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1                                              Kirchhoff's law is shown to be useful to choose an adequ
2                                              Kirchhoff's law of thermal radiation, relating emissivit
3                                              Kirchhoff's laws amplify these effects, creating nonline
4 s confirm that the deltaC(P) obtained from a Kirchhoff analysis of DSC data (i.e., deltaH vs Tm) is i
5 nks to the physical computing with Ohm's and Kirchhoff's laws, and thanks to the negative feedback co
6 ed by absorptive losses in the metal because Kirchhoff's law prescribes that only good absorbers make
7 ann transport equation and using the Beckman-Kirchhoff surface scattering theory with shadowing to pr
8 e stoichiometric matrix, we demonstrate both Kirchhoff's flux law sigma(l)J(l)=0 over a biochemical s
9 e that electrolyte transport is described by Kirchhoff's laws in terms of the electrochemical potenti
10                          We have established Kirchhoff's first law in genetic networks and introduced
11                            Some years later, Kirchhoff explained the appearance of the dark lines: th
12 t representation suggested by these modified Kirchhoff's laws, our methodology accurately captures th
13 tion of the classical GNM, by defining a new Kirchhoff matrix, is the way to improve the residue flex
14       The undetermined parameters in the new Kirchhoff matrix were estimated by using particle swarm
15 n, described mathematically by the nonlinear Kirchhoff differential equations with boundary condition
16 , results from our development of the use of Kirchhoff's Laws from physics to derive rate-defining cl
17                          Unlike the original Kirchhoff radiation law derivations, these derivations i
18                              The first Piola-Kirchhoff stresses in the three normal directions had th
19 t light and is well described by the Planck, Kirchhoff, and Stefan-Boltzmann laws.
20                                          The Kirchhoff's first law provides the theoretical foundatio
21 luence exerted on consensus networks and the Kirchhoff index of the underlying graph.
22 sibility (RSA) between two residues into the Kirchhoff matrix of the parameter-free GNM.
23 and emissive) properties should not obey the Kirchhoff thermal radiation law.
24 in delta Cp determined by application of the Kirchhoff relation to DSC data and that determined by th
25 absorptance alpha(lambda), implying that the Kirchhoff's law can adequately describe thermal radiatio
26  are consistent with the conclusion that the Kirchhoff's law of thermal radiation can be extended (wi
27 s ion concentration changes according to the Kirchhoff-Nernst-Planck formalism.
28  Cp of 497 (+/-20) cal deg-1 mol-1 using the Kirchhoff relation.
29                 Similarly, in thermodynamics Kirchhoff's law dictates that the absorptivity and emiss
30                                 According to Kirchhoff's circuit laws, the net conductance of two par
31  in absorptivity and emissivity according to Kirchhoff's law.
32                 The loop law is analogous to Kirchhoff's second law for electric circuits, and states
33 the D'' region beneath the Cocos plate using Kirchhoff migration of horizontally polarized shear wave