The Energy analysis and the multivariable energy optimization of a Yankee Hood dryer

Toppare, Akın Salih


The conceptual design of a spatial binary hyper redundant manipulator and its forward kinematics
Bayram, Atilla; Özgören, Mustafa Kemal (2012-01-01)
The hyper redundant manipulators (HRMs) have excessively many degrees of freedom. As a special but practicable subset of them, the binary hyper-redundant manipulators (BHRMs) use binary (on-off) actuators with only two stable states such as pneumatic cylinders and/or solenoids. This article describes the conceptual design of a spatial BHRM together with its forward kinematics. This BHRM consists of many modules with the same constructive characteristics. The modules increase in size from the tip to the base...
The synthesis, characterization and energy transfer efficiency of a dithienylpyrrole and BODIPY Based Donor-Acceptor System
Atalar, Taner; CİHANER, ATİLLA; Algi, Fatih (2009-06-01)
A dithienylpyrrole-BODIPY based donor-acceptor system with 1,4-phenylene spacer as a model system for energy transfer was designed and synthesized. Absorption and emission spectra have revealed an efficient resonance energy transfer from dithienylpyrrole as donor to BODIPY as acceptor.
The Nonlinear Theory of the Snoek Relaxation Effect under the Strong and Homogeneous Bias Stress System
Ogurtani, Tarik Ömer (Wiley, 1987-11-1)
The nonlinear theory of energy dissipation associated with the mobile paraelastic octahedral interstitial atoms in inhomogeneous interaction fields is applied to the specific problem of the ordinary Snoek relaxation under the influence of the uniform static stress system (an external bias field). In the case of a uniaxial static bias stress system, an extremely accurate and simple analytical expression is deduced for the logarithmic decrement which indicates strong dependence on the magnitude, sign, and dir...
The controllability of boundary-value problems for quasilinear impulsive systems
Akhmetov, MU; Zafer, Ağacık (1998-12-01)
The finite element method solution of reaction-diffusion-advection equations in air pollution
Türk, Önder; Tezer-Sezgin, Münevver; Department of Scientific Computing (2008)
We consider the reaction-diffusion-advection (RDA) equations resulting in air pollution mod- eling problems. We employ the finite element method (FEM) for solving the RDA equations in two dimensions. Linear triangular finite elements are used in the discretization of problem domains. The instabilities occuring in the solution when the standard Galerkin finite element method is used, in advection or reaction dominated cases, are eliminated by using an adap- tive stabilized finite element method. In transient...
Citation Formats
A. S. Toppare, “The Energy analysis and the multivariable energy optimization of a Yankee Hood dryer,” Middle East Technical University, 2002.