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Conditioning theory

Wikler A (1973). Dynamics of drug dependence Implications of a conditioning theory of research and treatment. Archives of General Psychiatry, 28, 611-616. [Pg.287]

Angelov, D., Vitolo, J.M., Mutskov, V., Dimitrov, S., and Hayes, J.J. (2001) Preferential interaction of the core histone tail domains with linker DNA. Proc. Natl. Acad. Sci. USA 98, 6599-6604. Tobias, I., Coleman, B.D., and Olson, W. (1994) The dependence of DNA tertiary structure on end conditions theory and implications for topological transitions. J. Chem. Phys. 101, 10990-10996. Coleman, B.D., Tobias, I., and Swigon, D. (1995) Theory of the influence of end conditions on selfcontact in DNA loops. J. Chem. Phys. 103, 9101-9109. [Pg.71]

Two lower states of the frans-(CH) are energetically degenerated as follows from symmetry conditions. Theory shows that electron excitation invariably includes the lattice distortion leading to polaron or soliton formations. If polarons have analogs in the three dimensional (3D) semiconductors, the solitons are nonlinear excited states inherent only to ID systems. This excitation may travel as a solitary wave without dissipation of the energy. So the 1-D lattice defines the electronic properties of the polyacetylene and polyconjugated polymers. [Pg.29]

Fig. 9 Changes in the crack initiation times and crack depths in an epoxy resin as a function of the amplitude of the imposed cyclic displacement, a Number of cycles to the initiation of the primary cracks at the edge of the contact zone, b Measured depths of the primary cracks at various number of cycles and displacement amplitudes. Circles 103 cycles, solid diamonds 5 x 103 cycles, squares 5 x 104 cycles, c Calculated values of the maximum tensile stress at the edge of the contact using Hamilton (gross slip condition) or Mindlin—Cattaneo (partial slip condition) theories. The two curves correspond to calculations using the initial (/x = 1.0) and the steady-state (/x = 1.5) values of the coefficient of friction. PSR Partial slip regime, MR mixed regime, GSR gross slip regime... Fig. 9 Changes in the crack initiation times and crack depths in an epoxy resin as a function of the amplitude of the imposed cyclic displacement, a Number of cycles to the initiation of the primary cracks at the edge of the contact zone, b Measured depths of the primary cracks at various number of cycles and displacement amplitudes. Circles 103 cycles, solid diamonds 5 x 103 cycles, squares 5 x 104 cycles, c Calculated values of the maximum tensile stress at the edge of the contact using Hamilton (gross slip condition) or Mindlin—Cattaneo (partial slip condition) theories. The two curves correspond to calculations using the initial (/x = 1.0) and the steady-state (/x = 1.5) values of the coefficient of friction. PSR Partial slip regime, MR mixed regime, GSR gross slip regime...
EXPLANATIONS. The aligning behavior of block copolymers under shear is complicated and is sensitive to block architecture, mechanical contrast between the layers, proximity of the ODT, frequency, and strain. No general theory seems to predict the alignment direction under all conditions. Theories and rationalizations are available, however, to explain some of the trends. [Pg.618]

The circumstances are different when the species engendering the observed reaction can be simultaneously generated by an additional two-stage electron impact process that involves as the intermediate stage the generation of a metastable species. For the simplest conditions theory then leads to a relation of the form, for X/p constant ... [Pg.298]

Since flow affects miscibility of blends near the spinodal, the interfacial tension coefficient must also change with the flow conditions. Theory leads to Vi2(y)= V°i2[l - aK ] , where a and b are parameters [Onuki, 1986]. [Pg.493]

THERMAL ATTENUATION THROUGH HOMOGENEOUS AND MULTILAYER SLABS IN STEADY PERIODIC CONDITIONS-THEORY AND EXPERIMENTS. FROM PROCEEDINGS OF THE SEVENTH CONFERENCE ON THERMAL CONDUCTIVITY. GAITHERSBURa MARYLAND. NOV. 13-16,1967. [Pg.198]

In flood wadi conditions, theory suggests that a high value of the dhperdon number (uLID) would be necessary for effective removal of solute, at the above value of . [Pg.446]

The Behavioral School examines environmental factors influencing human performance. Two of the most widely known behavioral theories are the Pavhvian, also known as the Classical Conditioning Theory, and Operant Conditioning or the Skinnerian theory. [Pg.241]

Rojas-Hemandez A (1996) The method of generalized species and equilibria for the study of chemical systems in equilibria with buffering conditions theory and algmithms of predmmnance-zmies diagrams (Spanish). PhD thesis. Universidad Autonmna Metropolitana, Unidad Iztapalapa, Mexico... [Pg.1711]


See other pages where Conditioning theory is mentioned: [Pg.405]    [Pg.26]    [Pg.417]    [Pg.212]    [Pg.369]    [Pg.340]    [Pg.2]    [Pg.236]    [Pg.244]    [Pg.247]    [Pg.153]   


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Boundary conditions periodic, theory

Classical Conditioning Theory

Conditional probability theory

Density functional theory conditions

Density functional theory consistency conditions

Electromagnetic theory quantum conditions

Hartree-Fock theory variational conditions

Hybridization theory conditions

Minimum Energy Conditions and Simple Theory of Growth

Operating conditions distribution theory

Potential flow theory boundary conditions

Probability theory conditional expectation

Resonance condition perturbation theory

Scattering theory boundary conditions

Surface conditions, continuum theory

Target theory conditions

Theory and the Three Conditions for Products to Form

Theory steady-state conditions

Verification of the Theory Under Equilibrium Conditions

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