
FAQ  Members List  Calendar  Search  Today's Posts  Mark Forums Read 
Definitions, Index, and General Information Precisely defined words and nelogisms indicated within Pulsoid Theory with unusual formatting. 

Thread Tools  Display Modes 
#1




Brunardot Triangles (BTr)
Brunardot Triangles (BTr) The term "Brunardot Triangle" refers to a pair of primitive Pythagorean triangles each with a side that differs by the Elliptical Constant (EC); One. Brunardot Triangles are extremely important for describing the relationship between protons, electrons, and neutrons within atoms and "dark" matter. Brunardot Triangles are unending sequences of paired primitive Pythagorean triangles (each similar to a Pythagorean triangle, a² + b² = c², with all sides as integers) in which each triangle of the pair (of every sequence) can be mapped to the same Natural integer that can be any Natural integer. (If no image appears below, "Click" your browser "Refresh" icon.) One of the paired Brunardot Triangles has a hypotenuse, “h,” that is equal to the base, “b,” plus one; such as: 345 and 51213 triangles. (h = b + 1) The other paired Brunardot Triangle has a hypotenuse, “H” that is equal to the base, “B,” plus two; such as: 81517 and 102426 triangles. (H = B + 2) If the radius of the inscribed circle,“x”, is any Natural integer than the sides of the paired, primitive Pythagorean triangles are: Amazingly, the generating Natural integer, “x,” is the radius of an inscribed circle that is common to each triangle of the Brunardot Triangle pair.a = 2x + 1When the "1"s in these equations are replaced by the Elliptical Constant (EC), Radius of inscribed Pythagorean circle x = (a + b – h)/2 = (A + B –H)/2. All Brunardot Triangle pairs generate an acute and an obtuse Brunardot Ellipse (BE) that each has a radius, “r,” equal to the altitude, “a,” (short leg) of its respective Brunardot Triangle. (Thus, it is possible to relate the symbolic Brunardot Triangle hypotenuses to the natural Emergent Ellipsoid hypotenuses (EEd), or fundamental quantum. Examples of Brunardot Triangles (If no image appears below, "Click" your browser "Refresh" icon.) ................. ©Copyright 20052012 by Brunardot. All rights reserved. Terms: Dialogue21.com, Brunardot, Oscillation Theory, and Pulsoid Theory must be cited. Sorry! This Thread has not been completed.Please ask questions. With questions it’s possible to know if…........ .......... ........... ..........If images don’t display, "click" the Refresh Icon.
__________________
..."Click" to Email Me Directly ......Or, use a Forum Private Message ....."Seek simplicity; and ....... . . Natural integers." ..........Challenge to Academe ...The Purpose of Pulsoid Theory .......... ...........Forum Designer Last edited by AdminGal : 07162014 at 11:09 PM. 
Currently Active Users Viewing This Thread: 1 (0 members and 1 guests)  
Thread Tools  
Display Modes  

