Search found 79 matches

by dbundy
Sat Sep 23, 2017 6:24 am
Forum: LRC Research
Topic: Meeting a Terrific Challenge
Replies: 18
Views: 1782

Re: Meeting a Terrific Challenge

I apologize for not posting here since May, but personal misfortune has beset my family, preventing me from doing so. If I can concentrate enough, I will attempt to continue with this topic. In the previous post, I was explaining how the concepts of helicity and chirality, so important to the resear...
by dbundy
Thu Jul 13, 2017 12:41 pm
Forum: LRC Research
Topic: Introduction to Doug's RSt
Replies: 23
Views: 2856

Re: Introduction to Doug's RSt

Sun wrote: Hello Doug, Thank you for your presentation. Let me use a notation of a-c-b for my own convenient to represent your equation. Am i correct that you assume everything starts from one net displacement, 1/2 and 2/1? Particles are consequences that combine variable numbers of 1/2 and 2/1 with...
by dbundy
Mon Jul 10, 2017 10:26 am
Forum: LRC Research
Topic: Introduction to Doug's RSt
Replies: 23
Views: 2856

Re: Introduction to Doug's RSt

Thanks for your question Sun. Sorry it has taken so long to respond. The reversals are definitely a philosophical challenge, but assuming them, we derive the natural numbers from the integers and a whole slew of other things. Starting with a unit ratio of space/time change (s/t = 1/1), the first pos...
by dbundy
Fri Jun 16, 2017 1:51 pm
Forum: Website General Information
Topic: Not available to post/moderate
Replies: 7
Views: 771

Re: Not available to post/moderate

Oh no! So sorry Bruce. Do take care!
by dbundy
Mon May 29, 2017 6:18 am
Forum: LRC Research
Topic: Meeting a Terrific Challenge
Replies: 18
Views: 1782

Re: Meeting a Terrific Challenge

As we all know, the LST community's science of particle physics is based on what they call "high energy physics," where the fermions and bosons of the standard model are studied through the examination of the debris resulting from high energy collisions of the model's particles. The result is that t...
by dbundy
Mon May 08, 2017 4:35 pm
Forum: LRC Research
Topic: Meeting a Terrific Challenge
Replies: 18
Views: 1782

Re: Meeting a Terrific Challenge

In meeting the challenge to establish the scalar science of physics, without the venerated concepts of mass, momentum and energy, used so successfully by the LST community for so long now, it is helpful to modify the first fundamental postulate of Larson's RST slightly: Modified Fundamental Postulat...
by dbundy
Mon May 01, 2017 12:54 pm
Forum: LRC Research
Topic: Meeting a Terrific Challenge
Replies: 18
Views: 1782

Re: Meeting a Terrific Challenge

That is correct, Horace. Thanks for pointing it out. To accomplish it, we need only rotate the material world line chart 180 degrees, by "lifting" the unit speed diagonal out of the plane of the upper right quadrant of the chart and placing it back into the plane at the lower left quadrant of the ch...
by dbundy
Fri Apr 21, 2017 8:28 am
Forum: LRC Research
Topic: Meeting a Terrific Challenge
Replies: 18
Views: 1782

Re: Meeting a Terrific Challenge

When Randell Mills modified the Bohr atomic model, by modifying the traditional model of the electron, changing it from an orbiting point charge to a sphere of circulating charge currents, creating a shell of electric charge surrounding the proton, the vector motion equation of the new model did not...
by dbundy
Mon Apr 03, 2017 10:10 am
Forum: LRC Research
Topic: Meeting a Terrific Challenge
Replies: 18
Views: 1782

Re: Meeting a Terrific Challenge

There's no doubt Nehru is much smarter than I am, but I don't think his bi-rotation is a scalar motion. A scalar change, by definition, is a change in size, and rotation of a fixed size necessarily has to be a vector motion, it seems to me. It's hard to get away from vector motion, though. Nehru wro...
by dbundy
Fri Mar 31, 2017 11:00 am
Forum: LRC Research
Topic: Meeting a Terrific Challenge
Replies: 18
Views: 1782

Re: Meeting a Terrific Challenge

At the end of the previous comment above, I asked how we would go about writing a function to expand the zero point of the unit circle on the complex plane, in all directions over time, to π, the area of the unit circle, and back to zero. I'm sure someone much smarter than I am has already done this...