mean square displacement वाक्य
उदाहरण वाक्य
मोबाइल
- Brownian motion generates expressions for the root mean square displacement of particles.
- Einstein derived expressions for the mean squared displacement of particles.
- This expresses the mean squared displacement in terms of the time elapsed and the diffusivity.
- The mean squared displacement of each ion type is related to the diffusion coefficient for a particle undergoing Brownian motion.
- For simple cell geometries, it is thus possible to calculate the mean squared displacement of the particles 2 > from the measured g 2-1 values analytically.
- The second part of Einstein's theory relates the diffusion constant to physically measurable quantities, such as the mean squared displacement of a particle in a given time interval.
- Random walk statistics describe the mean squared displacement of diffusing species in terms of the number of jumps " N " and the distance per jump " a ".
- If ? is the instantaneous displacement of the surface from its average position, the mean squared displacement may be represented with a displacement spectrum " G " ( " k " ) as:
- If the diffusing particles are hindered by obstacles or pushed by a force ( molecular motors, flow, etc . ) the dynamics is often not sufficiently well-described by the normal diffusion model, where the mean squared displacement ( MSD ) grows linearly with time.
- Whereas the GNM is limited to the evaluation of the mean squared displacements and cross-correlations between fluctuations, the motion being projected to a mode space of N dimensions, the ANM approach permits us to evaluate directional preferences and thus provides 3-D descriptions of the 3N-6 internal modes.
- By measuring the mean squared displacement over a time interval along with the universal gas constant " R ", the temperature " T ", the viscosity ?, and the particle radius " r ", Avogadro's number " N " can be determined.
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