The Relation between Levi-Civita Density and Kroneckers Delta as follows
\sum^{3}_{k=1} \epsilon_{mnk} \epsilon_{ijk} = \delta_{mi} \delta_{nj} - \delta_{mj} \delta_{ni}
Logically we can satisfy both sides of the expression but Can anyone tell me how to derive this analytically ?
Mr.Ehild,
First of all thanks a lot for your reply. The Reference you have given in your reply helps a lot to understand the term "Critical Temperature". Ultimately I just reached to a conclusion that "at Critical temperature [ in general ] The distinction between liquid and vapor disappears as...
[FONT="Book Antiqua"]While Studying 'surface tension' I came across a statement that 'At critical Temperature the interface between liquid and its vapour disappears' without any explanation or logic. Can Anyone please tell me why such phenomenon is observed at critical temperature ?
Thanks in...