Sentence examples for steady state light from inspiring English sources

Fs is the steady state light adapted fluorescence, Fm' is the maximal fluorescence of a light adapted leaf following a saturating light pulse, and Fo' is the minimal fluorescence of a light adapted leaf that is darkened.

The Monte Carlo code utilized in this study is based on the steady state light transport in multi-layered structures (MCML) approach to stochastically simulate photon propagation within a turbid medium [ 35, 38, 39].

We also demonstrate that cone photoresponses driving pupilloconstriction adapt considerably and contribute little after 30 s, but rod photoresponses adapt less and contribute significantly to the maintenance of pupilloconstriction in response to steady-state light stimuli at irradiance levels which are below the threshold of the melanopsin photoresponse.

The MCML algorithm [ 2] models steady-state light transport in multi-layered turbid media using the MC method.

On this basis, including melanopsin in these perceptual pathways is predicted to have similar advantages to those attributed to its involvement in accessory pathways, i.e., helping to measure steady-state light intensity under photopic conditions [ 1 4].

To estimate expressed protein levels from luminescence values, luminescent eggs collected in a tube containing PBS (137 mM NaCl, 2.7 mM KCl, 4.3 mM Na2HPO4·7H2O and 1.4 mM KH2PO4, pH 7.4) with 1 mM MgATP+100 μM luciferin were lysed with 0.5% Triton X-100 and the steady-state light emitted (in c.p.s).

First a true steady state when light flux density is constant is examined.

We use the diffusion approximation of the radiative transfer equation to model the steady state of light propagation in a scattering medium [ 18].

A steady state between light-driven proton extrusion and (light-independent) uptake was maintained until light was switched off (Fig. 2).

The ratio of respiration to gross production as defined by eqn (46) ranges from approx. 0·25 (exponential growth, depending on light level) to 0·4 (steady state, for all light levels), showing the importance of growth conditions and position in the life cycle between exponential growth and the steady state for this ratio.

We will prove semigroup results for the linearization about steady state and shed light on the long-term regularity of solutions.