theoriginal169

ty very much

ok i got it is relativistic QM i am not good at it. so can E be plugged in to schodringer equation? Merged post follows: Consecutive posts mergedand 1 more question does uncertainty principle holds for photon? if it does,how does [math]\Delta[/math][math]_{x}[/math] be calculated.

so what does m represents according to my knowledge, at equation e=mc^2 m represent the change of mass of high speed particles is it true?

i think that replacing the root whit x gives the same result as you v written . doesnt it?

in principle it seems that they have momentum but it is said that photons have no mass so it doesnt seem logical that they have momentum. Merged post follows: Consecutive posts merged e=mc^2 the m is not the photons mass (m-m[math]_{0}[/math])c^2=e ???

just find discriminant and [-b-+[math]\sqrt{\Delta}[/math]]/2a

photon have no momentum so it cant be wave function. also photon doesnt have mass and you cant use observables.

could you explain more about the quantum numbers like magnetic and azimuthal.Also i didn't get what does Bessel function do. and there should be 3 states for each allowed energy is it true? Merged post follows: Consecutive posts mergedu®=Arjl(kr)+Brnl(kr) i didnt get this equation. [math]\psi[/math][math]_{}n_{}lm[/math](r,[math]\phi[/math]),[math]\theta[/math])=A[math]_{nl}[/math]j[math]_{l}[/math]([math]\beta[/math][math]_{nl}[/math]r/a)Y[math]^{m}_{l}[/math]([math]\theta[/math],[math]\phi[/math]) and this what does beta represents?

i understood Qm in 1d well but i started to study in 3d just a day ago and i have some questions. first of all quantum numbers and there are several polynomial functions such as Bessel. so i cant understand them so well . they are a little complicated and David Griffith who is the author of the book that i am studying did not explain them detailed. by the way i don't know electromagnetism well and i think the problem occurs cause of this but i don't want to spend time to learn that subject from beginning so what do you suggest to me. i am looking for your responds.

q(x,t) how does it works dynamical variable in wave function expectation value of p Merged post follows: Consecutive posts merged Hamiltonian operator what does it do derivatie and x -h2i

[math]\frac{\delta}{\delta t}[/math][math]\int[/math][math]\psi[/math]

is it a probibilty densty related to time?

can some 1 explain whhat is it.

its possible i think cuz at motion your mass prevents you from c<speed but at gravity there is nomotion so noth prevents u

not that my friend imagine that sponge is box so get it?

think that a baloon and a sponge sticked aruond it when you take air from baloon how does sponge seems? thats how bending space seems

my english limited sorry

cuz u think so touchable .

that pic is absolutaley wrong

your image from google images supports me isnt it?

buy a book i suggest universty phiysichs its quite good and easy to undersdant but its only lecture is about mechanics

now imagine a copper stick and you want to fold it so 1 st you add 1 magnet to up side and to create a conflict you add another magnet at left site but imagine that these magnets have 1 polar they are like planets. so if they are so strong they can attract each other and folds the stick. so the worm holes works this way but at that stick there may be lot of magnets so there maybe lot of holes. on the other hand in theory if u want to go exact place with your hole at space you have to put 2 high gravity stars. to attarct and fold the space. but it is ipmposible cuz there are tons of hşgh gravity areas like black holes if so strong they attract each and we have a labirent. Merged post follows: Consecutive posts mergedi hope i can explain what i think cuz my english is not that good.

its simple to go anywhere you have to dig two holes enterance and exit so to make a wormhole we need 2 holes so two high gravity forces get it?

if u draw a graph you can see your answer

i didnt know that its interesting so how he can solve his problem.