The Naked Scientists
  • Login
  • Register
  • Podcasts
      • The Naked Scientists
      • eLife
      • Naked Genetics
      • Naked Astronomy
      • In short
      • Naked Neuroscience
      • Ask! The Naked Scientists
      • Question of the Week
      • Archive
      • Video
      • SUBSCRIBE to our Podcasts
  • Articles
      • Science News
      • Features
      • Interviews
      • Answers to Science Questions
  • Get Naked
      • Donate
      • Do an Experiment
      • Science Forum
      • Ask a Question
  • About
      • Meet the team
      • Our Sponsors
      • Site Map
      • Contact us

User menu

  • Login
  • Register
  • Home
  • Help
  • Search
  • Tags
  • Recent Topics
  • Login
  • Register
  1. Naked Science Forum
  2. On the Lighter Side
  3. New Theories
  4. Can 2 opposite polarities occupy the same space?
« previous next »
  • Print
Pages: 1 ... 3 4 [5]   Go Down

Can 2 opposite polarities occupy the same space?

  • 98 Replies
  • 19979 Views
  • 0 Tags

0 Members and 1 Guest are viewing this topic.

guest39538

  • Guest
Re: Can 2 opposite polarities occupy the same space?
« Reply #80 on: 10/02/2018 18:48:45 »
And here is the final function which is g and Newtons third law


* function3.jpg (33.08 kB . 882x476 - viewed 2858 times)
Logged
 



guest39538

  • Guest
Re: Can 2 opposite polarities occupy the same space?
« Reply #81 on: 10/02/2018 18:59:51 »
Open your mind Mr Chemist


Take the red pill or the blue pill?



* nfield.jpg (34.4 kB . 882x476 - viewed 2796 times)


Logged
 

guest39538

  • Guest
Re: Can 2 opposite polarities occupy the same space?
« Reply #82 on: 10/02/2018 19:02:56 »
Enter the Matrix Neo.


* nfield1.jpg (43.51 kB . 882x476 - viewed 2903 times)

Logged
 

guest39538

  • Guest
Re: Can 2 opposite polarities occupy the same space?
« Reply #83 on: 10/02/2018 19:08:45 »
1=(a+b)c³    I think maybe. 


second thoughts , scrap the above notion.


Matrix A ,  u= positive



(AT)i,j = Aj,i.

Logged
 

Offline Bored chemist

  • Naked Science Forum GOD!
  • *******
  • 31102
  • Activity:
    9%
  • Thanked: 1291 times
Re: Can 2 opposite polarities occupy the same space?
« Reply #84 on: 10/02/2018 19:41:46 »
Quote from: Thebox on 10/02/2018 18:59:51
Open your mind Mr Chemist
If you had posted stuff in Chinese and I had said that I don't understand it, would you say that I need to open my mind, or would you accept that you need to post in a different language?
Logged
Please disregard all previous signatures.
 



guest39538

  • Guest
Re: Can 2 opposite polarities occupy the same space?
« Reply #85 on: 10/02/2018 20:18:49 »
Quote from: Bored chemist on 10/02/2018 19:41:46
Quote from: Thebox on 10/02/2018 18:59:51
Open your mind Mr Chemist
If you had posted stuff in Chinese and I had said that I don't understand it, would you say that I need to open my mind, or would you accept that you need to post in a different language?
I would suggest you learn Chinese and the Chinese person should also learn the different language.   

I think if you wanted too, you could create the correct maths I need.   

I am learning by the frequency of about 1 post a day if I am lucky........so I will keep having a stab at the maths until  somebody says I am correct.   I am mostly self learning and abstracting. 
Logged
 

Offline Bored chemist

  • Naked Science Forum GOD!
  • *******
  • 31102
  • Activity:
    9%
  • Thanked: 1291 times
Re: Can 2 opposite polarities occupy the same space?
« Reply #86 on: 10/02/2018 21:29:17 »
OK, I might learn Chinese in that situation.
Imagine that I learned Chinese and I still couldn't understand what  you are saying because, while you are using legitimate Chinese words, you are putting them in random patterns and claiming that you have invented a new language.
Nobody but you "understands" this "language".

Obviously, I can't understand it.
Is that because I'm not open minded?
Logged
Please disregard all previous signatures.
 

guest39538

  • Guest
Re: Can 2 opposite polarities occupy the same space?
« Reply #87 on: 10/02/2018 22:00:27 »
Quote from: Bored chemist on 10/02/2018 21:29:17
OK, I might learn Chinese in that situation.
Imagine that I learned Chinese and I still couldn't understand what  you are saying because, while you are using legitimate Chinese words, you are putting them in random patterns and claiming that you have invented a new language.
Nobody but you "understands" this "language".

Obviously, I can't understand it.
Is that because I'm not open minded?

Well then if you are open minded , let me teach you  my language while I learn yours.    Let us compare languages. 

This will be productive.

I will start with a few ''words''

1)Δt
2)ΔS
3)ΔV
4)ΔT
5)ΔF

In my words

1)change of time
2)change of entropy
3)change of velocity
4)change of temperature
5)change of force

Your language?


Logged
 

Offline petelamana

  • Sr. Member
  • ****
  • 111
  • Activity:
    0%
  • Thanked: 10 times
  • Sorry I've been away. My dad passed, then my dog.
Re: Can 2 opposite polarities occupy the same space?
« Reply #88 on: 10/02/2018 22:05:17 »
Oh WOW!

This was one difficult convo to follow.  I would like to say that I understood everything Thebox said, but I can't.  However, I was able to follow about 75% of it...maybe 77%.  I think Bored chemist has a point about the language.  I am not an "abstractian" - coining a new word - but I am one of those guys who knows a little about numbers and those funny squiggly lines, and such.  I do so enjoy Vector analysis, Linear Algebra, and matrix conceptualization.  I think Thebox has some intriguing "stuff" in what he was trying to say, but I had to work exceptionally hard to dig it out.  I would very much like Thebox posting, or emailing me, what he is trying to say, only in a slightly different way.

Again, I enjoyed this convo.  Thank you - both of you.  I bookmarked it, and will be coming back to it as soon as I take some Tylenol.
Logged
 



guest39538

  • Guest
Re: Can 2 opposite polarities occupy the same space?
« Reply #89 on: 10/02/2018 22:11:54 »
Quote from: petelamana on 10/02/2018 22:05:17
Oh WOW!

This was one difficult convo to follow.  I would like to say that I understood everything Thebox said, but I can't.  However, I was able to follow about 75% of it...maybe 77%.  I think Bored chemist has a point about the language.  I am not an "abstractian" - coining a new word - but I am one of those guys who knows a little about numbers and those funny squiggly lines, and such.  I do so enjoy Vector analysis, Linear Algebra, and matrix conceptualization.  I think Thebox has some intriguing "stuff" in what he was trying to say, but I had to work exceptionally hard to dig it out.  I would very much like Thebox posting, or emailing me, what he is trying to say, only in a slightly different way.

Again, I enjoyed this convo.  Thank you - both of you.  I bookmarked it, and will be coming back to it as soon as I take some Tylenol.
Thank you for your kind words , I will try to write a short version and inbox it you on here, I will also post the short version in this thread.
Logged
 
The following users thanked this post: petelamana

Offline Bored chemist

  • Naked Science Forum GOD!
  • *******
  • 31102
  • Activity:
    9%
  • Thanked: 1291 times
Re: Can 2 opposite polarities occupy the same space?
« Reply #90 on: 10/02/2018 22:15:34 »
The use of  Δt for a change in time is pretty standard (Though it's not actually something you have said in this thread so defining it is pointless.)

But you must be using a different notation when you say
"Δ0=Δ1/t=1/k "
Because zero doesn't change.

So, rather than pointlessly  explaining fairly standard symbols, why don't you try explaining what you actually said?


Logged
Please disregard all previous signatures.
 
The following users thanked this post: petelamana

guest39538

  • Guest
Re: Can 2 opposite polarities occupy the same space?
« Reply #91 on: 10/02/2018 22:43:52 »
Quote from: Bored chemist on 10/02/2018 22:15:34
The use of  Δt for a change in time is pretty standard (Though it's not actually something you have said in this thread so defining it is pointless.)

But you must be using a different notation when you say
"Δ0=Δ1/t=1/k "
Because zero doesn't change.

So, rather than pointlessly  explaining fairly standard symbols, why don't you try explaining what you actually said?



I think I know the problem, it is the equals sign, 

Δ0=Δ1/t=1/k

change of 0 dimension is the change of 1 over a period of time which  results in 1 divided/spread by space , missed off the over time at the end.

Δ0=Δ1/t=(1/k)/t

added- Looking at it now I could of left a Delta sign out

Δ0=1/t=(1/k)/t
Logged
 

Offline petelamana

  • Sr. Member
  • ****
  • 111
  • Activity:
    0%
  • Thanked: 10 times
  • Sorry I've been away. My dad passed, then my dog.
Re: Can 2 opposite polarities occupy the same space?
« Reply #92 on: 10/02/2018 22:50:31 »
Okay, now I think I'm up to about 80%.   :)
Logged
 



guest39538

  • Guest
Re: Can 2 opposite polarities occupy the same space?
« Reply #93 on: 11/02/2018 00:34:12 »
]Ok, I have had some good advice and help and now I am going to change my approach.  The new discussion will start with :


For the purposes of this discussion consider an array to be a rectangular  arrangement of coordinate values, similar to, but not exactly like the classical "matrix". My first question is , can a mono-pole retain form in a single array?

Now quite clearly all the coordinate points of a mono-pole array,  would be repulsive points to all other points of the same array.

By the laws of Physics and Coulomb's laws , the mono-pole array should always be in a state of expansion.

The array would have no strong nuclear force or gravity.   All the force would be ''centrifugal'' (outwards from a central point) .

I then considered free electrons and free protons, meaning ones that are not paired.   

How could an electron exist when considering the first array?

In a similar fashion to a Matrix, all electron points in the array  of an electron would be repulsive to each other.

I then considered the proton , what  seems true for the electron, must also be true for the proton. 

So in my first array A, I want to describe this part first.   I want to describe that array A cannot retain form and is always in a state of expansion.



Logged
 

guest39538

  • Guest
Re: Can 2 opposite polarities occupy the same space?
« Reply #94 on: 11/02/2018 03:35:18 »
I think I got it.


* end of argument.jpg (13.76 kB . 592x335 - viewed 2914 times)

Schematic depiction of the matrix product AB of two matrices A and B.
Logged
 

guest39538

  • Guest
Re: Can 2 opposite polarities occupy the same space?
« Reply #95 on: 11/02/2018 03:43:55 »
Diagram error , sorry my bad , new edit


* end of argument.jpg (28.63 kB . 627x335 - viewed 2914 times)







Logged
 

Offline Bored chemist

  • Naked Science Forum GOD!
  • *******
  • 31102
  • Activity:
    9%
  • Thanked: 1291 times
Re: Can 2 opposite polarities occupy the same space?
« Reply #96 on: 13/02/2018 21:22:00 »
Quote from: Thebox on 10/02/2018 22:43:52
change of 0 dimension is the change of 1 over a period of time which  results in 1 divided/spread by space , missed off the over time at the end.

That's exactly the sort of word salad you need to explain.
Quote from: Thebox on 11/02/2018 00:34:12
My first question is , can a mono-pole retain form in a single array?

Ditto
Logged
Please disregard all previous signatures.
 



guest39538

  • Guest
Re: Can 2 opposite polarities occupy the same space?
« Reply #97 on: 14/02/2018 11:09:33 »
Quote from: Bored chemist on 13/02/2018 21:22:00
Quote from: Thebox on 10/02/2018 22:43:52
change of 0 dimension is the change of 1 over a period of time which  results in 1 divided/spread by space , missed off the over time at the end.

That's exactly the sort of word salad you need to explain.
Quote from: Thebox on 11/02/2018 00:34:12
My first question is , can a mono-pole retain form in a single array?

Ditto

Whatever.....who cares
Logged
 

guest39538

  • Guest
Re: Can 2 opposite polarities occupy the same space?
« Reply #98 on: 14/02/2018 22:04:14 »
a + (−a) = 0

b + (-b) = 0

a+b= 1   

proof  if (-a)=(-b) then (-a)+(-b)<(ab)


That must be close?

I think I may be getting the hang of this, in practise

a + (b-b) = a? 
Logged
 



  • Print
Pages: 1 ... 3 4 [5]   Go Up
« previous next »
Tags:
 
There was an error while thanking
Thanking...
  • SMF 2.0.15 | SMF © 2017, Simple Machines
    Privacy Policy
    SMFAds for Free Forums
  • Naked Science Forum ©

Page created in 0.465 seconds with 64 queries.

  • Podcasts
  • Articles
  • Get Naked
  • About
  • Contact us
  • Advertise
  • Privacy Policy
  • Subscribe to newsletter
  • We love feedback

Follow us

cambridge_logo_footer.png

©The Naked Scientists® 2000–2017 | The Naked Scientists® and Naked Science® are registered trademarks created by Dr Chris Smith. Information presented on this website is the opinion of the individual contributors and does not reflect the general views of the administrators, editors, moderators, sponsors, Cambridge University or the public at large.