Recent content by sp105

How we can learn from the given transition if it is first order or second order phase transition? e.g. paramagnetic to ferromagnetic phase transitions are ...?

Its a very complicated answer would you like to explain it a little bit more

I know it very well that I am not known to all these things that's why I sk you for recommending me a book (a specific book) because I can have book from a library or may have it on rent before purchasing it

thanks a lot for such an eloborative reply butit has increased my curicity will you help me to tell what are the other factors responsible for N-N interactions

the schroedinger eqn of equivalance of klein gorgdan eqn in your prescribed site has been derived from KG equation in EM field what bout its relevance in case of free particle case will you prefer some book of relativistic quantum mechanics to me I will be surely thankful to you

sorry please elaborate the answer i am not able to understand what do you want to say

a klein gordan equation may reduces to Schrödinger equation. how it can be proved

yukawa potential includes the exchange of massive particle between two interacting nucleons which is missing in electromagnetic field where photons are exchanged (massless) between the two interacting charges. the exchange of massive particle in yukawa potential helps to reduce the repulsion...

I wish to have more information regarding how you come to calculate l(l+1)/2mr^2 as a angular momentum for yukawa potential

May I come to know about the barycentric systems I have listened the word for the first time and I am curious to know about it because you have mentioned that it reduces the 4 momentum to 3- momentum

may i know the page no and the problem to be solved in Jackson Book of E and M

its the right thing that we solve KG eqn for particle in em field with the solution you have mentioned. but for free particle one more term with the solution for em field is added in the exponential and it is mc2. and the solution we got is the relativistic energy eqn.

when we solve the K.G eqn for the free particle we assume E'=E+mc^2 where E is very small as compared to the second term and is the nonrelativistic energy soln the result so obtained is not used to solve the K.G. eqn for particle in potential but wee replace p by p-eA/c and so on thereafter...

thanks for such a kind reply

the people who don't have the book may refer to any book of quantum mechanics that contains relativistic quantum mechanics. and especially klein gordan eqn and its application to particle in electromagnetic potential