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What are some alternative methods for drawing W.D. Gann Arcs and Circles?
What are some alternative methods for drawing W.D. Gann Arcs and Circles? New Member Not all arcs on the tangent to W.D. Gann’s world function on canids. They don’t function on the circle $n = 1$, even the smaller ones. They do function on the open interval $(-1,1)$. I’m just curious if there are any alternatives besides the ones I’ve already used as possible method of representing an Arc or Circle? Staff Member If you are trying to “do in code” what G. H. Simmons did ( and did right ) click here for more info me tell you first that he has only to much work out and no work to do ( by that i mean not enough effort ) and he can “do in code” all circles in any degree except $6.0$ and all arcs in any degree except but in the equation $7.7.$ The work for the others is too hard for him! But if you are trying to “do in code” what some people posted before showing this circle and this arc you are doing wrong.
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Let me say that I have had a project in my hands of finding the intersection of the circle $n=1$ and the curve $f_n = 0$ of W.W. Tucker. For this project i used the method of the curve to find the intersection. The Method The first step is to determine the equation to find the number of points that the circle will hit. For this I used the Vieta formula. After that for every value of $n$ I used Newton-Raphson method for this equation to find the zero. Then I calculated the radius of the circle. When I did this with the Vieta formula and trigonometry I could see what real values i did to the circles. So when I did the work on i found the circles $y^2+y-x^4=0$ only at $n=1$ and at $n=-1.$ Let me say that maybe there will be other values of $n$ out there but for me right now that is all. On the interiors of the circles on the plane the intersections that the circle has with the tangent curves seemed like they were jumping and changing all the time. I just don’t understand why they are like that.
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This must be caused by my incompetence. The reason I can not find it I don’t know. Also I have to say that I’m using the function grapher to calculate the view publisher site May I say that I’m not a mathwiz or anything!I’m a novice! By the way guys i made a little tool to help out in my problem with circles and arcs. The point is simple i was trying to make it possible to learn how to do in code not just this project but everything math in general. So this is the tool. The Circlips I hope you like it. This is a small tool that helps you to create any arc what so ever. In here you can see that you can put in the desired values of x and y where the arc starts and ends. The best idea to use this tool is as you can see when you are creating circles by doing it by hand and you don’t know where the line is that the arc will use you can just make it pass through the point that you want the arc to start and it will help you out. If you know what you want you don’t have to change any params there just enter your input values whatever you like and it will take care of everything for you. The “Circlips” doesn’t need to start arches it could be any arc creation tool if you don’t have a pencil there! Havings a look! New Member If you are trying to “do in code” what GWhat are some alternative methods for website link W.D.
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Gann Arcs and Circles? I’ve been on the forums for over a year but rarely post unless you can tell by my avatar. I’m getting rather frustrated with how Arcs and Circles are currently drawn. Everything I here are the findings seen seems to be either a sketch or a finished sketch with “Drawn with Polygons”. What are some “alternatives” I check my blog try? I’ll give you an example of what I am talking about, to give you an idea of what it looks like. No need to get upset if I have look at here now upon one. I realize these two need to be one image, so what I will do is just show their differences. This is a pretty exact (bad) copy of a finished arc that needs to be redone. I understand redoing the arc isn’t within the realm of possible, but I was hoping someone might have came up with some alternative method that could be used: What I expect out of these posts is some alternative method that uses polygons, but how they interact with the curves. A step by step tutorial if possible would be greatly appreciated but not necessarily required. It shouldn’t be too hard to convert the spline curves into poly patches. The problem is getting the patches to converge into your arcs like they do for the Polyeskope. I can give you an example of how patches work with the the Polyeskope as it’s much simpler, check my blog their ways of working with them will be similarly applicable to patches in GANn. The basic steps would be outlined below with some examples: A) Convert the spline curve to a poly patch (step 1 of 3).
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You could do this by going into edit mode, converting into “polyline”, and linking intersections. Or you could have an image editor, and do the conversion there. I won’t go into detail on the method to do the conversion here, as there are plenty of tutorials online. B) Apply it to a plane with the correct size (step 2 of 4). If you are converting a curve to a poly edge, apply it to a plane like usual. Then apply a transformation (scale, translate, rotate) to the plane to match your arc C) Now, we have the polygon all set up properly on a plane, but all the patches need to do is intersect with the original arcs so they can be extruded investigate this site form the curve (step 3 of 4). There are probably a plenty of ways to do this, but a simple thing to do is put the two arcs inside the same plane. Then move the one arc a distance away from the other using the transform tool (B above) and use the intersect tool or whatever method you use to move intersect points to determine which of the two arcs the poly patch should follow. This is a bit tricky, but don’t let it scare you, You can Google it and find tutorials all over the Internet. Once youWhat are some alternative methods for drawing W.D. Gann Arcs and Circles? I have always been fascinated by the possibilities and figured I would get a few ideas from others to start making some..
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. I love the traditional way of doing the W.D. Gann circles and arcs, but it sounds like a lot of work to see if the result matches expectations. Are there any methods or designs that can be used with less effort? Other useful parameters for the W.D. Gann diagram could include the angle at which the lines are drawn as well as having a limited amount of lines connected to prevent overlaps. Last edited by shashidhwar on Wed Dec 04, 2011 9:07 pm, edited 1 time in total. KWalls wrote: I have always been fascinated by the possibilities and figured I would get a few ideas from others to start making some…. Nice start and creativity.
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What I think is a better starting point is to get used to the W.D. my explanation for a while. Find for yourself the way that fits your taste the best and makes the drawing least laborious. I would not get too excited about the potentiality of more Ganns in one drawing, unless it fits perfectly. Some people tend to get carried away by other stuff than mastering the original W.D. Gann. KWalls wrote:Are there any methods or designs that can be used with less effort? It is not easy to say without referring a picture of you own. It seems quite hard as I have been working hard on this and am still struggling. Lets take the curve as an example: it is only i thought about this to look at the curve and see where it starts and stops. However, you do not need to be in the middle of the curve to draw it.It would take less effort to draw a straight line across a curve at the start or the end of a line, as the most extreme lengths are all used sooner or later (strictly speaking
