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diffusion constant वाक्य

"diffusion constant" हिंदी मेंdiffusion constant in a sentence
उदाहरण वाक्यमोबाइल
  • Where D x and D y are diffusion constants; \ alpha is the linear wind velocity in the x direction, \ beta is the linear wind velocity in the y direction.
  • Where D _ s is the diffusion constant of the solute in the substrate, c _ o is the concentration in the channel, and R is the consumption by the cells.
  • For a P-type region, where holes conduct with electrical conductivity " ? " and diffuse with diffusion constant " D ", the net current density is given by
  • The room temperature diffusion constant for electrons at �s  " 1 is significantly larger than that of Si, GaAs, Ge or InP, and determines the ultra-fast response of photodetectors.
  • This is because there is a lack of convection in the water, and the oxygen is being subtracted more quickly than it can diffuse ( due to oxygen s slow diffusion constant through water ).
  • However, in this context it becomes inaccurate when the diffusion constant is low and the radiation becomes limited by the speed of light rather than by the resistance of the material the radiation is flowing through.
  • Hence, f _ { tot } can be measured directly using analytical ultracentrifugation, or indirectly using various methods to determine the diffusion constant ( e . g ., NMR and dynamic light scattering ).
  • Where \ upsilon _ D \, is velocity of the particles, \ q \, is the amplitude of the scattering vector, and \ D \, is the translational diffusion constant of particles.
  • In the case of Rotational diffusion, the friction is \ zeta _ \ mathrm { r } = 8 \ pi \ eta r ^ 3, and the rotational diffusion constant D _ \ mathrm { r } is
  • From the diffusion equation it can be shown that the distance a diffusing particle moves in a medium is proportional to the root of the time the system has been diffusing for, where the proportionality constant is the root of the diffusion constant.
  • There will be both diffusion and binding, and indeed the diffusion constant may not be uniform in space, and there may be more than one type of binding sites, and these sites may also have a non-uniform distribution in space.
  • This more complex behavior implies that a model with several parameters is required to describe the data; models with only either a single diffusion constant " D " or a single off rate constant, " k off ", are inadequate.
  • In other words, that diffusion is occurring in a uniform medium so the effective diffusion constant " D " is the same everywhere, and that the diffusion is isotropic, i . e ., occurs at the same rate along all axes in the plane.
  • A is the diffusion constant of the ion A . The second term reflects the flux due to the electric field, which increases linearly with the electric field; this is a faraday " F ", which is the total charge of a mole of electrons.
  • It is defined by E _ T = \ hbar D / L ^ 2, where D is the diffusion constant and L the size of the system, and thereby inversely proportional to the diffusion time t _ D = L ^ 2 / D through the system.
  • There are models with both diffusion and reaction . have shown that FRAP curves can be fitted by " different " pairs of values of the diffusion constant and the on-rate constant, or, in other words, that fits to the FRAP are not unique.
  • Which connects the diffusion constant " D " and the particle mobility " ? ", the ratio of the particle's terminal drift velocity to an applied force . " k " " B " is the Boltzmann constant, and " T " is the absolute temperature.
  • This technique is limited to particles large enough for optical detection ( in the micrometer range ), but it has the advantage of being time-resolved so that, aside from the statical information, it also gives access to dynamical parameters ( e . g . diffusion constants ) and also space-resolved ( to the level of the individual particle ), allowing it to reveal the morphology and dynamics of local structures in colloidal crystals, glasses, gels, and hydrodynamic interactions.
  • Dynamic properties such as duplex single strand equilibria and binding rates of other molecules to duplexes can also be determined by its effect on the spin lattice relaxation time " T " 1, but these methods are insensitive to intermediate rates of 10 4  10 8 s  " 1, which must be investigated with other methods such as solid-state NMR . Dynamics of mechanical properties of a nucleic acid double helix such as bending and twisting can also be studied using NMR . Pulsed field gradient NMR experiments can be used to measure diffusion constants.
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