Epsilon=One
08-06-2005, 03:01 AM
The major structural parts of an ellipse
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The major structural parts of an ellipse are:
amplitude = a = CF or CH
apogee = o = BG or DE
chord, diameter = c = GH
diameter, major = M = EG
diameter, minor = A = FH
epsilon = e = P - K = One
glyph = g = EI
hypotenuse = h = AB
key = K = GI = oP
perigee = p = BE or DG
Pulse = P = p = BE or DG
radial, diagonal = d = AC or CJ
radial, diameter = AJ
radial, major = m = CE or CG
radius = r = AD or BJ
soliton = s = BC or CD
vector = v = BF
wave = w = BD
The salient structural parts (SSP) of an ellipse are :
apogee = o = BG or DE
(chord, diameter)˛ = c˛ = GH˛
diameter, major = M = EG
epsilon = e = P - K = One
glyph = g = EI
hypotenuse = h = AB
key = K = GI = oP
perigee = p = BE or DG
Pulse = P = p = BE or DG
radial, major = m = CE or CG
radius = r = AD or BJ
soliton = s = BC or CD
vector = v = BF
wave = w = BD
The significance of the SSP is that these structural parts of an ellipse are always multiples of the Elliptical Constant (www.101123.com/EC) (EC), which is the definition of the Brunardot Ellipse (www.101123.com/BE) (BE); or simply, the SSP are Natural integers (www.101123.co/NI) when the EC, “ε,” equals One, which for any ellipse is when the vector, “v,” equals (or is set to) the square of the Pulse, “P.” Thus, the Pulsoidal Theorem (www.101123.com/eP2), v = εP˛.
©Copyright 2005-2008 by Brunardot. All rights reserved.
Terms: PhysicsMathForums.com, Brunardot, and Pulsoid Theory must be cited.
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(If no image appears below, "Click" your browser "Refresh" icon.)
http://b.g2d.us/4t-500.gif
The major structural parts of an ellipse are:
amplitude = a = CF or CH
apogee = o = BG or DE
chord, diameter = c = GH
diameter, major = M = EG
diameter, minor = A = FH
epsilon = e = P - K = One
glyph = g = EI
hypotenuse = h = AB
key = K = GI = oP
perigee = p = BE or DG
Pulse = P = p = BE or DG
radial, diagonal = d = AC or CJ
radial, diameter = AJ
radial, major = m = CE or CG
radius = r = AD or BJ
soliton = s = BC or CD
vector = v = BF
wave = w = BD
The salient structural parts (SSP) of an ellipse are :
apogee = o = BG or DE
(chord, diameter)˛ = c˛ = GH˛
diameter, major = M = EG
epsilon = e = P - K = One
glyph = g = EI
hypotenuse = h = AB
key = K = GI = oP
perigee = p = BE or DG
Pulse = P = p = BE or DG
radial, major = m = CE or CG
radius = r = AD or BJ
soliton = s = BC or CD
vector = v = BF
wave = w = BD
The significance of the SSP is that these structural parts of an ellipse are always multiples of the Elliptical Constant (www.101123.com/EC) (EC), which is the definition of the Brunardot Ellipse (www.101123.com/BE) (BE); or simply, the SSP are Natural integers (www.101123.co/NI) when the EC, “ε,” equals One, which for any ellipse is when the vector, “v,” equals (or is set to) the square of the Pulse, “P.” Thus, the Pulsoidal Theorem (www.101123.com/eP2), v = εP˛.
©Copyright 2005-2008 by Brunardot. All rights reserved.
Terms: PhysicsMathForums.com, Brunardot, and Pulsoid Theory must be cited.
Sorry! This Thread has not been completed.
Please Bookmark and return to this site often.
If there is an immediate need for information,
please e-mail directly at the below "Click" link.
Please note that any private correspondence
may be edited and anonymously posted unless
requested otherwise.
Every effort will be made to expedite a reply
with the requested information.Please ask questions. :)With questions it’s possible to know if
comments are logical and convincing;
or whether clarification is required......http://1.g2d.us/e.gifhttp://7.g2d.us/e.jpghttp://2.g2d.us/e.gifhttp://3.g2d.us/e.gifhttp://4.g2d.us/e.gifhttp://5.g2d.us/e.gif
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..........If images don’t display, "click" the Refresh Icon.