how about
close INT E . da=1/ebsolon Qenc
as in Griffiths book(Introduction to Electrodynamic) p.68, equation 2.13
and
Q=INT RO dt t(tao) is the infinitesimal displacement
dt for cylinder
dt=4 pi R^2 dr
hi i have the same proplem but for hight 2h and radius (a) and charge density ro inside and outside the cylinder and i tryed to use gauss's law and find fy the electric potential but I'm not sure can some one help.
i use
V(r)=- integrate E.da=E.2pi a (2h) =1/ebslon .Qenc
Hi every one
i'm a student in physics and i will take next fall e and m class (electric and megnatic ) and i don't know which book will help me in .i don't have any idea about it ...i prefer to an entrodiction book.
Thanks
Homework Statement
find the 1st order correction for the 1st excited state with spin when the
H'=(eB0/2mc).Lz+2Sz z the direction
this proplem for the charge particleon sphere of radius R with magnatic field B
Homework Equations
l=1 m=0,1,-1
[b]3. ]The attempt at a...
in the spin matrix if the <A> is real how we can prove the matrix is herimition ,and how we can prove the eigenvalues of any hermition 2x2 matrix is real and its eigenspinors are orthognal if the eigenvalues is defferent and if it is the same? and A physical quantity
i think i got the answer is it totally differnet
look...v=mgl(1-costhita)
H=1/2 ml^2thita'^2+1/2 mglthita^2
and E=(n-1/2)hw but i don't know from where get the E?
the lowest correction is H'=v-1/2 ml thita^2=1/24mglthita^4 , how ?
E'0=3/4 alpha^4(-1/24mgl/l^3)...how?