LAGRANGIAN AND PARTIAL DERIVATIVES

Author Horia Orasanu

ABSTRACT

Okay, we’ve worked two of the four cases that would need to be solved in order to completely solve (1). As we’ve seen each case was very similar and yet also had some differences. We saw the use of both separation constants and that sometimes we need to use a “shifted” solution in order to deal with one of the boundary conditions.

Before moving on let’s note that we used prescribed temperature boundary conditions here, but we could just have easily used prescribed flux boundary conditions or a mix of the two. No matter what kind of boundary conditions we have they will work the same.

]]>OSGOOD THEOREM AND LAGRANGIAN

Author Horia Orasanu

ABSTRACT

It has often been repeated that a Hamiltonian whose kinetic term depends on the position variable has in principle many different operator versions. For an arbitrary model Hamiltonian, this is of course, true

Printer rezultatele noi obtinute si relatiile dintre noile teoreme cerute, avem pe acelea care

Se refera la functiile mentionate mai sus cu o raza data in planul in care un patrat se afla

In acest plan ,si este perpendicular pe planul cercului si care se afla in miscare supuse la

Legaturi neolonome

Aici mentionam ca se poate construi un boiler inafara unui cilindru marginit de doua emis

Fere si cu pereti de o anumita grosime