The hydraulic radius in nonuniform cross-sections.

Gözen, Okan


The Energy-and the momentum-correction coefficients in compound channels
Atagündüz, A Batu; Tokyay, Nuray; Department of Civil Engineering (1998)
The torsional capacity of reinforced rectangular beams under pure torsion.
Arıkan, Metin; Department of Civil Engineering (1970)
The ratios of energy losses through photoneutrino process in superstring inspired E-6 model and in the standard model
Aydemir, A; Aydin, C; Sever, Ramazan (2001-03-14)
In general E-6 inspired model which has two additional U(1) symmetries at the string scale whose one combination is a light enough vector boson Z(theta), we compute the contribution of Z(theta) to the gammae(-) --> e(-))over bar>nu scattering at the aim of calculating the energy loss. We find that the two U(1)'s must be combined at 90 degrees to have a significant contribution.
The exciton transition energies in symmetric double GaAs/AlxGa1-xAs quantum wells
Okan, SE; Aktas, S; Akbas, H; Tomak, Mehmet (Wiley, 1999-04-01)
The exciton transition energies between valence and conduction subbands of symmetric double quantum wells are studied. To study the effect of geometry coupled wells of rectangular, graded and parabolic shapes are considered. A special emphasis is given to the study of crossover between the symmetric light-hole (e1-11) and the antisymmetric heavy-hole (e2-h2) transitions.
The angle of total pi-electron energy and localization energies of alternant hydrocarbons
Türker, Burhan Lemi (1996-01-01)
It has been proved that the localization energies of alternant hydrocarbons correlate linearly with cosines of the angle of total pi-electron energies of the corresponding sigma-complexes in chemical reactions. Topologically variable upper and lower bounds for the topological form of the localization energy are obtained. It has been shown that among the various sigma-complexes of the same compound, the one having the highest a(4) coefficient is more likely to form.
Citation Formats
O. Gözen, “The hydraulic radius in nonuniform cross-sections.,” Middle East Technical University, 1968.