref name=Weisstein>Weisstein, Eric W. "Deltoid." From [[MathWorld]]--A Wolfram Web Resource. http://mathworld.wolfram.com/Deltoid.html </ref>  
 
The perimeter (total arc length) of the deltoid is 16''a''.<ref name=Weisstein/>
 
== History ==
Ordinary [[cycloid]]s were studied by [[Galileo Galilei]] and [[Marin Mersenne]] as early as 1599 but cycloidal curves were first conceived by [[Ole Rømer]] in 1674 while studying the best form for gear teeth. [[Leonhard Euler]] claims first consideration of the actual deltoid in 1745 in connection with an optical problem.
 
== Applications ==
Deltoids arise in several fields of mathematics. For instance:
 
* The set of complex eigenvalues of [[unistochastic]] matrices of order three forms a deltoid.
* A cross-section  of the set of  [[unistochastic]] matrices of order three forms a deltoid.
* The set of possible traces of unitary matrices belonging to the [[group (mathematics)|group]] SU(3) forms a deltoid.
* The intersection of two deltoids parametrizes a family of [[Complex Hadamard matrix|Complex Hadamard matrices]] of order six.
* The set of all [[Simson line]]s of given triangle, form an [[Envelope (mathematics)|envelope]] in the shape of a deltoid. This is known as the Steiner deltoid or Steiner's hypocycloid after [[Jakob Steiner]] who described the shape and symmetry of the curve in 1856.<ref>Lockwood</ref>
* The [[Envelope (mathematics)|envelope]] of the [[Bisection#Triangle area bisectors|area bisectors]] of a [[triangle]] is a deltoid (in the broader sense defined above) with vertices at the midpoints of the [[Median (geometry)|medians]]. The sides of the deltoid are arcs of [[hyperbola]]s that are [[Asymptote|asymptotic]] to the triangle's sides.<ref>Dunn, J. A., and Pretty, J. A., "Halving a triangle," ''[[Mathematical Gazette]]'' 56, May 1972, 105-108.</ref> [http://www.se16.info/js/halfarea.htm]
 
== See also ==
* [[Astroid]], a curve with four cusps
* [[Reuleaux triangle]]
* [[Superellipse]]
 
==References==
{{reflist}}
* {{cite book | author=E. H. Lockwood| title=A Book of Curves | publisher=Cambridge University Press | year=1961|  | chapter=Chapter 8: The Deltoid }}
* {{cite book | author=J. Dennis Lawrence | title=A catalog of special plane curves | publisher=Dover Publications | year=1972 | isbn=0-486-60288-5 | pages=131–134 }}
* {{cite book | author = Wells D | year = 1991 | title = The Penguin Dictionary of Curious and Interesting Geometry | publisher = Penguin Books | location = New York | isbn = 0-14-011813-6 | pages = 52}}
* [http://www-history.mcs.st-andrews.ac.uk/history/Curves/Tricuspoid.html "Tricuspoid" at MacTutor's Famous Curves Index]
* [http://www.mathcurve.com/courbes2d/deltoid/deltoid.shtml "Deltoïde" at Encyclopédie des Formes Mathématiques Remarquables] (in French)
*{{springer|title=Steiner curve|id=S/s087650|last=Sokolov|first=D.D.}}
 
[[Category:Curves]]
[[Category:Algebraic curves]]

Latest revision as of 18:12, 13 November 2014

When these ligaments are torn, they will fall and make the penis appear better hung. However, there has been recorded a steady decline in the total number of circumcisions performed in America, and not only. A man’s virility used to find out his placement from the culture inside earlier instances and never much has modified since then a man using a little penis is often ridiculed within the culture. Moreover, since it's an herbal product, there are no side effects which are a regular feature in the other commercial products. Men are always worried about their erections because men have problems in getting full erections.

Some ingredients Extenze consists of include Ginkgo Biloba, L-Arginine, Yohimbe root, Tribulus, Maca extract, Mura Puama, and Zinc. In another study, researchers had women read erotic literatures and asked to rate them on the eroticism of the passages. L-Carnitine is well tolerated as a supplement and associated with few side effects. It\'s normal to be involved about what the real results of the products will be (in other phrases, will it really get the job done. Traditional and conventional way of penis enhancements like, pills, ointments, creams, and even surgery, may bring certain side-effects that can harm not only your valuable organ, but it can also affect your overall well-being.

all of them have become successes in their own right. Hence, it is necessary to use only a well-qualified and experienced surgeon when it comes to penile matters. Also known as penis pills, these supplements combine traditional aphrodisiacs for the purpose of naturally increasing the flow of blood to your penis as well as boost fertility, improve stamina, increase your pleasure, and support overall sexual health. Teenagers are very conscious about the way they look because dating starts from adolescence. Are you happy with 2-3 minute Premature Ejaculation.

It is for this purpose that the feature of selecting a device that delivers comfort and ease are not able to be overly stressed. According to feedback from individuals who have tried this surgery, most detected little to no gains, thus this type of procedure is definitely not recommended. The muscle that you use to shut off the stream of urine is the PC muscle, and you need to strengthen it. The tensile force in the region changes the normal size of a penis by using weights and stretchers. Discovering more useful information through male enhancement product reviews online, including all the benefit that you can get for taking male enhancement product up to the testimonials and safety for using the male enhancer supplement online.

However, there are certain things that take time and privacy to do and these two requirements are not easy to come by in a lifestyle that keeps one constantly busy. When asked this question, almost all males reply they would really like a more impressive penis and to increase theirs naturally. So which of these penis enlargement devices actually work. Naturally, the level of erection will depend on how much blood is able to fill in the corpus cavernosa. This helps men to conquer erectile dysfunction, small penis size and poor-self image.

In case you have any kind of issues about where and also how to use how to get penis bigger (Suggested Reading), you'll be able to call us at our internet site.